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RXKAC4ubmJ1ysBqKiokLF9vz%2bAubk5UAkKQpAU0NPTi6HhYfT2dOHmjSKkxoeh%2bpI77kbYojLKAZWR9nhwyQvTJUns%2bRl4QgCPCWCuKAFPbqbRDHGnMp6WphNIAhbyOCNcjWLvpxUmPMkJshtMsBYIBzhKCMMZXlIKDKS6oSPWDtVhVigNt0desB1S/a3haarB098PyzMHkORtDB9HMxxXUhL2V9wIUURHRwsVSwCoBBkL%2bLsBDA4O/g6AUMDg4ABzvw1XL6dB94wqNPesw3nl3dA5uQcGSrvhqq8CV0M1BBiqoMjdiJaV7SubJ1sYz7YYg2elaTRHYZIiHl1PxWyuMEIslPnsAnzOfL6YFaKkljhB4zPM3j/AmjCQ5okBKqGPKdEaZY3KABPkeZsgw8cc/uancV5lN4yVd8BS6xCyg61gY3oWm77bzNF4mdQGc3JywFgkAJxeZSzi7weAu3x%2bfl5KgZGR0ZcFBXlQO3UCq77%2bHEf2boE8yBEZwfaIsdWFh94JONKV6akchLvWAQSqbMHRreuge3Q33DmxFXheRH24IxrCHDDBwGeuREv%2bYP56IqfBOEwXxKI/1Q89Sd4chEKkljjALtDLjtD/GkAPr5sirXEv4ALS7M4gmv/XUe84Tu3ZAK0Dm2CjcxRXwmygramCNWvXSXeIVq78RkHZi0OUADD/ZUzldwMYGhr6DQBRBCcnp15Ghgfhk7/%2bBWtWfoVb11JJtQ4NNDWVchdku59HvJcloj0tEe9hgjSL4zj%2b7Qp89Oln%2bPCTT7Hpmy/gcHgz7GlbY4xV4E%2blBJucQZK1Hi47nUOp70Xc9jFDses53PA4j1bmuQDQLyBQBV00Q530AU3Rtij3NkCssTJcdY/BXPMQNPZvgvLO9YRxApkB5tBQPY71324Qt8HEHWJxQ1ccogSAtUDGeP4cAJECAwODL9taH8BMVxXqR/egqeEmh6EKNBPAbeZ9AVtRqJ8HbH19EJOahLu0x2obVuBD2cfYvOZraKz7Am67V2LFsk9guncDTn0vVWgc3rwOxid2w4GTnNbhnXDVU0GU2Wlc5rhbS6m3MuCeRFe0yO1RH2mFunALXHM6A3e1vTA4tgOah7dDbe9GaB/cDDdDJURZa8Lw9FGspgI%2b/PAD6X7AsKhZr2uAuNfBdPjzAHrpA0YnJnEt6xJCLyqjqfEmWpvvoJ3V/QH7eEdOJG5E%2byHY3R6FfM5I7Q14G6pjzTIZQgyVUeZ2HnkW6nA4thnhmrsRyuHFnaeXwBzOdDiLJHtD2Oqo0M6qwu2iLqz0lJFwUQU3XbRR5W%2bM2hAqhCdf7qmHOI29OLXhG%2bzftg5HCHL3plU4d%2bJ7eBpyIDqzD5bahzgFvgLMwUchvAwLeMrSqM%2b43g8AdwkAibEL9L4cGBxCY20lQi3VUFmei86mcnTSx/ewjw%2bypw8wlzvSQ9GWGYXOtHDIbY2w%2bstlSDXXQl%2biL0o9zeB5aiciDI4jykAFWbaGyLY7h0gXc8RF%2b6A4PQJlif6o5HNzAm2gfmQHzI5/j3zHM7jpdhbJF44j4PR%2b2Jw%2bBuUju6Q3VNawHm1c/SU0dq%2bHh/5BmChtg43GbmzeuI4APgAHH8XCwoIwbylLk%2b4fAqBkfgeAKnhJCBgZHUNkgCuyLgVh6MEt9ORGoI%2b9fJTDzXhpMkbY37vZ2no4IIVYG2HzV1%2bgMcga44leiNE5DqWNq%2bB9aj/kRqeQ72SCQlsTpAe5wzHQF9ZBgfANC0RxUijnfXMYqx7Cim9WQGnnRthqHKAqVGBzUR9ehGZ0bCcOb/wGm79ejgMrv4TOtjUw2L8B%2bke2wEFzJ7Z/t0ZKv6jISMWjR4/eABCDHuN6fwAPHz6UAHC9JAQMDg2jsa4KxbSkw%2bUpHICi0Un3NlwSj9GbiRii%2bektkNMWpyGCCvBjB3jE/j6R6Ikc9mvlzWsQdPoAUqy0cIM9/JanOWqivHA13AdJgZ4oT45ES0o4ynxtWByNsPW79fj0y8%2bhpnoEcX62uOppgmIHTXgc3wrdrWtguWsDnHZvhM7m1VDdugqqrAeutMS7%2bX%2bWfbYcl7OzfwfgvRXA/Q0A/tJL7ujv68PA0Ahu5yajNNQUE5zrB1kDxujqpugAx%2bjzp9jaJq8n4zLzvifBG3OZIRiIdEIxJ7Zdq75AiPpe5FhpotDdBLVRrujNjsDkzQyMX0tGP687U0LQzQmzLsYNewngwPYNSOHQI%2bpAfaApqryZNpp74Xd8OxJ0DsJt33fQ2rIG2rvWYee6L2GvtRf7tq7FqtVrUF5epnj8%2bPGbLiBM3sjIyLsB8Amy17tc5A%2bDfwNALBZEDLKyFsUHwJWyLvWxxEAG5396/RkqYObGJenObSnb2mOOy7NpoWj1tUS5hQa0v98Ag90bcM/TGA3hTuhkqoxcT8Pk7WxCSMVIoRz9nBzHOEhVyT2xf%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%2bMpDUWcwGHo4JLKI9wR6KJGoaS3DGW4Yf%2bRA/0JriikypoibLHPd8LtNQW6OUwlWuhCZvDW3H24HewObUDZ2iyxFxwUumIeGMUfn5%2bitDQUHh6er5RANXw/gBEAflXAEIBvf0DGL1/EwvladLI%2b6L8Mn4oz8HslRhMX43F07xkPLlKONkJmEwMRAcBlLvq45qNOgrMT/H0XdGdGAQ3LVWEcohqiHDATe%2bLcKOkbZX28XRNMZkuBiIfDKV4oTfRDd1UQkOYLe75XEBzsr/0/5M4Ajue2gcj%2bgUnziDnj26GqcZ%2bnFQ5CXNzc1D%2bEgAfHx8JAHcZH/vzCmAavCQEUQ%2bkOtBDTzBQlY%2bFinQJwI93cjBH%2bztAI/O0NBMvrhHIrQI8K76M6ZRQdES6oJInX%2blpiFIbTZTa6WOOBfL5zSsYyYjkzB/MUdcLzREemOL1wyuRmMwKpQIC%2bTNf2mE3tMkdURdsgSoW15GG2%2bhix0g6Q2NEG22ptg9Wp3ZzIBMfs1GC0smTsLOzkwAEBweDJ/9GAVzvBjA%2bPi57vUsKYDHkNDjyUnhqEfzw8Ajq66vQyVx9XJmFp5z7F/Li0RPtgWmOtk9vE8DNyxKEx7lJGEkOQlu0G%2bXLHI5yxD035q%2bzCQYTAjki83m3svGE0n%2bSK4pmFCZSAzGa5s%2bROBQTmeEY5JTYwfxvjrJDtY8xGjPZOepuoN7PAmWu52F6YifshVE6tQteF05IH8w6ceIkHOztGbinIiAgAO7u7hIA7n%2bcAhMTE28APHny5A2AoSEBoB8trU3ITo5ACy3w46oc6XZ37yVvjPHFTxUmYIBzwRhBDGdEcJQNwT3a2ssWWiiwM6Cvt8JdtwvolvtggLVhviARz29n4bG4J3A5DJM88WEGPMJ9LCsEI%2bnB6LnkIb0Z0hRhjQpPI7QX0i8k%2b2I00hU55towVdoJK9U9sNPcB29zFehpHsdJKsDW1laywsx/sPBJALjLXFxc3g8Ad/nTp08lAFzSDZGm5kYU5GUgjCam6WoEntXkSG93t6f4oTc3Bh08tQepAWhM8Ud1gg9q6AGKA6yRYKaGSxe1UOhyHvWhThjh48OsDaPJIUyVbDyifZ7ODmLwPhhMI4CsYGkNsQ50xjmjNdYBDcFmqKShKo/2RnOoM4LPqkCFVd9SZRcsuJw4YLmaqkJX/RDU1VVhYWEBKysrBYMGq/%2bbLkAwfx6AqAEDg72ob6hBKAuU1dlDaMgJx9PKTPRkBKApMwj30wLRmMadEq5PCcQ91oObMR4oj/NGaZgDioRkg2zRIPfAgxh3FjZ/dEV74lExCyYHqQk6yj7prXFvtlI/DIkOkOqNthgHFk075r85CkPdsOGbL/HN55/gs0//Cq29m2Cnxn6vsQ8e507A0VQduqcPQ0dbHRcvXhSFUMEWCFNTUwkAdxkfezeAycnJ3wGQjNBgP5qaahEdaA8HSq/mcgQWy5LRfZlOj6uWJ1efJgL3RQ39QHmMJwqD7FAR74NyFsFcGqVbIfa4y45QEcKAIp3RSDc4kBKMp7TOk1n0C0me6CWEAQY%2bmOaNbra/Dvb%2bByHmqIt1Q4CBFj7/6C/4fPlfsW3t17A4uQO2BOCmdxTuhsdgpq8MbfXDuHBOB2YEYGZqqqAKYGxsLAHgLjMzM3t/BYgasNQFuKO9vQWZ7O1ezmYoivPFIgei3qJYPGDO3otxQVu6eJcoCl05Ebgn90ZJiAPuXfJDVbwnboba4Va4I8pC7SXHWBZsg8ogG9SFOuAxbfAkc14E3Mv%2bP5juI6mhK94FnXSA93n6d1g3LLZvxIpPZfj6i2XYu3Ele/8uWLP6u%2bkfg7vRcQJQgbrKfpga68LE1ET6kBQDFm%2bVSwC4y/jY%2bwMQXWDJCS61wNbWFhQX5yM3LZYDUDJ6CmNwO9xOOqFGdoKWSA8WqWAMZkehl1V8lN6gj6nRGs82l0D5c1XGOKM61hU1VMNdP0vpbbOJy8H0Bm7SfUABoYd9v5v53xJmiZoET%2bQ5XIAph53Pl32MVSs%2bx0EOQDbqDF7nMNwNjsLtghIcOXAZcT6wtzSEickF6XOCJiYm4saIBIC7jBD%2bnBHiLilA3BYXH3%2b/VlyM%2bIQ4xMREYKQiC91Xw3niYdK9gAH2777EYLSGeaItkvkb4Yn7Pg6odrfC/UAX3PUwR5GNHkpZD9pYN%2brj3HEnwBLTnConrgTR97tiIJ2/x6LXEm1H72/Pockad6iiJJ60BYMWAFZ8/ilO7PiWs/8%2beOkdg7P4GB0HJHsqQffELthYGLEGGBPAOQVl/waAvr7%2bHwNYemdI3BZn/oMTlOLy5eyXkZGR8Pf3B9sIhwxb%2bPK67XYO%2bvIiMM7hZawkHrWXvNCTFYYJDkKjmVSAPBDdkT5oCXJGvT/TwcsKN5zOocT9Aqo47jaxe1SG22P2WjyGs3zRkeCCwQxfNHHyE32/iZb3PjtGvpMRUlS2MgXWYfWXyyUIR7d/CzuNvfA0OAZ77SPSZwR8zNWgrXECOjqalL8%2bpW%2boML5gLD4wJQHg/scA4uLiJAAJCQlyfsHDw0Ph7Oz8UgwVInhnZ2m4gLePL/Iy4tHELtAtevgNOVpoXUsCLJj7tqiIdceDJD90JvrxNGljI%2bxwn0t8xKWelb2WKVMX54EmPmeRqdSb4iF9CKqXrbAx0pEQXqXVPaZT9tkDyKLLc9yxHgfWfoUvl30C5d2baID2wNdICZbiE6jqBxBHp5nN9iqPDYG9vQXOGekr9PT1cFb3rARAR0f3jwEwYNlr1yTnMAE3NzeFq6vLS0IQhoJ/2J4GwxFxcTGoKCtEA4PvzAxGfz4tbT47Ait5RYQjcn3MUeDL1uVjiiLPC7hGE1PJYtbKQtfG1Z3hj/p4D8ILx2RRNJpY8NqTWUPiXFHH2aAq2BoN2XJc5%2bBUaHIc2fqH4LlnAyx3rsfGL5fhzL6N8NU/jGD2fmutwzA5fRA%2blqeRHGCG%2b3fz0dVei6K8VIWPjzN0dc9IAAwN9WRUx7sB0DnJXu9vAHARgAuCggJQVHwVVZWF6OysxcR0H7pofdsyOfCw8vdfJQTxVjgd3nBhEtrpBOuinVEbRUnL7aV7%2b%2b1JlL7cGV30%2bMJA9bCFdl4pIg0AAAiVSURBVBLGvTAbtPFnNbTLt8XcwDZaxxZaaHocJTZqyDY6Ar8Dm%2bDByc/qwHoEnz%2bJSGstBJmeghfbcpirCVyMVRHEWSPW3QB3rmehv7NOMdBdJ0BIAG6WZMuSEkLfDYBeWfZ6cJCHhISISUrBx16mpl3C4HA7Zmf7OBHWY2S0gwAG0FVfis4r4XSBIei/IgDI0X85BoO5sRikPW6nTW6nuelibrdQ4vWxTmhg8auPcUWj3EX6sMMdTnnV4ZZo5OnfomJuuJ9D0%2bVY3HZlwXTQRDEBXDE7gQjVnXDftw5%2bZ4/iDgetS67nEGiiggBrfWSx3kR6XIS9gRIihGrSw1Bfc1MxOdqOnvbKV7fF2%2b7Jhnqr3w0gODhEAsDg5VFRUYiOjlLU1Ja/nJjqxfziKCfCFnR3N2ByehB9g60YH%2b9GR34setkJhgsY9FU5r6N5suHoTgmSzE4jA26mf29K9GHl96AqXNgC7VAVboPyECuU%2bpugjnXhDmV/3UEL91OonCgX3HLUwi1nHZQ6n0GBrRritXfDn/leX1OOkbFB5IQ6ItpBD6EcrqI9rJDKrhPsbAw7/ZPwsz2LK8mhigaqtaIk/dW7wyUZsoqSS%2b8GEB4e/gpAcIg8PSMVbR33FQ8XR1%2bOTvRg4dEU%2bgea0N3zAIuPpqmEZkzPj6KTI3AbJd3HE%2b/OYuAciDq59zAFmjn71zKn6zgN1rK4VUcy0BBLBmtOa2yBG/5muBXIawZ/y8sQVawfLTz9O256KHfXR7nbWdzh49ecNJBopozGqtuYW5jB4FAvbqRHIt7ZAFeTIxFInxDhboH0SC%2bEu1nARk%2bFIFQUQQ4GiPG1lABEeJjJkkPs3w2gqOiKBCAnJ10%2bPtmP%2bYVRxcR0/8vhkW4GPYWOrvsYHu3Bsx8W6RI7%2bGIm0N1yF9WXPClpdzQkeKEl1R%2btnOTakjkn0PvXMqi7wVYMWpy2mbSu%2b19kx7BEaZAVbnOvCLiIe/6maM1PRA2Nlbh3cM/bCDVUR4WHPq6zLnQ0VmLxyUNMTAyhf7AbZYWZTANDlBVloO7eDVTezpM%2buH3rRj4uJ0WyS8Uoejrr%2bdzOVynQ0yIbHu17N4CFxSkJAE9Y/suvz4TUFcOjXS8nJocwPTOItvY6PjaEx8/maJK6MPdwDL0DrehououajHBUxXmyxztLxayG01tVuAPKRIBBIngLXPO5iBu0waW0xmWhtrjD/R5XlajebIkP6B4r3HRR5WuM2gBTVPmc4/zggOGeZjx5/ghzcxMYFwAGutDR/gCZoS64kRWN/v42jup1uFtxDcV5qaisKMHAYI9ienoYTQ13Xr073FQla264/W4AT5/PSwCe/7Ao//mXJ5iY7Ff09jW/fLgwxT/Yip7eZszOj2Hx8TRPohczc6N8rAWTMyMYm%2bhDZ1MlKguSUZubgHL28VIOPjc5BImPxd/jTHCfo3IdC18V0%2bEOK/891oEa1oEaeodWzvrVVEKVzwXUBZpSAedQlxqCmclBPGbwi49mMf9wCkPDvbTovXi4OIuy4hzpY/S385PRcL8S1ZU3uErQN9CJxvo7ipaGMjTVV0gAGmtvy9rbqv8IwEMJwLMXAsBzAuhT9PW1vlxYnEQXi9/IaLdUCx4ujmNyakACMDjUiSmqYvbhuFQTulgjfvrnz6i%2blonrPP2W7DA00yt0cIRupXFqTPJGLbvAvXBbVAVdRCXT4cGVODRzjK6jEupZHyqpgFa2skdP5vHsxWM8efoQD5n7U9OjEoCJyWHCmGQ69uNOaSGyoryQmxCI24WpaG2qRktzDSrLixRTU0MYHnn9xshgt4y/924Az188egXg%2baL8n//8G0bHexSjY70vZ%2beG0dPThKmZAXaDcUIYpxJGpXSYmHwFQqyHBNXWVoMnP3KQGmpHlqMBOjgtCtvbxNrQkOiN%2bzRAtZwea6OdUM0C2Faej6GWKtT5maKOaqgWN01rSvH8by/ww0/P8OLHp9Lpi%2bDFEikwPTOGmdlxHkg/xidH0d3bgbrqMjQ3VrFLtVINd9Db26748aenmJuflADw%2bTLG90cKWJAAPH46L/%2bf//kPjI33Kii7l%2bPsAqIQzhDE4pNpSQEPF5mPlOfs/Dj/yTh/Ngb%2bPpgyPJlePP/pMbI9xSzPfs/AGyj9B0k%2b0nV9PAsma0UtAXTfLUJLVgQf80b//TLMz0/hp3/8HT///Wf8%2bLcfmG5zmGXuMxD6kHEpeAFibHyQ/6uDKdgure6ednqVXjx4UI32tgYBSvH4yRxbd48EgEqQdff8wWeEnr5YlL3aH8n/6//8h1QEKT%2bOw%2b0kPsagp6kABj7Vxxc2w7zvx0O2xJlZcTojePHDY0kJnV0NmH80g%2briDNzwppxTGXScmwRDFMhqDkF13BuS/dFdfQODTfco94f426%2b/4O%2b//gM/MfCnz1j0Hk4z8Kn/BsBdyF%2bcfP8APUhnMwNvY3q2oq%2b/UyqMLc21QvYCEAHMY3Ts1WeERsYGZFPT4%2b8G8LdfXkgA/v7rj/L/%2bt%2b/inxXPH%2bxwDbYjsc8iUdPZkVhZNFjJ3g6z%2btBKT/FC5uZGWe%2bLuI5IYha0d75CkIdC2Ili14NT7yK0r%2bfyfmhPBfj3U0QxfXJD8/w8z9/xc%2b//B0//iQCf8z/%2b%2brUJ6dGKP85Kf/nCUMscfIiWLE6u1okCGIJNTQz9yl9qU5wKRb5/4eGXrVB7rKJ8T9og7/880cJwD/%2bx8/y//xfv/LFLCiePJt7KWywoCkAjIz18MWN4cmzBek0WC/4AqelFiWe8%2bLHJ1igUrq6H2BgqIty/gkzInf5omYp32c/PmOR/AU//8c/8ZQ5/sNPL/D8%2bTMCXpQq%2b8zsBKYp9aWTnpwalWQvlCB%2bNjjUI524CFjsLa0NeNBUi5aWWrR3NEoeQShgYLBLMc%2bO1d/XKgHo622RLcz%2btgj%2bXzpsDyFRMAivAAAAAElFTkSuQmCC' 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Actually, it should be! That's why energy efficiency has always been a key focus of ours..","category":[{"id":"farming","title":"farming"},{"id":"twin","title":"twin"},{"id":"foundation","title":"foundation"},{"id":"cloud","title":"cloud"},{"id":"aci","title":"aci"}],"image":{"type":"image","mimeType":"image/png","src":"/threefold/assets/static/better_solution.4250cd3.177b772c5723050445a7015fa34be089.png","size":{"width":800,"height":400},"sizes":"(max-width: 800px) 100vw, 800px","srcset":["/threefold/assets/static/better_solution.1b91758.177b772c5723050445a7015fa34be089.png 480w","/threefold/assets/static/better_solution.4250cd3.177b772c5723050445a7015fa34be089.png 800w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 800 400' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-005731e2d75145db4540513d769f114e'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' 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RXKAC4ubmJ1ysBqKiokLF9vz%2bAubk5UAkKQpAU0NPTi6HhYfT2dOHmjSKkxoeh%2bpI77kbYojLKAZWR9nhwyQvTJUns%2bRl4QgCPCWCuKAFPbqbRDHGnMp6WphNIAhbyOCNcjWLvpxUmPMkJshtMsBYIBzhKCMMZXlIKDKS6oSPWDtVhVigNt0desB1S/a3haarB098PyzMHkORtDB9HMxxXUhL2V9wIUURHRwsVSwCoBBkL%2bLsBDA4O/g6AUMDg4ABzvw1XL6dB94wqNPesw3nl3dA5uQcGSrvhqq8CV0M1BBiqoMjdiJaV7SubJ1sYz7YYg2elaTRHYZIiHl1PxWyuMEIslPnsAnzOfL6YFaKkljhB4zPM3j/AmjCQ5okBKqGPKdEaZY3KABPkeZsgw8cc/uancV5lN4yVd8BS6xCyg61gY3oWm77bzNF4mdQGc3JywFgkAJxeZSzi7weAu3x%2bfl5KgZGR0ZcFBXlQO3UCq77%2bHEf2boE8yBEZwfaIsdWFh94JONKV6akchLvWAQSqbMHRreuge3Q33DmxFXheRH24IxrCHDDBwGeuREv%2bYP56IqfBOEwXxKI/1Q89Sd4chEKkljjALtDLjtD/GkAPr5sirXEv4ALS7M4gmv/XUe84Tu3ZAK0Dm2CjcxRXwmygramCNWvXSXeIVq78RkHZi0OUADD/ZUzldwMYGhr6DQBRBCcnp15Ghgfhk7/%2bBWtWfoVb11JJtQ4NNDWVchdku59HvJcloj0tEe9hgjSL4zj%2b7Qp89Oln%2bPCTT7Hpmy/gcHgz7GlbY4xV4E%2blBJucQZK1Hi47nUOp70Xc9jFDses53PA4j1bmuQDQLyBQBV00Q530AU3Rtij3NkCssTJcdY/BXPMQNPZvgvLO9YRxApkB5tBQPY71324Qt8HEHWJxQ1ccogSAtUDGeP4cAJECAwODL9taH8BMVxXqR/egqeEmh6EKNBPAbeZ9AVtRqJ8HbH19EJOahLu0x2obVuBD2cfYvOZraKz7Am67V2LFsk9guncDTn0vVWgc3rwOxid2w4GTnNbhnXDVU0GU2Wlc5rhbS6m3MuCeRFe0yO1RH2mFunALXHM6A3e1vTA4tgOah7dDbe9GaB/cDDdDJURZa8Lw9FGspgI%2b/PAD6X7AsKhZr2uAuNfBdPjzAHrpA0YnJnEt6xJCLyqjqfEmWpvvoJ3V/QH7eEdOJG5E%2byHY3R6FfM5I7Q14G6pjzTIZQgyVUeZ2HnkW6nA4thnhmrsRyuHFnaeXwBzOdDiLJHtD2Oqo0M6qwu2iLqz0lJFwUQU3XbRR5W%2bM2hAqhCdf7qmHOI29OLXhG%2bzftg5HCHL3plU4d%2bJ7eBpyIDqzD5bahzgFvgLMwUchvAwLeMrSqM%2b43g8AdwkAibEL9L4cGBxCY20lQi3VUFmei86mcnTSx/ewjw%2bypw8wlzvSQ9GWGYXOtHDIbY2w%2bstlSDXXQl%2biL0o9zeB5aiciDI4jykAFWbaGyLY7h0gXc8RF%2b6A4PQJlif6o5HNzAm2gfmQHzI5/j3zHM7jpdhbJF44j4PR%2b2Jw%2bBuUju6Q3VNawHm1c/SU0dq%2bHh/5BmChtg43GbmzeuI4APgAHH8XCwoIwbylLk%2b4fAqBkfgeAKnhJCBgZHUNkgCuyLgVh6MEt9ORGoI%2b9fJTDzXhpMkbY37vZ2no4IIVYG2HzV1%2bgMcga44leiNE5DqWNq%2bB9aj/kRqeQ72SCQlsTpAe5wzHQF9ZBgfANC0RxUijnfXMYqx7Cim9WQGnnRthqHKAqVGBzUR9ehGZ0bCcOb/wGm79ejgMrv4TOtjUw2L8B%2bke2wEFzJ7Z/t0ZKv6jISMWjR4/eABCDHuN6fwAPHz6UAHC9JAQMDg2jsa4KxbSkw%2bUpHICi0Un3NlwSj9GbiRii%2bektkNMWpyGCCvBjB3jE/j6R6Ikc9mvlzWsQdPoAUqy0cIM9/JanOWqivHA13AdJgZ4oT45ES0o4ynxtWByNsPW79fj0y8%2bhpnoEcX62uOppgmIHTXgc3wrdrWtguWsDnHZvhM7m1VDdugqqrAeutMS7%2bX%2bWfbYcl7OzfwfgvRXA/Q0A/tJL7ujv68PA0Ahu5yajNNQUE5zrB1kDxujqpugAx%2bjzp9jaJq8n4zLzvifBG3OZIRiIdEIxJ7Zdq75AiPpe5FhpotDdBLVRrujNjsDkzQyMX0tGP687U0LQzQmzLsYNewngwPYNSOHQI%2bpAfaApqryZNpp74Xd8OxJ0DsJt33fQ2rIG2rvWYee6L2GvtRf7tq7FqtVrUF5epnj8%2bPGbLiBM3sjIyLsB8Amy17tc5A%2bDfwNALBZEDLKyFsUHwJWyLvWxxEAG5396/RkqYObGJenObSnb2mOOy7NpoWj1tUS5hQa0v98Ag90bcM/TGA3hTuhkqoxcT8Pk7WxCSMVIoRz9nBzHOEhVyT2xf%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%2bMpDUWcwGHo4JLKI9wR6KJGoaS3DGW4Yf%2bRA/0JriikypoibLHPd8LtNQW6OUwlWuhCZvDW3H24HewObUDZ2iyxFxwUumIeGMUfn5%2bitDQUHh6er5RANXw/gBEAflXAEIBvf0DGL1/EwvladLI%2b6L8Mn4oz8HslRhMX43F07xkPLlKONkJmEwMRAcBlLvq45qNOgrMT/H0XdGdGAQ3LVWEcohqiHDATe%2bLcKOkbZX28XRNMZkuBiIfDKV4oTfRDd1UQkOYLe75XEBzsr/0/5M4Ajue2gcj%2bgUnziDnj26GqcZ%2bnFQ5CXNzc1D%2bEgAfHx8JAHcZH/vzCmAavCQEUQ%2bkOtBDTzBQlY%2bFinQJwI93cjBH%2bztAI/O0NBMvrhHIrQI8K76M6ZRQdES6oJInX%2blpiFIbTZTa6WOOBfL5zSsYyYjkzB/MUdcLzREemOL1wyuRmMwKpQIC%2bTNf2mE3tMkdURdsgSoW15GG2%2bhix0g6Q2NEG22ptg9Wp3ZzIBMfs1GC0smTsLOzkwAEBweDJ/9GAVzvBjA%2bPi57vUsKYDHkNDjyUnhqEfzw8Ajq66vQyVx9XJmFp5z7F/Li0RPtgWmOtk9vE8DNyxKEx7lJGEkOQlu0G%2bXLHI5yxD035q%2bzCQYTAjki83m3svGE0n%2bSK4pmFCZSAzGa5s%2bROBQTmeEY5JTYwfxvjrJDtY8xGjPZOepuoN7PAmWu52F6YifshVE6tQteF05IH8w6ceIkHOztGbinIiAgAO7u7hIA7n%2bcAhMTE28APHny5A2AoSEBoB8trU3ITo5ACy3w46oc6XZ37yVvjPHFTxUmYIBzwRhBDGdEcJQNwT3a2ssWWiiwM6Cvt8JdtwvolvtggLVhviARz29n4bG4J3A5DJM88WEGPMJ9LCsEI%2bnB6LnkIb0Z0hRhjQpPI7QX0i8k%2b2I00hU55towVdoJK9U9sNPcB29zFehpHsdJKsDW1laywsx/sPBJALjLXFxc3g8Ad/nTp08lAFzSDZGm5kYU5GUgjCam6WoEntXkSG93t6f4oTc3Bh08tQepAWhM8Ud1gg9q6AGKA6yRYKaGSxe1UOhyHvWhThjh48OsDaPJIUyVbDyifZ7ODmLwPhhMI4CsYGkNsQ50xjmjNdYBDcFmqKShKo/2RnOoM4LPqkCFVd9SZRcsuJw4YLmaqkJX/RDU1VVhYWEBKysrBYMGq/%2bbLkAwfx6AqAEDg72ob6hBKAuU1dlDaMgJx9PKTPRkBKApMwj30wLRmMadEq5PCcQ91oObMR4oj/NGaZgDioRkg2zRIPfAgxh3FjZ/dEV74lExCyYHqQk6yj7prXFvtlI/DIkOkOqNthgHFk075r85CkPdsOGbL/HN55/gs0//Cq29m2Cnxn6vsQ8e507A0VQduqcPQ0dbHRcvXhSFUMEWCFNTUwkAdxkfezeAycnJ3wGQjNBgP5qaahEdaA8HSq/mcgQWy5LRfZlOj6uWJ1efJgL3RQ39QHmMJwqD7FAR74NyFsFcGqVbIfa4y45QEcKAIp3RSDc4kBKMp7TOk1n0C0me6CWEAQY%2bmOaNbra/Dvb%2bByHmqIt1Q4CBFj7/6C/4fPlfsW3t17A4uQO2BOCmdxTuhsdgpq8MbfXDuHBOB2YEYGZqqqAKYGxsLAHgLjMzM3t/BYgasNQFuKO9vQWZ7O1ezmYoivPFIgei3qJYPGDO3otxQVu6eJcoCl05Ebgn90ZJiAPuXfJDVbwnboba4Va4I8pC7SXHWBZsg8ogG9SFOuAxbfAkc14E3Mv%2bP5juI6mhK94FnXSA93n6d1g3LLZvxIpPZfj6i2XYu3Ele/8uWLP6u%2bkfg7vRcQJQgbrKfpga68LE1ET6kBQDFm%2bVSwC4y/jY%2bwMQXWDJCS61wNbWFhQX5yM3LZYDUDJ6CmNwO9xOOqFGdoKWSA8WqWAMZkehl1V8lN6gj6nRGs82l0D5c1XGOKM61hU1VMNdP0vpbbOJy8H0Bm7SfUABoYd9v5v53xJmiZoET%2bQ5XIAph53Pl32MVSs%2bx0EOQDbqDF7nMNwNjsLtghIcOXAZcT6wtzSEickF6XOCJiYm4saIBIC7jBD%2bnBHiLilA3BYXH3%2b/VlyM%2bIQ4xMREYKQiC91Xw3niYdK9gAH2777EYLSGeaItkvkb4Yn7Pg6odrfC/UAX3PUwR5GNHkpZD9pYN%2brj3HEnwBLTnConrgTR97tiIJ2/x6LXEm1H72/Pockad6iiJJ60BYMWAFZ8/ilO7PiWs/8%2beOkdg7P4GB0HJHsqQffELthYGLEGGBPAOQVl/waAvr7%2bHwNYemdI3BZn/oMTlOLy5eyXkZGR8Pf3B9sIhwxb%2bPK67XYO%2bvIiMM7hZawkHrWXvNCTFYYJDkKjmVSAPBDdkT5oCXJGvT/TwcsKN5zOocT9Aqo47jaxe1SG22P2WjyGs3zRkeCCwQxfNHHyE32/iZb3PjtGvpMRUlS2MgXWYfWXyyUIR7d/CzuNvfA0OAZ77SPSZwR8zNWgrXECOjqalL8%2bpW%2boML5gLD4wJQHg/scA4uLiJAAJCQlyfsHDw0Ph7Oz8UgwVInhnZ2m4gLePL/Iy4tHELtAtevgNOVpoXUsCLJj7tqiIdceDJD90JvrxNGljI%2bxwn0t8xKWelb2WKVMX54EmPmeRqdSb4iF9CKqXrbAx0pEQXqXVPaZT9tkDyKLLc9yxHgfWfoUvl30C5d2baID2wNdICZbiE6jqBxBHp5nN9iqPDYG9vQXOGekr9PT1cFb3rARAR0f3jwEwYNlr1yTnMAE3NzeFq6vLS0IQhoJ/2J4GwxFxcTGoKCtEA4PvzAxGfz4tbT47Ait5RYQjcn3MUeDL1uVjiiLPC7hGE1PJYtbKQtfG1Z3hj/p4D8ILx2RRNJpY8NqTWUPiXFHH2aAq2BoN2XJc5%2bBUaHIc2fqH4LlnAyx3rsfGL5fhzL6N8NU/jGD2fmutwzA5fRA%2blqeRHGCG%2b3fz0dVei6K8VIWPjzN0dc9IAAwN9WRUx7sB0DnJXu9vAHARgAuCggJQVHwVVZWF6OysxcR0H7pofdsyOfCw8vdfJQTxVjgd3nBhEtrpBOuinVEbRUnL7aV7%2b%2b1JlL7cGV30%2bMJA9bCFdl4pIg0AAAiVSURBVBLGvTAbtPFnNbTLt8XcwDZaxxZaaHocJTZqyDY6Ar8Dm%2bDByc/qwHoEnz%2bJSGstBJmeghfbcpirCVyMVRHEWSPW3QB3rmehv7NOMdBdJ0BIAG6WZMuSEkLfDYBeWfZ6cJCHhISISUrBx16mpl3C4HA7Zmf7OBHWY2S0gwAG0FVfis4r4XSBIei/IgDI0X85BoO5sRikPW6nTW6nuelibrdQ4vWxTmhg8auPcUWj3EX6sMMdTnnV4ZZo5OnfomJuuJ9D0%2bVY3HZlwXTQRDEBXDE7gQjVnXDftw5%2bZ4/iDgetS67nEGiiggBrfWSx3kR6XIS9gRIihGrSw1Bfc1MxOdqOnvbKV7fF2%2b7Jhnqr3w0gODhEAsDg5VFRUYiOjlLU1Ja/nJjqxfziKCfCFnR3N2ByehB9g60YH%2b9GR34setkJhgsY9FU5r6N5suHoTgmSzE4jA26mf29K9GHl96AqXNgC7VAVboPyECuU%2bpugjnXhDmV/3UEL91OonCgX3HLUwi1nHZQ6n0GBrRritXfDn/leX1OOkbFB5IQ6ItpBD6EcrqI9rJDKrhPsbAw7/ZPwsz2LK8mhigaqtaIk/dW7wyUZsoqSS%2b8GEB4e/gpAcIg8PSMVbR33FQ8XR1%2bOTvRg4dEU%2bgea0N3zAIuPpqmEZkzPj6KTI3AbJd3HE%2b/OYuAciDq59zAFmjn71zKn6zgN1rK4VUcy0BBLBmtOa2yBG/5muBXIawZ/y8sQVawfLTz9O256KHfXR7nbWdzh49ecNJBopozGqtuYW5jB4FAvbqRHIt7ZAFeTIxFInxDhboH0SC%2bEu1nARk%2bFIFQUQQ4GiPG1lABEeJjJkkPs3w2gqOiKBCAnJ10%2bPtmP%2bYVRxcR0/8vhkW4GPYWOrvsYHu3Bsx8W6RI7%2bGIm0N1yF9WXPClpdzQkeKEl1R%2btnOTakjkn0PvXMqi7wVYMWpy2mbSu%2b19kx7BEaZAVbnOvCLiIe/6maM1PRA2Nlbh3cM/bCDVUR4WHPq6zLnQ0VmLxyUNMTAyhf7AbZYWZTANDlBVloO7eDVTezpM%2buH3rRj4uJ0WyS8Uoejrr%2bdzOVynQ0yIbHu17N4CFxSkJAE9Y/suvz4TUFcOjXS8nJocwPTOItvY6PjaEx8/maJK6MPdwDL0DrehououajHBUxXmyxztLxayG01tVuAPKRIBBIngLXPO5iBu0waW0xmWhtrjD/R5XlajebIkP6B4r3HRR5WuM2gBTVPmc4/zggOGeZjx5/ghzcxMYFwAGutDR/gCZoS64kRWN/v42jup1uFtxDcV5qaisKMHAYI9ienoYTQ13Xr073FQla264/W4AT5/PSwCe/7Ao//mXJ5iY7Ff09jW/fLgwxT/Yip7eZszOj2Hx8TRPohczc6N8rAWTMyMYm%2bhDZ1MlKguSUZubgHL28VIOPjc5BImPxd/jTHCfo3IdC18V0%2bEOK/891oEa1oEaeodWzvrVVEKVzwXUBZpSAedQlxqCmclBPGbwi49mMf9wCkPDvbTovXi4OIuy4hzpY/S385PRcL8S1ZU3uErQN9CJxvo7ipaGMjTVV0gAGmtvy9rbqv8IwEMJwLMXAsBzAuhT9PW1vlxYnEQXi9/IaLdUCx4ujmNyakACMDjUiSmqYvbhuFQTulgjfvrnz6i%2blonrPP2W7DA00yt0cIRupXFqTPJGLbvAvXBbVAVdRCXT4cGVODRzjK6jEupZHyqpgFa2skdP5vHsxWM8efoQD5n7U9OjEoCJyWHCmGQ69uNOaSGyoryQmxCI24WpaG2qRktzDSrLixRTU0MYHnn9xshgt4y/924Az188egXg%2baL8n//8G0bHexSjY70vZ%2beG0dPThKmZAXaDcUIYpxJGpXSYmHwFQqyHBNXWVoMnP3KQGmpHlqMBOjgtCtvbxNrQkOiN%2bzRAtZwea6OdUM0C2Faej6GWKtT5maKOaqgWN01rSvH8by/ww0/P8OLHp9Lpi%2bDFEikwPTOGmdlxHkg/xidH0d3bgbrqMjQ3VrFLtVINd9Db26748aenmJuflADw%2bTLG90cKWJAAPH46L/%2bf//kPjI33Kii7l%2bPsAqIQzhDE4pNpSQEPF5mPlOfs/Dj/yTh/Ngb%2bPpgyPJlePP/pMbI9xSzPfs/AGyj9B0k%2b0nV9PAsma0UtAXTfLUJLVgQf80b//TLMz0/hp3/8HT///Wf8%2bLcfmG5zmGXuMxD6kHEpeAFibHyQ/6uDKdgure6ednqVXjx4UI32tgYBSvH4yRxbd48EgEqQdff8wWeEnr5YlL3aH8n/6//8h1QEKT%2bOw%2b0kPsagp6kABj7Vxxc2w7zvx0O2xJlZcTojePHDY0kJnV0NmH80g%2briDNzwppxTGXScmwRDFMhqDkF13BuS/dFdfQODTfco94f426%2b/4O%2b//gM/MfCnz1j0Hk4z8Kn/BsBdyF%2bcfP8APUhnMwNvY3q2oq%2b/UyqMLc21QvYCEAHMY3Ts1WeERsYGZFPT4%2b8G8LdfXkgA/v7rj/L/%2bt%2b/inxXPH%2bxwDbYjsc8iUdPZkVhZNFjJ3g6z%2btBKT/FC5uZGWe%2bLuI5IYha0d75CkIdC2Ili14NT7yK0r%2bfyfmhPBfj3U0QxfXJD8/w8z9/xc%2b//B0//iQCf8z/%2b%2brUJ6dGKP85Kf/nCUMscfIiWLE6u1okCGIJNTQz9yl9qU5wKRb5/4eGXrVB7rKJ8T9og7/880cJwD/%2bx8/y//xfv/LFLCiePJt7KWywoCkAjIz18MWN4cmzBek0WC/4AqelFiWe8%2bLHJ1igUrq6H2BgqIty/gkzInf5omYp32c/PmOR/AU//8c/8ZQ5/sNPL/D8%2bTMCXpQq%2b8zsBKYp9aWTnpwalWQvlCB%2bNjjUI524CFjsLa0NeNBUi5aWWrR3NEoeQShgYLBLMc%2bO1d/XKgHo622RLcz%2btgj%2bXzpsDyFRMAivAAAAAElFTkSuQmCC' 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Here we will try to make things a little simpler for you.","category":[{"id":"farming","title":"farming"},{"id":"cloud","title":"cloud"},{"id":"foundation","title":"foundation"}],"image":{"type":"image","mimeType":"image/png","src":"/threefold/assets/static/how_it_works.4250cd3.33997201c3cff9d322d46c745d953d55.png","size":{"width":800,"height":400},"sizes":"(max-width: 800px) 100vw, 800px","srcset":["/threefold/assets/static/how_it_works.1b91758.33997201c3cff9d322d46c745d953d55.png 480w","/threefold/assets/static/how_it_works.4250cd3.33997201c3cff9d322d46c745d953d55.png 800w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 800 400' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-39902479e4533862262c6c1afa2cfdcf'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-39902479e4533862262c6c1afa2cfdcf)' width='800' height='400' 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wealth","content":"

A better understanding of wealth

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Wealth is more than the accumulation of money and resources. It can be generated in ways other than through conventional financial means. The financial justice warrior, Bernard Liataer, highlighted that to capture the wealth of our societies, our culture and our environments, we have to pay heed to the notion of wealth as well-being.

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But how do we obtain that well-being? We all know the answer to this question – we have a sense of well-being when all of our needs are met. It is not just the basic needs of food, clothing and shelter but also the need to be a creative participant in our community, have a voice in our own destiny, and pursue our own spiritual development unhindered by social sanction. Developing real wealth implies making choices that enable all members of the community to attain well-being. Achieving sustainable wealth implies meeting the present's needs without compromising the ability of future generations to meet their own needs.

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Digital Twin has been created while taking into consideration the different types of community capital that need to be achieved to create real wealth: 

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  1. Natural Capital - It includes the community environment that produces more assets. Our today's economies failed to measure, understand and account for the true value of nature's riches - clean air and water, soil and pollination for food, the social, intrinsic and spiritual values of natural beauty. Digital Twin will be the tool for us to place a proper value on Natural capital finally. 
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  1. Technological Capital – It includes how we harness our intellectual resources to create tools, systems, machines, arts, skills, and materials designed to improve our lives. This is what Digital Twin is all about - providing the required technology to enhance our lives and those of our communities' members through collective efforts and intelligence. Digital Twin is only the foundation for this future global well-being. People will support education and creativity throughout the world and give access to material information required to create additional innovative technologies.
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  1. Social Capital – It recognizes the economic importance of all the ways we are connected: the relationships, our networks and values we share and the cooperative systems, and all its different components we use for interacting. Nowadays, our social capital is threatened through the repetitive act of violence, betrayal of trust, exclusion or less sharing and caring towards our fellow humans. Digital Twin has been created to encourage the easy sharing and exchange of resources and cooperate with each other on a platform.
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  1. Historical and Cultural Capital – Through history, we have learned, and now we are transmitting our cultural understanding and recommendation about the economic and financial system to others through an open-source, public and transparent peer-to-peer exchange protocol.
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  1. Human Capital – It includes all capabilities that people have to learn, invent, create, work, care for each other, and contribute to the community. This is the reason why Digital Twin has been created - A project to benefit us all.\n
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  2. Financial Capital – It is the creation of real wealth through the availability of liquidity resources through a multi-currency system and Savings & Investments made by individuals and institutions. By strengthening and increasing this type of capital, our peer-to-peer platform believes that it is the obvious path to a successful economic development.
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All of these forms of capital produce the critical flows of assets through the economic system. Capital is the foundation, the reproductive system, the greenhouse that grows a healthy economy. This has been one of the fundamental beliefs of Digital Twin - For the well-being of worldwide communities. 

\n","excerpt":"Wealth is more than the accumulation of money and resources.","humanTime":"27 January 2021","datetime":"Wed Jan 27 2021 12:00:00 UTC+00:00","timeToRead":3,"tags":[{"id":"why","title":"why","path":"/blog/tags/why/"},{"id":"digital_twin","title":"digital_twin","path":"/blog/tags/digital_twin/"}],"authors":[{"id":"alexandre_hannelas","name":"Alexandre Hannelas","image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/alexandre_hannelas.36a08ae.2b9b6bf3ed9620217aac381482eb1c08.jpeg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/alexandre_hannelas.36a08ae.2b9b6bf3ed9620217aac381482eb1c08.jpeg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-bc11ae0706d636f6fab428e8c0bff227'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-bc11ae0706d636f6fab428e8c0bff227)' width='640' height='640' xlink:href='data:image/jpeg%3bbase64%2c/9j/2wBDAAYEBQYFBAYGBQYHBwYIChAKCgkJChQODwwQFxQYGBcUFhYaHSUfGhsjHBYWICwgIyYnKSopGR8tMC0oMCUoKSj/2wBDAQcHBwoIChMKChMoGhYaKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCj/wAARCABAAEADASIAAhEBAxEB/8QAHAAAAQQDAQAAAAAAAAAAAAAABAEFBgcAAgMI/8QALxAAAgEDAgQFAgYDAAAAAAAAAQIDAAQRBRIGITFRBxNBYXEigQgVMpGxwRRy0v/EABkBAAIDAQAAAAAAAAAAAAAAAAMEAAIFAf/EACARAAMAAgICAwEAAAAAAAAAAAABAgMRBCESMQVRYXH/2gAMAwEAAhEDEQA/APQVDzNhqIoC%2bJEvtQq6RdAOua1aaJpdxf6hOsNvChZmb1wOg7n2rz5xFxhx/wATyNNZedpNiM%2bVDC/lMyn1Y9ScfarY8Uo4peG4xdJEbZbmN5HkbAXByPnJwKiEUloLRZJLmDy25%2bYXGD96S5HIrFpSuzR4nEjNt2%2bkVnacX8c8KThzf3QQcsTASrj75r0T4Tcex8caLK80aQalakLcRp%2bkg/pdc%2bhweXoaqfiBY7vSryOykjnkMTYCnqKi34f9c/KfEezhdysOoK1oyg8tx5oSP9hj70bjZnll%2bS00C5nHnDS8XtM9dUlZnIrKYEjYUJfJuwaLrSVdy1Gto6iE8eWv%2bTwtfQE7SwXa3Y7hzqq9M0cQ8PG2kuSXkdmMo6rk9B6gVd%2bvWa3ljNaucCVCuex9D%2b9UnaWVxa6lcxTT7ZYnZXLJuwQe%2bazeWnv30bPxtS00/YbY6Q1jp7tJcvMCDgO5YD4z0qPcFaLb2vFnDmmQvbpObw3plbAfagOffJOAo%2be1O094lnbmJ5mmfJA%2bT7U7%2bD3CaXnEep8UXqfRuEFohHIgBcv78%2bQ9warxJqrbbL8%2b5jH0vz%2bF2ocilrFGBWGtQwhQ1KxwtcFeluH2x1NnQG8YMwx6VA/EXQY5tKutQsYymoAqXdJNu5R1yOhOPvU1kbAZjzxUI4%2buZJbSG2QqSzb2Trn0UY%2bef2oNSqT2Gx05peI38BeH6ybdR19XcsAyWznnju//AD%2b/arCnvFgKLZKqJGNoAX6cdgO1N2gW0%2bnaJBZyXEkw2gFpDkj2Ht7V1hjzeGEqDlCyk/NM44nHOkgWXLWWt0x5stUSXCzARt3HSnHIIyDkVHI41SSTHRTjPenKylMcnlk/S3T2NWqOtg0zZn2tSXcuQAKy8jIXIoUtuxmln9BUjjeqzW%2bFbblhn49agNrL%2ba8TZ2s0Jlx9JxhEGRn2P9%2b9SXjG/NnpcgjcLK6lVPYnkP7qM%2bG6LJdXdyVYHYkaknORz/fGKntqQk9TVFhAbtufQCud3ttgt3gnylbcAOZX1/iioACK3uADGVA6jB9wabldirYFduoUFD%2bor9%2blEMcHcPQ5pg0%2b8OoPa4G0Fj9PbaSP5FP2QXK1el2cTP/Z' /%3e%3c/svg%3e"},"path":"/people/alexandre_hannelas/"}]},"previous":{"title":"Not your average blockchain project","excerpt":"Sometimes we're compared to blockchain projects. We love the blockchain but that's just not who we are.","image":{"type":"image","mimeType":"image/png","src":"/threefold/assets/static/a_different_approach_to_blockchain.4250cd3.6ca6d6a46677f3c93b34756e557dadcb.png","size":{"width":800,"height":400},"sizes":"(max-width: 800px) 100vw, 800px","srcset":["/threefold/assets/static/a_different_approach_to_blockchain.1b91758.6ca6d6a46677f3c93b34756e557dadcb.png 480w","/threefold/assets/static/a_different_approach_to_blockchain.4250cd3.6ca6d6a46677f3c93b34756e557dadcb.png 800w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 800 400' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-fa8636a1ae3021b0f9975c99b485d654'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-fa8636a1ae3021b0f9975c99b485d654)' width='800' height='400' 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3NHIEvUVVXj70DOzjb2xk5o2BtZwNFWCj%2bQfoLGeD53XN4dv04nlxdwK2zM6ioKKcB1nAM1pJRnPPcKyKi48W4GkZ9K9hZRVScmPCCwyIogwQEke5ySsxDImXQCoSMsz8kLJrbHTtubw87TgB7Ny9EJKQjicDoa29g1y1hzlXXwJY%2bwIyira9PaeiLBQtb36effvoRAD63mgwI0NCF5TpVKDm5ucKLa3BUcgpNictGUjIS2FUBiLCoSOo0HlY21miq34LHX9zAjt4d2Nndht1D/fCLyoS2iQM7FMziX4gB6MrcEE6OtOHcwTacHt9Jk%2bRekZWBLAasBOEzElMQFZ8kGpsiMhYBDDPB9AE5iw8KDRcNUVhtBTDcPL2Y8MgCbnpezAKmlrakui1s3bnuurBQBwn8vPyhp6kBA857MztHGNh4kAEW3P/1RM0LV5EBBGC9urr4nKqOOVQ09LGSo1HJ0dWF0dEH4QlJnL0MPfEJDCGJXDaS2YkwfpFQmJibo3JTOZejKuTmZaKtqYpLSSpsJbEwsfVHamoSPjD6vnl%2bD29fPsKDayfx5PYF3L11mXKiuWZmiIwKj4kTjS4s6uOJ4IjzJwPkUfFkQBh82emAyATIqPtARShcabJOjN1ewg0PeZS4y5tyxFlR99YEwMTFD04u3tBmZ/VNTX/f9T2hZ25Dx9eFho6emAjVND8yQHX9etEHVLRMsVZdF2sYjpRsSW8XT0%2bExiUgnNEzisXHJjJrJ3LVjAgXFyUbum8gOyLIobCsHEOUgCIiBSv1gqBvF4V0Pt/V2YJtrY1oa6lH65YS8d5gQ101ImKZ5vh%2b8aR%2beEwsQhhuQlh0aCTpT7f3p7596PS%2bzPneTHmy0Gh4%2bYeIj51cXZnupPBig8L4e9bC3R0CYOnCee/oBg8GHwtXb2hs0KLpGcFE2PUtXKDLVVeTWV/D1BWaWppY/zsAa9etg/qGDVijaQwVNS2sWaMMJWsHexEABQFQCLrklwyPieE1jl1QwIPbYmJiLA7u3QWF3B%2bHhnfh3PIRdjYX8kguTdzNR/YN4eXjG3jz9CZePbqGr%2bgDLz%2b/iLdPr2NvbyuyM7jGEsyg0DAWH45QbpphZEIAde8TooAkOOxjxqcXeQeHwt1fAal/ILvrwoTnAWcGIC9ZACyocxPGWwsnD9LdBR6USBD/Tl9Xh/u9IYw5/3XMnUSdG5hZ0%2bltoUF5aGtriSYoACD4wRoNQ6xZrwVl5VVQsnFw4ProwagZxxkcS0OKJu2pRW6D/tS2o7sbqjcV49ziGFyc7NHVWs/RWIh/U7eGvo0MauYyZvVIzM%2bO48dvHuP7F3fx9sk1vOMRrg%2bvHsW15TEc3tuFjaU5CA2TiwEnmCYXEhGFIFJdoLw33V7q60u9y2l8QZD4B5MBLuLdXCdPb7gw8xubc7uzsICZvQtMbZ2gZ%2bkEZ2eOPV0tAmDA9GcNHTNH0lyP/uEJY2tnaLLjvp7u%2bMMnlIAIgIYIgIqaDlYpr4GSlb0d46UXwsiAINIykMX7cT0ODBW6EsiE5YS01EScmuXo6mtHR3MNY6cXU1cQnH0i4SyL5tT4GJ%2bvXz6DX94%2bxvsvbxOIe/j2%2bR08vHYCDz7jVLixjEfXjuH0/DA6mjYiOTEarvxiwn1IibDi8nj5%2bIiu7%2b7DpScoDI7OTqS6C4uRwJfyEG5oGFLrprbO9B4CYCuBmbMcRpwCWvpC12l%2bJvY0PgPRt3SMzMV7f8Fk8R8%2b%2beQjA2iEq9X0RQasWr0OSvb8EOGD5aR%2bEDsSwMIDSH3h6h3gT3a4o7u9AfcvLeHG6VlcOTGN0sIcbK2pQG9HE4Z3tWN59gDOLU3g9dPb%2bPW75/jxzWPxfPfiPr64cgy3z83hxpkZXDs1hZunp3H3/BwuHx/D3p5GFOcx%2b8s47jw94EjNSwPpBQFBDDr%2bsHN0hBUBcPeSQiKVwtya2x1XWjOOQ1MbB9hSBgYOfuy4JseeHvRNzKBhbMdd30x0fnV6g7aZLQyMDH%2bXgCrWqwkA6GG1qgYZIE4BZ0hlPgiOikFQuHDHRSFq308uJyVljKMyTOzrYQHzuHthEVdPzuLI2BB272zH8EA35sf34/zSFN4%2bu4M/cgz%2byAT44dVD8bx7fhf3Lx/FTaH4k5Ms%2bjAuLB7EhaOjuMSfrxOMG6encHR8AO0N5UhJ4JZHmVky1Qn3Jx3YHEcPL3HXt%2bWiYyqstybGMGfgMbayh8TDE87SEOgIHsBQI9z5UdO3gqaOgTjz1dTVoKplhHVaBli5kiaoug7r1qtBeb0ulNeq8zmaoIOLE91XhmDSP0Ckv5zmJIdfSAhXTwlSkuPEDt84O89gM4%2bry1M4Pbcfs6P9mNjfi5lDg7iyPIPvvv4CP3IU/vCanX/5EN%2b%2b%2bALfkBF3CNpnJ6cJ3BQuLh0Wz4WlMXrKIZyYGcYJSmt5dgRnFg7yOoyR/m0ozUtFgL%2b3mD%2bEm5pO7h7M/gGwtLOHESVgwKgrSEDX1Jq%2bwNGnx3nPI%2bz9Gnrc/rR0RK2rqq6F6gZjrNcxwaqVH6eA6rr1UFbVxAoNK3yiI/k/BgRwzPmy%2bz5BwaL5%2bQQFcjq4o7GmFMem97OIGXZyHhePTZDK0zh39DAmDgxidmwPrp6eFwv%2b/hWLf/UI77gEvX1%2bH18/uIbLZMyF4yye0jnLvzl15BDPqFi4cE7OjbDw/WLxx6f20CMIxpH9mBvtxc5tNUiMkcPWxoKFm4jdN6YJCrfv7VzcxcAj3O3RJgN0CIC2gRHUdM2xQYtLj4E%2bNDTURMNT4%2bNVq1ZAhYCorF2LVWs3YKUKJ8NqdQEAJwYhmoyCQSRE0F%2bgCIA7fSFIEYIDe3ZgenRALPjm2TkyYBrXT82wi%2bOYODiIw/v7cJb6F7r9v4W/eXYXrx/fxFf3L7H4SRwjg5ZmRnBy/qDY%2bTNHDuA8ZXBh6RDOsvOn5oaxPLMXy9N7cHxyCEcnBrEw1k9AhnBiegiHd7ejuiwTIQESjkJTcbsTlhrhJqcVWaFL/Wvp6oqjcL0WO66uyRHpCSepAspqhtDTNSQAKymBtQw/a5gANbFSWRUrPv2DYIKORFTC%2bSvnYhECLz9/EQAX5vCyshLMkuITI7tEAO5eWCDdp2hq8yKlFyeHsTC5D5cpgTdPbuE9AXhHAL4hAMIRGHDz/AIuHBtn9w%2bRPePiObMwSjAOiICc4vX4zL6PLCAblib3YGlqL997L45PC4ePCcqxyQEcG%2b%2bncTYgPz0ajnZCpzUoATPoGRqIHmBla0OjtBXNT1NrA1R07bn7u8DKmAAoK5P%2bqli9ZjUBoP45AYRwJHqAu8SLWTsI3qS/p68fhLtEHrz272jF/OguzFDv59m5O%2bfnRfp/fnlJ9IMTcyxg8TDuXDoudvzt88/F7r98dBMvvriKp3cuiN5x%2bcQkTW8Cl3i9TAZ9dnoOF8mMs3zPc0fHCNBhGumYyAZBAicphzPzBGR6NxYP92FpYgBHx3pxZLQHi4d6sHR4J44c3I6elgqkxslhb2uOdRxvquoaBMOIx1AMQEL0XU0GqNMPhMKFKbCG11UqnABr1nNF/h0AT5qdB%2beslPT3ZBgR/lcQl5TAwndhgQ49y%2bs5urcAwI0zs3h8fZnzfRmX2Pkb54/iy/tX8Z4e8H/6v4fXTz6CcP/qMu5cXMTtC//vnD%2bCe5cWOQFojsvj4rnCqXD52BguUhoXl0ZxbmEE53nOzO3DqZkhTpEJsk84k6J8zi0cwFl6xbGJXRjprUdNWQZkXk7Q1FgnFruOxQuy0NSmOfK6es0aMQipqKiI3VdeqyHeJPkfMnzxKasH7dsAAAAASUVORK5CYII=' 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Hyperscale realities are very different from what most people think

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Myth 1: Bigger data centers are more efficient

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There are advantages in building larger-scale data centers, like economies of scale and sheer bulk buying power, but these are not as significant as what people think. The average cost per rack in a hyper-scale data center is $20-35K USD including all energy requirements and safety systems. The cost of hardware per rack is around the $200-300K USD mark.\n
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\nWhat is often forgotten is that anything that is of enormous scale and highly concentrated comes with complexity and specific problems to deal with. For example. resource requirements such as investment, operational costs, knowledge, and people increase significantly with size.\n
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\nIn reality, keeping things simple, small, and distributed is much more cost-effective than large complex environments.

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Myth 2: Big data centers can be sustainable

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The carbon footprint of a big data center is enormous. To improve the power usage effectiveness (PUE) of most data center farmers have adopted wind, hydro, and/or solar power technologies, which indeed helps drop their PUE by an estimated 20%. But is this leading to more sustainability?\n
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\nThis 20% looks great on paper and in the farmers' corporate social responsibility reports. However, it just represents an improvement in the cooling technology and sourcing of energy. It doesn't actually impact the energy consumed by the equipment that runs in their data centers (servers, storage chassis, physical disks, etc.) which is the equipment responsible for the carbon footprint. PUE only refers to overhead power consumption, i.e. cooling the facility, opening, and closing doors, maintaining power security systems, etc.\n
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\nReal improvement lies in deploying technologies that actually consume less power to deliver the actual Internet capacity to run workloads, real CPU chassis, physical disks, and storage cabinets. Improving on how hardware is being more effectively used can have an impact of up to a thousand percent and lead to ten times more power-efficiency.

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Myth 3: Redundant systems have better uptime

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A lot of us believe that systems need redundancy mechanisms to improve their operational uptime and reliability. While it may make sense to IT experts, let's translate this for the non-IT world?\n
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\nTo make a car more reliable we add redundancy (as we do in IT). So for the risk of having a puncture, we add one extra tire for all the tires we use continuously. This adds 4 extra tires to the car. Then a decision needs to be made: Do we put those tires in a structure where they are always running along with the primary tires or do we choose not to have them \"online\" all the time, wearing and tearing in the same way as the primary tires?\n
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\nBuilding such a system would take a large number of engineers to come up with a solution, and would change cars as we know them. Wouldn't it make more sense to think outside the box and solve the root of the problem by making tires un-deflatable?\n
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\nThe IT industry has gone overboard with the concept of redundancy, having forgotten to look at the root cause issues. This has spawned a whole new industry of itself, which has a financial interest in creating complicated and expensive redundant systems.

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Myth 4: Big companies optimize better

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Big companies with a certain track record will know better how to optimize as they have more people and resources.\n
\n
\nAt first glance, this sounds logical, but in reality, ninety percent of the innovation within the IT space comes from startups. The giant IT companies have a heritage they hardly can overcome. They are locked in old infrastructure designs, and building outside of that infrastructure would be costly, timely, and probably put the breaks on their businesses.\n
\n
\nReal innovation gives way to fix the core symptoms rather than taking the problem pain-killer approach.

\n","excerpt":"Hyperscale realities are very different to what most people think. Myth 1 - Bigger data centers are more efficient.","humanTime":"12 October 2017","datetime":"Thu Oct 12 2017 12:00:00 UTC+00:00","timeToRead":3,"tags":[{"id":"technology","title":"technology","path":"/blog/tags/technology/"},{"id":"threefold_grid_","title":"threefold_grid_","path":"/blog/tags/threefold_grid_/"},{"id":"why","title":"why","path":"/blog/tags/why/"}],"authors":[{"id":"andreas_hartl","name":"Andreas Hartl","image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/andreas_hartl.36a08ae.704968d15bc893fb2e48bcda6470369c.jpeg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/andreas_hartl.36a08ae.704968d15bc893fb2e48bcda6470369c.jpeg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-3cd4c05bd4cb236e5c997c3f01b3395b'%3e%3cfeGaussianBlur in='SourceGraphic' 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There are a huge number of new initiatives using blockchain technology around the world, with countless use cases.","image":{"type":"image","mimeType":"image/png","src":"/threefold/assets/static/blockchain_dilemma.4250cd3.286b1ed6f4c0631aad020931b4020703.png","size":{"width":800,"height":400},"sizes":"(max-width: 800px) 100vw, 800px","srcset":["/threefold/assets/static/blockchain_dilemma.1b91758.286b1ed6f4c0631aad020931b4020703.png 480w","/threefold/assets/static/blockchain_dilemma.4250cd3.286b1ed6f4c0631aad020931b4020703.png 800w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 800 400' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-9c36b07471bcf8897a27c50016202616'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-9c36b07471bcf8897a27c50016202616)' width='800' height='400' 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Decentralization

\n

In 1989, the Internet changed the world as we know it with the introduction of the World Wide Web. With time the Internet empowered people to share information in a decentralized way. Shortly after, big companies like Facebook, Google, and Apple emerged, providing many solutions that revolutionized the way we live. The “sharing economy” has grown exponentially over the last 5-10 years. This is thanks to a more simplified information flow and well-developed technology, which:\n
\n

\n\n

The current Internet is centralized

\n

Despite the growth in popularity for decentralized systems, organizations, and currencies, the Internet remains centralized. The centralization within the Internet industry brought many barriers to entry. Indeed, to compete in the highly competitive market of Internet capacity dominated by big IT companies, massive investment, and IT development are needed.\n
\n
\nBut what is really scary is that the current industry exploits the market tremendously. Data is officially the most valuable asset on earth for a few years, and about 20 companies rule over more than 80% of the cloud industry. In other words - these companies together have more than 80% of the world's information. In recent years, we noticed the dangers that can arise with the wrong intentions within the data industry with the 'Cambridge Analytica Scandal', also highlighted in the movie 'The Great Hack'.\n
\n
\nThreeFold has been developing technology that allows the decentralization of the Internet infrastructure - removing the need for data centers, and allowing anyone to take part in the Internet capacity market. Adding capacity to the ThreeFold Grid (TF Grid) makes you a ThreeFold Farmer (TF Farmer). The more decentralized the Internet gets, the more secure and effective it will become. The already is the largest grid of compute and storage in the world.

\n

How To Participate

\n

The process of becoming a ThreeFold Farmer is very straightforward. Anyone can join the ThreeFold Grid by downloading the ThreeFold Zero-OS onto their nodes and connecting them to the ThreeFold Grid.\n
\n
\nBy doing this you will become an operator of a \"micro data center\" and with that earn ThreeFold Tokens. With or without experience in the field, anyone can become a ThreeFold Farmer. By becoming a ThreeFold Farmer, you empower a new neutral Internet that belongs to humanity - not corporations.\n
\n
\nYou can build your server (3node) and configure it, but also options for people with less technical knowledge are available. Please see pre-register.threefold.io to see how easy it is for anyone to become a ThreeFold Farmer.\n
\n
\nBlog written in 2019, updated January 2021.\n
\n
\nPhoto by Alina Grubnyak on Unsplash.

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The neutrality of the current Internet is in danger.

\n

Have you seen ‘The Great Hack’ on Netflix? It’s a documentary about the Cambridge Analytica hacking scandal, where personal data of millions of peoples’ Facebook profiles were harvested without their consent and used for political advertising purposes.\n
\n
\nWhile watching it, I couldn’t help but think how unfair it is that in today’s digital society, people are being treated like products, because there is no such thing as a ‘free’ platform without YOU being the product. What did reassure me, is that people are sick of having their data used this way. But what they might not know, is that the internet problem is bigger than ‘just’ data protection.\n
\n
\nThe Internet is growing at an exponential rate. To service this demand, a few large companies (Google, Amazon, Alibaba, Facebook, etc.) have built and continue to build supersized, power-hungry and centralized data centers. These data centers make up the majority of all Internet capacity available today. However, the Internet is expanding much faster than datacenters and the planet can cope with.\n
\n
\nIn addition to that, the Internet is extremely centralized, with most of these data centers being located in the US. Think of it like electricity. If consumers in, for example, Turkey had to use electricity generated in the US, it would be too expensive and inefficient, because it is too far away. The transmission lines would be too strained and losses and repairs would make it unsustainable. Capacity is like electricity. When centralized, it becomes too expensive and wasteful for remote users.

\n

So what is the solution to these problems?

\n

The Internet needs to be more distributed, cost-effective, neutral, and sustainable. ThreeFold has developed such a new technology, the ThreeFold Grid (Grid) and a token which enables all this to happen.\n
\n
\nCombining the values of the ThreeFold Foundation (freedom, equality and fairness) with the technology developed by TFTech (Zero-OS, Zero-Chain, 3Bot) and a digital currency called the ThreeFold Token (a decentralized digital currency and means of payment to exchange autonomous and decentralized Internet services) we believe that we have all the tools in order to actually make a difference in tomorrow's digital world. Question is, are you ready to join us?\n
\n
\nPlease visit our forum if you have any questions or would like to continue the conversation!\n
\n
\nPhoto by Linh Nguyen on Unsplash.

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6IyOGj1SWbDtl/vYd3hgyf1S725KIaWQ/jkYP3cUHXQBLl5g4urx9tWaZBmEEXSKNvzSRbPOHJ1CjLihlnF7ilC%2b1UjedSiVMZ0aZQaEOjJ9q65uzmlo7TjdWcwN6eEBue44kXUH15ZrN5hq65pCQuVZZLLiQbbCksZApdEb8asVRRLl7jYyzHsO1GlSvzQSak3u5RnpwyHM%2bISszfKEtaG4m9rXMiTNkunUhb9EDG//yZ3Xwfg4Qf5/NX6t%2b%2bY75%2bIDWX9CW29laY/JM2yFaohscVQK8x4ju0CkyJ5bg8mLc32dVZUQdSvJUcr6%2bMBEeHuE6f/nSBSkoQuLOkHciQCaV4lu5%2bkeDTFJUedQr8/sdvtAoFPLJKCUeYWbFMT54TsbnYnyz4VF5JkWr8%2bi3M8m5NQbJMQFzsUSLxgziXUpqpFXR2CyprggE2%2byd8sMZx%2bsLc3T%2bRShWwqFTiAlLRtYzssNik9dDgaZGjK%2bJiFYtQCf4qT9Zkv37ly%2bUdSdGExrPk9uEp7uKAXb0Ta2lBz18gL4GnKMEmJ0C1a5Qd39pBJUC1E86hyNZJxHz4hQMc6wcm5Sp5tY5%2bIEfBXZI8kGfuz5NLFzh5%2bs7zlwd%2b/z7ntl1B4axT1DnJOdwcJluUtVoO631UhQHdepjBuET/tsn8ucbjWZaX0erP4vmkuPnGinZvwGvB9Z1gSoJTWXjGTn04wut0EZdQtzFKyDgKsFRKUb5dR/jjNk7v6wV2CTAGyflascbV1xexjCnx799oifXEQyXykgqPoyXi2TFGtYNmukpRInTYH0LrS4hyH3B0uCcTIF1bS6a/LLM3vCJd75HzhGlXWyStIZSiISFbEo%2btiFKssXt9Q2uyZipTMBTxMtmyRL0pFBKXFTIBOaG%2bXYnle405qVmHSrvAtZy7XM6wnmb5KkT6vL7lsT3nSaYuLBP1Lt3iwOBCvTrjkyvHQWWIutzmrSbPRrEwJm4Pkm/5eZFqng/TXP5W4VpEqTvJsbhr8NvLksHjDfGne%2baJImM5QEZGW29wyH4G8PpC1FwRLvtL1hKDV0JsPglS%2b0JoKtMBe%2bU6h4MrDJItZl0RufGI1UmToslMRcTzQfbcpk/wob7EHhVEFVs9Ds7Y8ckFRICVYqsGmaTUsQqnePyRwczR6AKtTOV8XWK5DGMuiH2vCjxW8jwlO3Sbkv3zU/qC1buSTj9HmuIMQxJlP0f2ED/p87ytn7PhcvnpyiiOpACrgYzTOMvDvZd6zcniRgDlpUm1X8YmKzG9mTCRA17VK9Ih6ZiQWtESYtrqyThnuZbR9MqO2iMletE8er0GpeFAQpWdXcn0VtcB0YKdZrnEouzi3GdCb7ELsiZJSyE/2YIYLGYuEiXMvj5/TXSxOD04bG5ieiOp/V12ZG/jFnGj2RX70uX6sEZz3sXUmnJ7muQsJlNQmdASMa/Vz5iVh%2bzER%2bzZ4oLYUXrLFLOJk1o7gOn%2bho2YQSOiFeG3ToXeIM5kFqHe8%2bOVEDS6zmKVvT8%2bv6InNHh1d8/1ZEo14BG1tlAu2WmIg/RER9r1LkGjGb1JIm9xjd%2bZQSOd0rv1Ek3VHJg1LE%2b8RLLC%2bi4XBbONfjXB9uBUUl6UutGO6dhKRqax5okLK6REwfPSuSxZpZLy4T4Hm5uYSjXcsQRHwgHve5dsN0/pD3Os11FOxzKduTlf2gteBJefBZgqziwhfw63JUxtkKb3MqY/cNKRr9rNkA2rxMqGxcZ1rsh6FiIrB3QEnKQzVtrzNJpzwWOxrpXszNOXL7SErFJqBSGrQTzVT1Le27VGiKfSNOo1suUBQ4msx64Gn6wZDF4r9qBWrFJFVDr%2bI9%2bbXFbSgrgOUWiVCGBSb8EvzB/Qe/FqPZi0VvF9Hx/jFd7LOJtCRewCPLv7%2bzjzRVRdEUGLvEfS546Md7YU4eo%2byXB%2bJmFuzShe41KadlmZkpFC%2bj1ZCXINMvU8zYsmkaSNcdtKM%2bBgIxhNEorL6GdaXEzDktUtot4aen0PMQkpzoLs3tkldrHISG%2bBo9TBKMkxELSK%2bIRRG3UUhQ5b9h%2bKPJaV%2bQOvq4bCEpE8Lxe3erGFjfIMI1rDMbtaJZG0nbuZh4zaRFpnQyexdFuhQSPEl7T4GMm%2bJwVn3yQavM7P5ZJ1DoQ2P2ntHISLqE/OUIYjqGQd9iXtGc7vJMRViBenrCtdvJI7GnlZg8wEt6%2bER9gi6AugaK7pzDPcPfjFtYQvZF03Xp6%2bEZOKDVuiwKOyRFTBXYOBu3O/QEcUTSiEaXFPQfbMG/SgLM8kbztZzr00OvIerYGKXk1RYKYoB6mLx/4Qsz29n22xuD1nUrquYHHiIZ23YvHp%2bPoSkoRpkwIcoVXbOZLu64x6wedjAkKlIVuAmD2OTZryuTTms5DgbqzHh2BVKDTAlnDItjsu0dzEUamORgKWJ2JH44iTdCbIZ1acp7uC1zLB/hY9u4WQEO/H5jWeZpnC0xy7hD2dUvHjHyNzbAIqQ0FDX7FFreGkNxRYmLvxSYUO4%2bLjYif3Z07aE7lMccTJMiS26EMt6h0NSBwWUTroTnFJfgjKKu0Ibr4vCBJ3rjmcnLDvtEsw0okAmijUbYRjZvaUGmxOHx5/kkLVw%2b0yRlAurteayEvRe4UEBSFIf6qHMjpiJ9rig6fJtsrGjmDtoUzNloi36uJWfp9GbT4Qm/QQl4kZZWZ8ac4wB0sowkJ%2bwRj62AR17QTjyzesLSmOyUZDss3GSkjPJxR4urgmHUkSjzh5%2bTVOIa3HIuPoFN52WBzY4kJs6yU3X6u8PAWx2AzsiXB5wnEcUghDRXYrI7smh9gfzTkoiPfKA0xCf7PLG4wuA/sGJbVMAJ/LzvaxSf42RURS2un1kD%2bWPe6bc5mSCpOBj3/8LmyQl27lC3I%2bEVitrI8uyof4gH3hAZVE9UP5fnKRIlbJseXMsWMSkS2uqAuKD/I1vJJLfvwjpSsIHop3WZcnMgF99gwhNEKxBXeCjenJCleywfn5PdPZimRrwmIcYZxMkLX7iUczkuoq/Bx5JNao8/fvXnpdoTKFKLuMv9flxSJB6dhgFYUv4DCb8ImVhcQBDrR6KpUaJxI73WGv4GeeZarFc3OKbzJHuz4TMbMzOxlyOeySELgqi5De3xR4uYpy85Dm/jpFoVuUM6Q5irVQhUtYtGoOJX8cSTgLRmzy92mU/hJ2vzRMdMNk9smqVbHHJyg8BZm8FfOqWLUQodnpl/wSRHGspeXNsNGbnsrYT2mcf%2bFzekS5IUBRFE8X7Bxb7RiFwj66mxh9wvypyp%2bKq5G8cGT0otDpsMvORsMx/F4ZX3dYBNGCVboVNugElPR05yvKnT52j5sTwVS/M8RlSWjw4p6krIpRAlZgOaUgUTwiadQpYnX/0OJs6Wc9T9Dq55n0w3wqXaOLFTkWS9SLVijUWkmtUSG6Bo2TCqVWkXonztl5TTLAhGNZF5ucbdcSwJoacbW8Yiwx2ix32tcG2DfaCJgd/H%2bSdV0Rgj%2bZTAAAAABJRU5ErkJggg==' 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\n
\nOrganizations should always respect human rights, human effort and human experience. To enable a sustainable and prosperous civilization and world, we need a strong value system.\n
\n
\n*Ideas and texts were inspired from https://ind.ie/ethical-design/. We added our own twist to it.*\n

Respect Human Rights

\n\n

Respect Human Effort

\n\n

Respect Human Experience

\n\n","excerpt":"Respect Human Rights, Respect Human Effort, Respect Human Experience","humanTime":"06 June 2017","datetime":"Tue Jun 06 2017 12:00:00 UTC+00:00","timeToRead":1,"tags":[{"id":"why","title":"why","path":"/blog/tags/why/"}],"authors":[{"id":"kristof_de_spiegeleer","name":"Kristof de Spiegeleer","image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/kristof_de_spiegeleer.36a08ae.4beca8a4879254536a729b04eab83027.jpeg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/kristof_de_spiegeleer.36a08ae.4beca8a4879254536a729b04eab83027.jpeg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-a1a962a77a5370a5992602276f3fc187'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-a1a962a77a5370a5992602276f3fc187)' width='640' height='640' xlink:href='data:image/jpeg%3bbase64%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%2bWWRebBqYs9o2Y9NJO69rg9LW94mIDaZeg3oIiZ1HzOCYHIOoyRAHzARjf64K55OkkVDIG8McKNv0RiB4mv/5BufcDHWiyxazI0FasiwUkyiRVFixBAC%2bl9/YXxfyLKcvz5qzO8xhDa5jTwxqCVVE2ACg74eWA6nxsOusueI8yjwBoqpK%2bqdjoipuTTrcM6gqdbkd2JP1b0xJ6SNZGQkqTToxDHUpBKKynzuAN/W%2bKuaUKcOcR0MuXOUpK8PG6K17XFtQ8iL4MVlQifNSiKMAwmEBlOoKkgQiw9APscY28%2bQ7GA9fD8T4i/wAM0bVlfVCGYU4SfTEGAIuFBKnv4gDbrg/nDVNBkOb8iaUU7RpDFdiSWZz37jwkgdBgZwXFHPmFeui7pVDQdN/EwAG/a1ifXfyw1fEGFEyrLaOJbBy9S3qqgIv3bBWH5uMXWNTYD4PgrJqCKmpGdp2SVpl1FnmXYkbdunh/OI1NRMyxUaCWlhGqVjSuhVQwIEessSp2Isd/7rdcQ4ZqI8tpTNLrgrEZzG6NflnSoOu3TuNrW7dMBkrairNbM2uBakLqiChEKXPUAdbD7m98Cy6xMzcAhZ8yny/hiFdLSKtRJJUFvDfT0uOo6jbzGD3CNLr4ToB/RRQXeRZQd2Lahe2E6Knq8zy6rip4GkqZAoWC%2b7eKzADqDcY0Hhfhpso4fGWZgUeZL8wHcAk3A%2b4wq/FT72dD0ba39RJ44Rhko5Eka1FFUh4mj20ra9hf36Y9S1RzWio6w6YZBMyuf%2b2kutl1D%2b0slvdhjl8RcsZ5qWmpISxNRbRGvU27%2bW564nw%2bq0GXJS1oaP5hWp2aQWKtrUX27BtP0OGpntgjvF%2bsb5CPoS78NIjPxVmEW/hlD29bW/nDVx0DNmsth4F5NHH%2br6m/bAT4SQH/AHdnLuLGMLf33H84P8ULzeJcvgXpzg59TufyMZefmktP6CImVBGkZTHCqlkCB%2boI2Nz9t/M4OcMZPDn3FVQ1XzCIYRzUIs2x0gEjbf8AnCbVzCF5qiDT8oXRQUNy4sTq%2b3740b4TTPJX5lzGLMYkP37Ya6%2bYpTvSaFR0NPRG9NDHGp2bSoBPuep/XEc1y%2bWvIMRjV1WwJ6uewP4OLbbWv0Jtiavpb0wkgMMMerFDyXvFTJMl5k089XCHjdDGIztdtQJJ9iBbvirmHAlLKYGpWMKxyiQxSf1FItut%2bov574dGNtN%2b4uffHQFS2na5F8eUcRghW2GxuRmVfDKGWi4m4liql0yoYy49fFi7UyGbjSnNidGpreoA/gYI5ggy/i/M50jIFTRwn/Ng7L%2b1sDIyI%2bKpuY9zT0oaV/JmvfA2Hk5b6/yCg4rkzCNSlMITZQbsY4xY9LC3Yb9vbDDwFny0OaTfKhI2qkCsx8W43NvXoN/XGfVlY6uA00TugCaYidJA9fXqfbHTKqxv9QowiFGE2tig3AJH47YtNZZTsmrcBgTNoreIcwpqmOU1czxK4LqTcFb7/bDVBxRlM0etK2Mqe4DH8YybMs2SKokpqo6JkYoQ3S4OBLZ5PAjR0tesC%2bSeIfTE61tmTrWrW%2bMOk3WHiDLJrFa%2bm27Fwp6%2buAHEfE3/ACTS5fVRcox2lddyN9gGv7/bGTjiV4woqwsiHbnItx%2boPTFg8S0qpdZIwP8AG2CNTfxFIK1bdhHirP6uNqCohqXb5K3JXa1ztpPmDYGxN/bFzhWsfMKKpqsxqVZ6llapdOioBso8y1zt64UcwziDMDGsIVimp2D7qbAkXHlfFXh%2bumo8sqSvKT5nVpDCyqw8z7X%2bmGCklM8ya%2bxfd1e0/9k=' /%3e%3c/svg%3e"},"path":"/people/kristof_de_spiegeleer/"}]},"previous":{"title":"A Better Solution for Our Planet","excerpt":"We believe IT can be sustainable. Actually, it should be! That's why energy efficiency has always been a key focus of ours..","image":{"type":"image","mimeType":"image/png","src":"/threefold/assets/static/better_solution.4250cd3.177b772c5723050445a7015fa34be089.png","size":{"width":800,"height":400},"sizes":"(max-width: 800px) 100vw, 800px","srcset":["/threefold/assets/static/better_solution.1b91758.177b772c5723050445a7015fa34be089.png 480w","/threefold/assets/static/better_solution.4250cd3.177b772c5723050445a7015fa34be089.png 800w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 800 400' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-005731e2d75145db4540513d769f114e'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-005731e2d75145db4540513d769f114e)' width='800' height='400' 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RXKAC4ubmJ1ysBqKiokLF9vz%2bAubk5UAkKQpAU0NPTi6HhYfT2dOHmjSKkxoeh%2bpI77kbYojLKAZWR9nhwyQvTJUns%2bRl4QgCPCWCuKAFPbqbRDHGnMp6WphNIAhbyOCNcjWLvpxUmPMkJshtMsBYIBzhKCMMZXlIKDKS6oSPWDtVhVigNt0desB1S/a3haarB098PyzMHkORtDB9HMxxXUhL2V9wIUURHRwsVSwCoBBkL%2bLsBDA4O/g6AUMDg4ABzvw1XL6dB94wqNPesw3nl3dA5uQcGSrvhqq8CV0M1BBiqoMjdiJaV7SubJ1sYz7YYg2elaTRHYZIiHl1PxWyuMEIslPnsAnzOfL6YFaKkljhB4zPM3j/AmjCQ5okBKqGPKdEaZY3KABPkeZsgw8cc/uancV5lN4yVd8BS6xCyg61gY3oWm77bzNF4mdQGc3JywFgkAJxeZSzi7weAu3x%2bfl5KgZGR0ZcFBXlQO3UCq77%2bHEf2boE8yBEZwfaIsdWFh94JONKV6akchLvWAQSqbMHRreuge3Q33DmxFXheRH24IxrCHDDBwGeuREv%2bYP56IqfBOEwXxKI/1Q89Sd4chEKkljjALtDLjtD/GkAPr5sirXEv4ALS7M4gmv/XUe84Tu3ZAK0Dm2CjcxRXwmygramCNWvXSXeIVq78RkHZi0OUADD/ZUzldwMYGhr6DQBRBCcnp15Ghgfhk7/%2bBWtWfoVb11JJtQ4NNDWVchdku59HvJcloj0tEe9hgjSL4zj%2b7Qp89Oln%2bPCTT7Hpmy/gcHgz7GlbY4xV4E%2blBJucQZK1Hi47nUOp70Xc9jFDses53PA4j1bmuQDQLyBQBV00Q530AU3Rtij3NkCssTJcdY/BXPMQNPZvgvLO9YRxApkB5tBQPY71324Qt8HEHWJxQ1ccogSAtUDGeP4cAJECAwODL9taH8BMVxXqR/egqeEmh6EKNBPAbeZ9AVtRqJ8HbH19EJOahLu0x2obVuBD2cfYvOZraKz7Am67V2LFsk9guncDTn0vVWgc3rwOxid2w4GTnNbhnXDVU0GU2Wlc5rhbS6m3MuCeRFe0yO1RH2mFunALXHM6A3e1vTA4tgOah7dDbe9GaB/cDDdDJURZa8Lw9FGspgI%2b/PAD6X7AsKhZr2uAuNfBdPjzAHrpA0YnJnEt6xJCLyqjqfEmWpvvoJ3V/QH7eEdOJG5E%2byHY3R6FfM5I7Q14G6pjzTIZQgyVUeZ2HnkW6nA4thnhmrsRyuHFnaeXwBzOdDiLJHtD2Oqo0M6qwu2iLqz0lJFwUQU3XbRR5W%2bM2hAqhCdf7qmHOI29OLXhG%2bzftg5HCHL3plU4d%2bJ7eBpyIDqzD5bahzgFvgLMwUchvAwLeMrSqM%2b43g8AdwkAibEL9L4cGBxCY20lQi3VUFmei86mcnTSx/ewjw%2bypw8wlzvSQ9GWGYXOtHDIbY2w%2bstlSDXXQl%2biL0o9zeB5aiciDI4jykAFWbaGyLY7h0gXc8RF%2b6A4PQJlif6o5HNzAm2gfmQHzI5/j3zHM7jpdhbJF44j4PR%2b2Jw%2bBuUju6Q3VNawHm1c/SU0dq%2bHh/5BmChtg43GbmzeuI4APgAHH8XCwoIwbylLk%2b4fAqBkfgeAKnhJCBgZHUNkgCuyLgVh6MEt9ORGoI%2b9fJTDzXhpMkbY37vZ2no4IIVYG2HzV1%2bgMcga44leiNE5DqWNq%2bB9aj/kRqeQ72SCQlsTpAe5wzHQF9ZBgfANC0RxUijnfXMYqx7Cim9WQGnnRthqHKAqVGBzUR9ehGZ0bCcOb/wGm79ejgMrv4TOtjUw2L8B%2bke2wEFzJ7Z/t0ZKv6jISMWjR4/eABCDHuN6fwAPHz6UAHC9JAQMDg2jsa4KxbSkw%2bUpHICi0Un3NlwSj9GbiRii%2bektkNMWpyGCCvBjB3jE/j6R6Ikc9mvlzWsQdPoAUqy0cIM9/JanOWqivHA13AdJgZ4oT45ES0o4ynxtWByNsPW79fj0y8%2bhpnoEcX62uOppgmIHTXgc3wrdrWtguWsDnHZvhM7m1VDdugqqrAeutMS7%2bX%2bWfbYcl7OzfwfgvRXA/Q0A/tJL7ujv68PA0Ahu5yajNNQUE5zrB1kDxujqpugAx%2bjzp9jaJq8n4zLzvifBG3OZIRiIdEIxJ7Zdq75AiPpe5FhpotDdBLVRrujNjsDkzQyMX0tGP687U0LQzQmzLsYNewngwPYNSOHQI%2bpAfaApqryZNpp74Xd8OxJ0DsJt33fQ2rIG2rvWYee6L2GvtRf7tq7FqtVrUF5epnj8%2bPGbLiBM3sjIyLsB8Amy17tc5A%2bDfwNALBZEDLKyFsUHwJWyLvWxxEAG5396/RkqYObGJenObSnb2mOOy7NpoWj1tUS5hQa0v98Ag90bcM/TGA3hTuhkqoxcT8Pk7WxCSMVIoRz9nBzHOEhVyT2xf%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%2bMpDUWcwGHo4JLKI9wR6KJGoaS3DGW4Yf%2bRA/0JriikypoibLHPd8LtNQW6OUwlWuhCZvDW3H24HewObUDZ2iyxFxwUumIeGMUfn5%2bitDQUHh6er5RANXw/gBEAflXAEIBvf0DGL1/EwvladLI%2b6L8Mn4oz8HslRhMX43F07xkPLlKONkJmEwMRAcBlLvq45qNOgrMT/H0XdGdGAQ3LVWEcohqiHDATe%2bLcKOkbZX28XRNMZkuBiIfDKV4oTfRDd1UQkOYLe75XEBzsr/0/5M4Ajue2gcj%2bgUnziDnj26GqcZ%2bnFQ5CXNzc1D%2bEgAfHx8JAHcZH/vzCmAavCQEUQ%2bkOtBDTzBQlY%2bFinQJwI93cjBH%2bztAI/O0NBMvrhHIrQI8K76M6ZRQdES6oJInX%2blpiFIbTZTa6WOOBfL5zSsYyYjkzB/MUdcLzREemOL1wyuRmMwKpQIC%2bTNf2mE3tMkdURdsgSoW15GG2%2bhix0g6Q2NEG22ptg9Wp3ZzIBMfs1GC0smTsLOzkwAEBweDJ/9GAVzvBjA%2bPi57vUsKYDHkNDjyUnhqEfzw8Ajq66vQyVx9XJmFp5z7F/Li0RPtgWmOtk9vE8DNyxKEx7lJGEkOQlu0G%2bXLHI5yxD035q%2bzCQYTAjki83m3svGE0n%2bSK4pmFCZSAzGa5s%2bROBQTmeEY5JTYwfxvjrJDtY8xGjPZOepuoN7PAmWu52F6YifshVE6tQteF05IH8w6ceIkHOztGbinIiAgAO7u7hIA7n%2bcAhMTE28APHny5A2AoSEBoB8trU3ITo5ACy3w46oc6XZ37yVvjPHFTxUmYIBzwRhBDGdEcJQNwT3a2ssWWiiwM6Cvt8JdtwvolvtggLVhviARz29n4bG4J3A5DJM88WEGPMJ9LCsEI%2bnB6LnkIb0Z0hRhjQpPI7QX0i8k%2b2I00hU55towVdoJK9U9sNPcB29zFehpHsdJKsDW1laywsx/sPBJALjLXFxc3g8Ad/nTp08lAFzSDZGm5kYU5GUgjCam6WoEntXkSG93t6f4oTc3Bh08tQepAWhM8Ud1gg9q6AGKA6yRYKaGSxe1UOhyHvWhThjh48OsDaPJIUyVbDyifZ7ODmLwPhhMI4CsYGkNsQ50xjmjNdYBDcFmqKShKo/2RnOoM4LPqkCFVd9SZRcsuJw4YLmaqkJX/RDU1VVhYWEBKysrBYMGq/%2bbLkAwfx6AqAEDg72ob6hBKAuU1dlDaMgJx9PKTPRkBKApMwj30wLRmMadEq5PCcQ91oObMR4oj/NGaZgDioRkg2zRIPfAgxh3FjZ/dEV74lExCyYHqQk6yj7prXFvtlI/DIkOkOqNthgHFk075r85CkPdsOGbL/HN55/gs0//Cq29m2Cnxn6vsQ8e507A0VQduqcPQ0dbHRcvXhSFUMEWCFNTUwkAdxkfezeAycnJ3wGQjNBgP5qaahEdaA8HSq/mcgQWy5LRfZlOj6uWJ1efJgL3RQ39QHmMJwqD7FAR74NyFsFcGqVbIfa4y45QEcKAIp3RSDc4kBKMp7TOk1n0C0me6CWEAQY%2bmOaNbra/Dvb%2bByHmqIt1Q4CBFj7/6C/4fPlfsW3t17A4uQO2BOCmdxTuhsdgpq8MbfXDuHBOB2YEYGZqqqAKYGxsLAHgLjMzM3t/BYgasNQFuKO9vQWZ7O1ezmYoivPFIgei3qJYPGDO3otxQVu6eJcoCl05Ebgn90ZJiAPuXfJDVbwnboba4Va4I8pC7SXHWBZsg8ogG9SFOuAxbfAkc14E3Mv%2bP5juI6mhK94FnXSA93n6d1g3LLZvxIpPZfj6i2XYu3Ele/8uWLP6u%2bkfg7vRcQJQgbrKfpga68LE1ET6kBQDFm%2bVSwC4y/jY%2bwMQXWDJCS61wNbWFhQX5yM3LZYDUDJ6CmNwO9xOOqFGdoKWSA8WqWAMZkehl1V8lN6gj6nRGs82l0D5c1XGOKM61hU1VMNdP0vpbbOJy8H0Bm7SfUABoYd9v5v53xJmiZoET%2bQ5XIAph53Pl32MVSs%2bx0EOQDbqDF7nMNwNjsLtghIcOXAZcT6wtzSEickF6XOCJiYm4saIBIC7jBD%2bnBHiLilA3BYXH3%2b/VlyM%2bIQ4xMREYKQiC91Xw3niYdK9gAH2777EYLSGeaItkvkb4Yn7Pg6odrfC/UAX3PUwR5GNHkpZD9pYN%2brj3HEnwBLTnConrgTR97tiIJ2/x6LXEm1H72/Pockad6iiJJ60BYMWAFZ8/ilO7PiWs/8%2beOkdg7P4GB0HJHsqQffELthYGLEGGBPAOQVl/waAvr7%2bHwNYemdI3BZn/oMTlOLy5eyXkZGR8Pf3B9sIhwxb%2bPK67XYO%2bvIiMM7hZawkHrWXvNCTFYYJDkKjmVSAPBDdkT5oCXJGvT/TwcsKN5zOocT9Aqo47jaxe1SG22P2WjyGs3zRkeCCwQxfNHHyE32/iZb3PjtGvpMRUlS2MgXWYfWXyyUIR7d/CzuNvfA0OAZ77SPSZwR8zNWgrXECOjqalL8%2bpW%2boML5gLD4wJQHg/scA4uLiJAAJCQlyfsHDw0Ph7Oz8UgwVInhnZ2m4gLePL/Iy4tHELtAtevgNOVpoXUsCLJj7tqiIdceDJD90JvrxNGljI%2bxwn0t8xKWelb2WKVMX54EmPmeRqdSb4iF9CKqXrbAx0pEQXqXVPaZT9tkDyKLLc9yxHgfWfoUvl30C5d2baID2wNdICZbiE6jqBxBHp5nN9iqPDYG9vQXOGekr9PT1cFb3rARAR0f3jwEwYNlr1yTnMAE3NzeFq6vLS0IQhoJ/2J4GwxFxcTGoKCtEA4PvzAxGfz4tbT47Ait5RYQjcn3MUeDL1uVjiiLPC7hGE1PJYtbKQtfG1Z3hj/p4D8ILx2RRNJpY8NqTWUPiXFHH2aAq2BoN2XJc5%2bBUaHIc2fqH4LlnAyx3rsfGL5fhzL6N8NU/jGD2fmutwzA5fRA%2blqeRHGCG%2b3fz0dVei6K8VIWPjzN0dc9IAAwN9WRUx7sB0DnJXu9vAHARgAuCggJQVHwVVZWF6OysxcR0H7pofdsyOfCw8vdfJQTxVjgd3nBhEtrpBOuinVEbRUnL7aV7%2b%2b1JlL7cGV30%2bMJA9bCFdl4pIg0AAAiVSURBVBLGvTAbtPFnNbTLt8XcwDZaxxZaaHocJTZqyDY6Ar8Dm%2bDByc/qwHoEnz%2bJSGstBJmeghfbcpirCVyMVRHEWSPW3QB3rmehv7NOMdBdJ0BIAG6WZMuSEkLfDYBeWfZ6cJCHhISISUrBx16mpl3C4HA7Zmf7OBHWY2S0gwAG0FVfis4r4XSBIei/IgDI0X85BoO5sRikPW6nTW6nuelibrdQ4vWxTmhg8auPcUWj3EX6sMMdTnnV4ZZo5OnfomJuuJ9D0%2bVY3HZlwXTQRDEBXDE7gQjVnXDftw5%2bZ4/iDgetS67nEGiiggBrfWSx3kR6XIS9gRIihGrSw1Bfc1MxOdqOnvbKV7fF2%2b7Jhnqr3w0gODhEAsDg5VFRUYiOjlLU1Ja/nJjqxfziKCfCFnR3N2ByehB9g60YH%2b9GR34setkJhgsY9FU5r6N5suHoTgmSzE4jA26mf29K9GHl96AqXNgC7VAVboPyECuU%2bpugjnXhDmV/3UEL91OonCgX3HLUwi1nHZQ6n0GBrRritXfDn/leX1OOkbFB5IQ6ItpBD6EcrqI9rJDKrhPsbAw7/ZPwsz2LK8mhigaqtaIk/dW7wyUZsoqSS%2b8GEB4e/gpAcIg8PSMVbR33FQ8XR1%2bOTvRg4dEU%2bgea0N3zAIuPpqmEZkzPj6KTI3AbJd3HE%2b/OYuAciDq59zAFmjn71zKn6zgN1rK4VUcy0BBLBmtOa2yBG/5muBXIawZ/y8sQVawfLTz9O256KHfXR7nbWdzh49ecNJBopozGqtuYW5jB4FAvbqRHIt7ZAFeTIxFInxDhboH0SC%2bEu1nARk%2bFIFQUQQ4GiPG1lABEeJjJkkPs3w2gqOiKBCAnJ10%2bPtmP%2bYVRxcR0/8vhkW4GPYWOrvsYHu3Bsx8W6RI7%2bGIm0N1yF9WXPClpdzQkeKEl1R%2btnOTakjkn0PvXMqi7wVYMWpy2mbSu%2b19kx7BEaZAVbnOvCLiIe/6maM1PRA2Nlbh3cM/bCDVUR4WHPq6zLnQ0VmLxyUNMTAyhf7AbZYWZTANDlBVloO7eDVTezpM%2buH3rRj4uJ0WyS8Uoejrr%2bdzOVynQ0yIbHu17N4CFxSkJAE9Y/suvz4TUFcOjXS8nJocwPTOItvY6PjaEx8/maJK6MPdwDL0DrehououajHBUxXmyxztLxayG01tVuAPKRIBBIngLXPO5iBu0waW0xmWhtrjD/R5XlajebIkP6B4r3HRR5WuM2gBTVPmc4/zggOGeZjx5/ghzcxMYFwAGutDR/gCZoS64kRWN/v42jup1uFtxDcV5qaisKMHAYI9ienoYTQ13Xr073FQla264/W4AT5/PSwCe/7Ao//mXJ5iY7Ff09jW/fLgwxT/Yip7eZszOj2Hx8TRPohczc6N8rAWTMyMYm%2bhDZ1MlKguSUZubgHL28VIOPjc5BImPxd/jTHCfo3IdC18V0%2bEOK/891oEa1oEaeodWzvrVVEKVzwXUBZpSAedQlxqCmclBPGbwi49mMf9wCkPDvbTovXi4OIuy4hzpY/S385PRcL8S1ZU3uErQN9CJxvo7ipaGMjTVV0gAGmtvy9rbqv8IwEMJwLMXAsBzAuhT9PW1vlxYnEQXi9/IaLdUCx4ujmNyakACMDjUiSmqYvbhuFQTulgjfvrnz6i%2blonrPP2W7DA00yt0cIRupXFqTPJGLbvAvXBbVAVdRCXT4cGVODRzjK6jEupZHyqpgFa2skdP5vHsxWM8efoQD5n7U9OjEoCJyWHCmGQ69uNOaSGyoryQmxCI24WpaG2qRktzDSrLixRTU0MYHnn9xshgt4y/924Az188egXg%2baL8n//8G0bHexSjY70vZ%2beG0dPThKmZAXaDcUIYpxJGpXSYmHwFQqyHBNXWVoMnP3KQGmpHlqMBOjgtCtvbxNrQkOiN%2bzRAtZwea6OdUM0C2Faej6GWKtT5maKOaqgWN01rSvH8by/ww0/P8OLHp9Lpi%2bDFEikwPTOGmdlxHkg/xidH0d3bgbrqMjQ3VrFLtVINd9Db26748aenmJuflADw%2bTLG90cKWJAAPH46L/%2bf//kPjI33Kii7l%2bPsAqIQzhDE4pNpSQEPF5mPlOfs/Dj/yTh/Ngb%2bPpgyPJlePP/pMbI9xSzPfs/AGyj9B0k%2b0nV9PAsma0UtAXTfLUJLVgQf80b//TLMz0/hp3/8HT///Wf8%2bLcfmG5zmGXuMxD6kHEpeAFibHyQ/6uDKdgure6ednqVXjx4UI32tgYBSvH4yRxbd48EgEqQdff8wWeEnr5YlL3aH8n/6//8h1QEKT%2bOw%2b0kPsagp6kABj7Vxxc2w7zvx0O2xJlZcTojePHDY0kJnV0NmH80g%2briDNzwppxTGXScmwRDFMhqDkF13BuS/dFdfQODTfco94f426%2b/4O%2b//gM/MfCnz1j0Hk4z8Kn/BsBdyF%2bcfP8APUhnMwNvY3q2oq%2b/UyqMLc21QvYCEAHMY3Ts1WeERsYGZFPT4%2b8G8LdfXkgA/v7rj/L/%2bt%2b/inxXPH%2bxwDbYjsc8iUdPZkVhZNFjJ3g6z%2btBKT/FC5uZGWe%2bLuI5IYha0d75CkIdC2Ili14NT7yK0r%2bfyfmhPBfj3U0QxfXJD8/w8z9/xc%2b//B0//iQCf8z/%2b%2brUJ6dGKP85Kf/nCUMscfIiWLE6u1okCGIJNTQz9yl9qU5wKRb5/4eGXrVB7rKJ8T9og7/880cJwD/%2bx8/y//xfv/LFLCiePJt7KWywoCkAjIz18MWN4cmzBek0WC/4AqelFiWe8%2bLHJ1igUrq6H2BgqIty/gkzInf5omYp32c/PmOR/AU//8c/8ZQ5/sNPL/D8%2bTMCXpQq%2b8zsBKYp9aWTnpwalWQvlCB%2bNjjUI524CFjsLa0NeNBUi5aWWrR3NEoeQShgYLBLMc%2bO1d/XKgHo622RLcz%2btgj%2bXzpsDyFRMAivAAAAAElFTkSuQmCC' 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\n
\nToday, the global Internet and IT infrastructure requires enormous amounts of energy, responsible for about 10% of annual global energy consumption. This makes the IT industry amongst the most pollutive industries in the world (along with the often-discussed airline industry, for comparison).\n
\n
\nWe believe IT can be sustainable. Actually, it should be! That's why energy efficiency has always been a key focus of ours. With climate change and sustainability as some of the most pressing issues of our times, new green solutions need to be our priority. It has been key to ThreeFold since the very beginning of its story to enable a technological infrastructure that can reduce the Internet’s carbon footprint drastically. \n

Simplicity is the key to unlock a better future

\n

Over time, integration suites, middleware solutions, and enterprise service busses have been invented and implemented to cover integration challenges within the current internet. This has further complicated IT architectures, resulting in a loss of actual end user workload performance.\n
\n
\nThreeFold reworked the whole approach to IT architectures and eliminated the layers of complexity. The result is a cloud stack that presents minimal overhead and that requires less hardware – reducing heat generation and eventually cooling requirements. By reducing the need for power, the net result is an energy-efficient Internet grid.

\n

Improving resilience and efficiency through Self-Healing IT

\n

Keeping systems up and running is a major requirement in modern day IT. Leading vendors earn most of their margin by selling maintenance contracts, performance guarantees, and professional services. Their business models bring no incentive to make things simple and efficient for consumers.\n
\n
\nCreating a self-healing environment requires only minimal manual intervention to replace broken hardware components. Broken hardware components are inevitable, and the Zero-OS distributed node architecture deals with such failures by turning off broken components and provisioning unused capacity. By removing the need to ship broken parts back and forth, and linking to the corresponding installation knowledge (engineers), a lower carbon footprint can be achieved.

\n

“No painkiller” approach. We tackle the root issue

\n

If a specific piece of software or hardware is not delivering the required performance or reliability, we should analyze the core design/algorithm and its usage of soft/hard components to determine the root causes of persistent issues to be solved.\n
\n
\nCurrently, most storage vendors follow the path of least resistance when trying to improve on performance. Their solution for meeting performance targets is to use faster components (CPU, memory, network card, proprietary acceleration) rather than looking at the core algorithms that drive the utilization of those components. Swapping components for faster ones perpetuates a cycle of cutting corners and focuses reliance on innovation from hardware component providers rather than solving the more fundamental and underlying issues. That's a \"painkiller\" approach.\n
\n
\nZero-OS was designed to solve root problem issues by design. While still using high-performance hardware components on the ThreeFold Grid, the algorithm of Zero-OS maximizes utilization possibilities. This enables greater performance and sustainability. Some key examples how this is achieved:

\n

Eliminating unnecessary elements from standard architectures

\n

Virtualization adds a layer of software between the actual end-user workload and physical hardware. It also allows for multiple workloads to run on the same hardware by using excess capacity. There is definitely merit in building a virtualization solution. Building an effective virtualization solution that does not require abundant context switching is key and this is why Zero-OS has been developed. Zero-OS uses a minimal Linux kernel that allows for a number of user spaces to co-exist. In these user spaces, containerized versions of software can be run, eliminating the need for hypervisors, virtual OS to fuel the virtual machines, and guest operating systems. This also minimizes the required overhead for the host OS.

\n

Minimizing network connections usage

\n

Supercomputing delivered many new technologies. But, not all of them are usable solutions for everyday workloads. One technology invented to make supercomputers performant is the use of Remote Direct Memory Access (RDMA). RDMA allowed physical CPU boards (containing both CPUs and memory) to access other CPU boards in memory stored data over a dedicated channel. This eliminated the need to transport data between CPU nodes over network connections (or other mainstream means to exchange data). The result was a considerable reduction in overhead created when allowing distributed end user workloads to operate over multiple physical cores. The leading server and storage solutions brands have never considered nor implemented such mechanisms. This resulted in an increased need for faster networks - increasing complexity, costs, efforts and resources needed to operate solutions.\n
\n
\nRDMA is only used in certified farms and requires involvement of TFTech.

\n

Minimizing disk usage

\n

The storage solution uses slow and big (the bigger the better) HDD disks which drive in rack density. As they spin slower they consume less power and need less cooling. But then, how can you deal with read/write intensive workloads? The storage algorithm uses a SSD cache to acknowledge Inputs/Outputs coming from the applications, fills the erasure coded data blocks in large (up to 64MB) storage containers and writes the big chunks of data on the big and slow HHDs. If you are familiar with HDD disks, you know they like to be streamed on instead of having a lot of small bits written in a scratchy way.\n
\n
\nContinuous innovation in all of these areas are leading to an efficient technology stack.

\n","excerpt":"We believe IT can be sustainable. Actually, it should be! That's why energy efficiency has always been a key focus of ours..","humanTime":"02 December 2020","datetime":"Wed Dec 02 2020 12:00:00 UTC+00:00","timeToRead":4,"tags":[{"id":"threefold_farming","title":"threefold_farming","path":"/blog/tags/threefold_farming/"},{"id":"why","title":"why","path":"/blog/tags/why/"}],"authors":[{"id":"weynand_kuijpers","name":"Weynand Kuijpers","image":{"type":"image","mimeType":"image/png","src":"/threefold/assets/static/weynand_kuijpers.36a08ae.6b11a2cb7906afc96f1643179845b181.png","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/weynand_kuijpers.36a08ae.6b11a2cb7906afc96f1643179845b181.png 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-ecd4e63051f5cc426bcfe2a9812a147a'%3e%3cfeGaussianBlur in='SourceGraphic' 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RXKAC4ubmJ1ysBqKiokLF9vz%2bAubk5UAkKQpAU0NPTi6HhYfT2dOHmjSKkxoeh%2bpI77kbYojLKAZWR9nhwyQvTJUns%2bRl4QgCPCWCuKAFPbqbRDHGnMp6WphNIAhbyOCNcjWLvpxUmPMkJshtMsBYIBzhKCMMZXlIKDKS6oSPWDtVhVigNt0desB1S/a3haarB098PyzMHkORtDB9HMxxXUhL2V9wIUURHRwsVSwCoBBkL%2bLsBDA4O/g6AUMDg4ABzvw1XL6dB94wqNPesw3nl3dA5uQcGSrvhqq8CV0M1BBiqoMjdiJaV7SubJ1sYz7YYg2elaTRHYZIiHl1PxWyuMEIslPnsAnzOfL6YFaKkljhB4zPM3j/AmjCQ5okBKqGPKdEaZY3KABPkeZsgw8cc/uancV5lN4yVd8BS6xCyg61gY3oWm77bzNF4mdQGc3JywFgkAJxeZSzi7weAu3x%2bfl5KgZGR0ZcFBXlQO3UCq77%2bHEf2boE8yBEZwfaIsdWFh94JONKV6akchLvWAQSqbMHRreuge3Q33DmxFXheRH24IxrCHDDBwGeuREv%2bYP56IqfBOEwXxKI/1Q89Sd4chEKkljjALtDLjtD/GkAPr5sirXEv4ALS7M4gmv/XUe84Tu3ZAK0Dm2CjcxRXwmygramCNWvXSXeIVq78RkHZi0OUADD/ZUzldwMYGhr6DQBRBCcnp15Ghgfhk7/%2bBWtWfoVb11JJtQ4NNDWVchdku59HvJcloj0tEe9hgjSL4zj%2b7Qp89Oln%2bPCTT7Hpmy/gcHgz7GlbY4xV4E%2blBJucQZK1Hi47nUOp70Xc9jFDses53PA4j1bmuQDQLyBQBV00Q530AU3Rtij3NkCssTJcdY/BXPMQNPZvgvLO9YRxApkB5tBQPY71324Qt8HEHWJxQ1ccogSAtUDGeP4cAJECAwODL9taH8BMVxXqR/egqeEmh6EKNBPAbeZ9AVtRqJ8HbH19EJOahLu0x2obVuBD2cfYvOZraKz7Am67V2LFsk9guncDTn0vVWgc3rwOxid2w4GTnNbhnXDVU0GU2Wlc5rhbS6m3MuCeRFe0yO1RH2mFunALXHM6A3e1vTA4tgOah7dDbe9GaB/cDDdDJURZa8Lw9FGspgI%2b/PAD6X7AsKhZr2uAuNfBdPjzAHrpA0YnJnEt6xJCLyqjqfEmWpvvoJ3V/QH7eEdOJG5E%2byHY3R6FfM5I7Q14G6pjzTIZQgyVUeZ2HnkW6nA4thnhmrsRyuHFnaeXwBzOdDiLJHtD2Oqo0M6qwu2iLqz0lJFwUQU3XbRR5W%2bM2hAqhCdf7qmHOI29OLXhG%2bzftg5HCHL3plU4d%2bJ7eBpyIDqzD5bahzgFvgLMwUchvAwLeMrSqM%2b43g8AdwkAibEL9L4cGBxCY20lQi3VUFmei86mcnTSx/ewjw%2bypw8wlzvSQ9GWGYXOtHDIbY2w%2bstlSDXXQl%2biL0o9zeB5aiciDI4jykAFWbaGyLY7h0gXc8RF%2b6A4PQJlif6o5HNzAm2gfmQHzI5/j3zHM7jpdhbJF44j4PR%2b2Jw%2bBuUju6Q3VNawHm1c/SU0dq%2bHh/5BmChtg43GbmzeuI4APgAHH8XCwoIwbylLk%2b4fAqBkfgeAKnhJCBgZHUNkgCuyLgVh6MEt9ORGoI%2b9fJTDzXhpMkbY37vZ2no4IIVYG2HzV1%2bgMcga44leiNE5DqWNq%2bB9aj/kRqeQ72SCQlsTpAe5wzHQF9ZBgfANC0RxUijnfXMYqx7Cim9WQGnnRthqHKAqVGBzUR9ehGZ0bCcOb/wGm79ejgMrv4TOtjUw2L8B%2bke2wEFzJ7Z/t0ZKv6jISMWjR4/eABCDHuN6fwAPHz6UAHC9JAQMDg2jsa4KxbSkw%2bUpHICi0Un3NlwSj9GbiRii%2bektkNMWpyGCCvBjB3jE/j6R6Ikc9mvlzWsQdPoAUqy0cIM9/JanOWqivHA13AdJgZ4oT45ES0o4ynxtWByNsPW79fj0y8%2bhpnoEcX62uOppgmIHTXgc3wrdrWtguWsDnHZvhM7m1VDdugqqrAeutMS7%2bX%2bWfbYcl7OzfwfgvRXA/Q0A/tJL7ujv68PA0Ahu5yajNNQUE5zrB1kDxujqpugAx%2bjzp9jaJq8n4zLzvifBG3OZIRiIdEIxJ7Zdq75AiPpe5FhpotDdBLVRrujNjsDkzQyMX0tGP687U0LQzQmzLsYNewngwPYNSOHQI%2bpAfaApqryZNpp74Xd8OxJ0DsJt33fQ2rIG2rvWYee6L2GvtRf7tq7FqtVrUF5epnj8%2bPGbLiBM3sjIyLsB8Amy17tc5A%2bDfwNALBZEDLKyFsUHwJWyLvWxxEAG5396/RkqYObGJenObSnb2mOOy7NpoWj1tUS5hQa0v98Ag90bcM/TGA3hTuhkqoxcT8Pk7WxCSMVIoRz9nBzHOEhVyT2xf%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%2bMpDUWcwGHo4JLKI9wR6KJGoaS3DGW4Yf%2bRA/0JriikypoibLHPd8LtNQW6OUwlWuhCZvDW3H24HewObUDZ2iyxFxwUumIeGMUfn5%2bitDQUHh6er5RANXw/gBEAflXAEIBvf0DGL1/EwvladLI%2b6L8Mn4oz8HslRhMX43F07xkPLlKONkJmEwMRAcBlLvq45qNOgrMT/H0XdGdGAQ3LVWEcohqiHDATe%2bLcKOkbZX28XRNMZkuBiIfDKV4oTfRDd1UQkOYLe75XEBzsr/0/5M4Ajue2gcj%2bgUnziDnj26GqcZ%2bnFQ5CXNzc1D%2bEgAfHx8JAHcZH/vzCmAavCQEUQ%2bkOtBDTzBQlY%2bFinQJwI93cjBH%2bztAI/O0NBMvrhHIrQI8K76M6ZRQdES6oJInX%2blpiFIbTZTa6WOOBfL5zSsYyYjkzB/MUdcLzREemOL1wyuRmMwKpQIC%2bTNf2mE3tMkdURdsgSoW15GG2%2bhix0g6Q2NEG22ptg9Wp3ZzIBMfs1GC0smTsLOzkwAEBweDJ/9GAVzvBjA%2bPi57vUsKYDHkNDjyUnhqEfzw8Ajq66vQyVx9XJmFp5z7F/Li0RPtgWmOtk9vE8DNyxKEx7lJGEkOQlu0G%2bXLHI5yxD035q%2bzCQYTAjki83m3svGE0n%2bSK4pmFCZSAzGa5s%2bROBQTmeEY5JTYwfxvjrJDtY8xGjPZOepuoN7PAmWu52F6YifshVE6tQteF05IH8w6ceIkHOztGbinIiAgAO7u7hIA7n%2bcAhMTE28APHny5A2AoSEBoB8trU3ITo5ACy3w46oc6XZ37yVvjPHFTxUmYIBzwRhBDGdEcJQNwT3a2ssWWiiwM6Cvt8JdtwvolvtggLVhviARz29n4bG4J3A5DJM88WEGPMJ9LCsEI%2bnB6LnkIb0Z0hRhjQpPI7QX0i8k%2b2I00hU55towVdoJK9U9sNPcB29zFehpHsdJKsDW1laywsx/sPBJALjLXFxc3g8Ad/nTp08lAFzSDZGm5kYU5GUgjCam6WoEntXkSG93t6f4oTc3Bh08tQepAWhM8Ud1gg9q6AGKA6yRYKaGSxe1UOhyHvWhThjh48OsDaPJIUyVbDyifZ7ODmLwPhhMI4CsYGkNsQ50xjmjNdYBDcFmqKShKo/2RnOoM4LPqkCFVd9SZRcsuJw4YLmaqkJX/RDU1VVhYWEBKysrBYMGq/%2bbLkAwfx6AqAEDg72ob6hBKAuU1dlDaMgJx9PKTPRkBKApMwj30wLRmMadEq5PCcQ91oObMR4oj/NGaZgDioRkg2zRIPfAgxh3FjZ/dEV74lExCyYHqQk6yj7prXFvtlI/DIkOkOqNthgHFk075r85CkPdsOGbL/HN55/gs0//Cq29m2Cnxn6vsQ8e507A0VQduqcPQ0dbHRcvXhSFUMEWCFNTUwkAdxkfezeAycnJ3wGQjNBgP5qaahEdaA8HSq/mcgQWy5LRfZlOj6uWJ1efJgL3RQ39QHmMJwqD7FAR74NyFsFcGqVbIfa4y45QEcKAIp3RSDc4kBKMp7TOk1n0C0me6CWEAQY%2bmOaNbra/Dvb%2bByHmqIt1Q4CBFj7/6C/4fPlfsW3t17A4uQO2BOCmdxTuhsdgpq8MbfXDuHBOB2YEYGZqqqAKYGxsLAHgLjMzM3t/BYgasNQFuKO9vQWZ7O1ezmYoivPFIgei3qJYPGDO3otxQVu6eJcoCl05Ebgn90ZJiAPuXfJDVbwnboba4Va4I8pC7SXHWBZsg8ogG9SFOuAxbfAkc14E3Mv%2bP5juI6mhK94FnXSA93n6d1g3LLZvxIpPZfj6i2XYu3Ele/8uWLP6u%2bkfg7vRcQJQgbrKfpga68LE1ET6kBQDFm%2bVSwC4y/jY%2bwMQXWDJCS61wNbWFhQX5yM3LZYDUDJ6CmNwO9xOOqFGdoKWSA8WqWAMZkehl1V8lN6gj6nRGs82l0D5c1XGOKM61hU1VMNdP0vpbbOJy8H0Bm7SfUABoYd9v5v53xJmiZoET%2bQ5XIAph53Pl32MVSs%2bx0EOQDbqDF7nMNwNjsLtghIcOXAZcT6wtzSEickF6XOCJiYm4saIBIC7jBD%2bnBHiLilA3BYXH3%2b/VlyM%2bIQ4xMREYKQiC91Xw3niYdK9gAH2777EYLSGeaItkvkb4Yn7Pg6odrfC/UAX3PUwR5GNHkpZD9pYN%2brj3HEnwBLTnConrgTR97tiIJ2/x6LXEm1H72/Pockad6iiJJ60BYMWAFZ8/ilO7PiWs/8%2beOkdg7P4GB0HJHsqQffELthYGLEGGBPAOQVl/waAvr7%2bHwNYemdI3BZn/oMTlOLy5eyXkZGR8Pf3B9sIhwxb%2bPK67XYO%2bvIiMM7hZawkHrWXvNCTFYYJDkKjmVSAPBDdkT5oCXJGvT/TwcsKN5zOocT9Aqo47jaxe1SG22P2WjyGs3zRkeCCwQxfNHHyE32/iZb3PjtGvpMRUlS2MgXWYfWXyyUIR7d/CzuNvfA0OAZ77SPSZwR8zNWgrXECOjqalL8%2bpW%2boML5gLD4wJQHg/scA4uLiJAAJCQlyfsHDw0Ph7Oz8UgwVInhnZ2m4gLePL/Iy4tHELtAtevgNOVpoXUsCLJj7tqiIdceDJD90JvrxNGljI%2bxwn0t8xKWelb2WKVMX54EmPmeRqdSb4iF9CKqXrbAx0pEQXqXVPaZT9tkDyKLLc9yxHgfWfoUvl30C5d2baID2wNdICZbiE6jqBxBHp5nN9iqPDYG9vQXOGekr9PT1cFb3rARAR0f3jwEwYNlr1yTnMAE3NzeFq6vLS0IQhoJ/2J4GwxFxcTGoKCtEA4PvzAxGfz4tbT47Ait5RYQjcn3MUeDL1uVjiiLPC7hGE1PJYtbKQtfG1Z3hj/p4D8ILx2RRNJpY8NqTWUPiXFHH2aAq2BoN2XJc5%2bBUaHIc2fqH4LlnAyx3rsfGL5fhzL6N8NU/jGD2fmutwzA5fRA%2blqeRHGCG%2b3fz0dVei6K8VIWPjzN0dc9IAAwN9WRUx7sB0DnJXu9vAHARgAuCggJQVHwVVZWF6OysxcR0H7pofdsyOfCw8vdfJQTxVjgd3nBhEtrpBOuinVEbRUnL7aV7%2b%2b1JlL7cGV30%2bMJA9bCFdl4pIg0AAAiVSURBVBLGvTAbtPFnNbTLt8XcwDZaxxZaaHocJTZqyDY6Ar8Dm%2bDByc/qwHoEnz%2bJSGstBJmeghfbcpirCVyMVRHEWSPW3QB3rmehv7NOMdBdJ0BIAG6WZMuSEkLfDYBeWfZ6cJCHhISISUrBx16mpl3C4HA7Zmf7OBHWY2S0gwAG0FVfis4r4XSBIei/IgDI0X85BoO5sRikPW6nTW6nuelibrdQ4vWxTmhg8auPcUWj3EX6sMMdTnnV4ZZo5OnfomJuuJ9D0%2bVY3HZlwXTQRDEBXDE7gQjVnXDftw5%2bZ4/iDgetS67nEGiiggBrfWSx3kR6XIS9gRIihGrSw1Bfc1MxOdqOnvbKV7fF2%2b7Jhnqr3w0gODhEAsDg5VFRUYiOjlLU1Ja/nJjqxfziKCfCFnR3N2ByehB9g60YH%2b9GR34setkJhgsY9FU5r6N5suHoTgmSzE4jA26mf29K9GHl96AqXNgC7VAVboPyECuU%2bpugjnXhDmV/3UEL91OonCgX3HLUwi1nHZQ6n0GBrRritXfDn/leX1OOkbFB5IQ6ItpBD6EcrqI9rJDKrhPsbAw7/ZPwsz2LK8mhigaqtaIk/dW7wyUZsoqSS%2b8GEB4e/gpAcIg8PSMVbR33FQ8XR1%2bOTvRg4dEU%2bgea0N3zAIuPpqmEZkzPj6KTI3AbJd3HE%2b/OYuAciDq59zAFmjn71zKn6zgN1rK4VUcy0BBLBmtOa2yBG/5muBXIawZ/y8sQVawfLTz9O256KHfXR7nbWdzh49ecNJBopozGqtuYW5jB4FAvbqRHIt7ZAFeTIxFInxDhboH0SC%2bEu1nARk%2bFIFQUQQ4GiPG1lABEeJjJkkPs3w2gqOiKBCAnJ10%2bPtmP%2bYVRxcR0/8vhkW4GPYWOrvsYHu3Bsx8W6RI7%2bGIm0N1yF9WXPClpdzQkeKEl1R%2btnOTakjkn0PvXMqi7wVYMWpy2mbSu%2b19kx7BEaZAVbnOvCLiIe/6maM1PRA2Nlbh3cM/bCDVUR4WHPq6zLnQ0VmLxyUNMTAyhf7AbZYWZTANDlBVloO7eDVTezpM%2buH3rRj4uJ0WyS8Uoejrr%2bdzOVynQ0yIbHu17N4CFxSkJAE9Y/suvz4TUFcOjXS8nJocwPTOItvY6PjaEx8/maJK6MPdwDL0DrehououajHBUxXmyxztLxayG01tVuAPKRIBBIngLXPO5iBu0waW0xmWhtrjD/R5XlajebIkP6B4r3HRR5WuM2gBTVPmc4/zggOGeZjx5/ghzcxMYFwAGutDR/gCZoS64kRWN/v42jup1uFtxDcV5qaisKMHAYI9ienoYTQ13Xr073FQla264/W4AT5/PSwCe/7Ao//mXJ5iY7Ff09jW/fLgwxT/Yip7eZszOj2Hx8TRPohczc6N8rAWTMyMYm%2bhDZ1MlKguSUZubgHL28VIOPjc5BImPxd/jTHCfo3IdC18V0%2bEOK/891oEa1oEaeodWzvrVVEKVzwXUBZpSAedQlxqCmclBPGbwi49mMf9wCkPDvbTovXi4OIuy4hzpY/S385PRcL8S1ZU3uErQN9CJxvo7ipaGMjTVV0gAGmtvy9rbqv8IwEMJwLMXAsBzAuhT9PW1vlxYnEQXi9/IaLdUCx4ujmNyakACMDjUiSmqYvbhuFQTulgjfvrnz6i%2blonrPP2W7DA00yt0cIRupXFqTPJGLbvAvXBbVAVdRCXT4cGVODRzjK6jEupZHyqpgFa2skdP5vHsxWM8efoQD5n7U9OjEoCJyWHCmGQ69uNOaSGyoryQmxCI24WpaG2qRktzDSrLixRTU0MYHnn9xshgt4y/924Az188egXg%2baL8n//8G0bHexSjY70vZ%2beG0dPThKmZAXaDcUIYpxJGpXSYmHwFQqyHBNXWVoMnP3KQGmpHlqMBOjgtCtvbxNrQkOiN%2bzRAtZwea6OdUM0C2Faej6GWKtT5maKOaqgWN01rSvH8by/ww0/P8OLHp9Lpi%2bDFEikwPTOGmdlxHkg/xidH0d3bgbrqMjQ3VrFLtVINd9Db26748aenmJuflADw%2bTLG90cKWJAAPH46L/%2bf//kPjI33Kii7l%2bPsAqIQzhDE4pNpSQEPF5mPlOfs/Dj/yTh/Ngb%2bPpgyPJlePP/pMbI9xSzPfs/AGyj9B0k%2b0nV9PAsma0UtAXTfLUJLVgQf80b//TLMz0/hp3/8HT///Wf8%2bLcfmG5zmGXuMxD6kHEpeAFibHyQ/6uDKdgure6ednqVXjx4UI32tgYBSvH4yRxbd48EgEqQdff8wWeEnr5YlL3aH8n/6//8h1QEKT%2bOw%2b0kPsagp6kABj7Vxxc2w7zvx0O2xJlZcTojePHDY0kJnV0NmH80g%2briDNzwppxTGXScmwRDFMhqDkF13BuS/dFdfQODTfco94f426%2b/4O%2b//gM/MfCnz1j0Hk4z8Kn/BsBdyF%2bcfP8APUhnMwNvY3q2oq%2b/UyqMLc21QvYCEAHMY3Ts1WeERsYGZFPT4%2b8G8LdfXkgA/v7rj/L/%2bt%2b/inxXPH%2bxwDbYjsc8iUdPZkVhZNFjJ3g6z%2btBKT/FC5uZGWe%2bLuI5IYha0d75CkIdC2Ili14NT7yK0r%2bfyfmhPBfj3U0QxfXJD8/w8z9/xc%2b//B0//iQCf8z/%2b%2brUJ6dGKP85Kf/nCUMscfIiWLE6u1okCGIJNTQz9yl9qU5wKRb5/4eGXrVB7rKJ8T9og7/880cJwD/%2bx8/y//xfv/LFLCiePJt7KWywoCkAjIz18MWN4cmzBek0WC/4AqelFiWe8%2bLHJ1igUrq6H2BgqIty/gkzInf5omYp32c/PmOR/AU//8c/8ZQ5/sNPL/D8%2bTMCXpQq%2b8zsBKYp9aWTnpwalWQvlCB%2bNjjUI524CFjsLa0NeNBUi5aWWrR3NEoeQShgYLBLMc%2bO1d/XKgHo622RLcz%2btgj%2bXzpsDyFRMAivAAAAAElFTkSuQmCC' 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nLnImY7szGhcECPNpSht%2bPNGH%2b/T7g/gQWvpzG3INJzH25l8%2btmLvJhPjRMtrgCsx91IO5W2swe3eCbrEGr64M4T8nuvFk7xLc2tqK99Y3SsWfGG3F1GgbNowvRiUXpJaqbOQVZ6A6LRAtxdxInXZkOHIRl5%2bGULqX0WyEnnWoKdy%2brFNkAE/12wsfSQQFAwQAIgqL/O/DcQiiqBh4QmJN0rKj5g4QlGiBinuBXCApVmMCpmICi0kIQwE1ICcrmjoQg07mgM20weO9ufhsQyl%2bPdKC2fcHMXdvG9X%2bXSyI8/gQ5u9S6B5swfwjAvIp88HtcVogo/LDfZi/s5XiuJ1COIqfT6zE1wf6cWvXclzdvhwXtnRhZlMndkwsRR23xK6mQjir89GVF4TFFUnIY/Ep9nTJsqOzkxAUZ0KgaCADk5pboki4khD%2b70pMqL6CYqZmpPVSeUv3fEFmFm8NlW5o1IyaYsOKSIvjPOmh4hj4cgwEABraT2JKBF3AhtRUPqnCLaU2jNIKD/eIK7FiPN/bgD/OLKHvj9Prz2Lh%2b/cw/8UezDP8zH/cx853M/wMSsDMP9xLUKbx5pPNzAKjeHFqEE9n%2bnBnajne374UF7cuw/XdAzg72Yv9u/qxuCEbKxaXoqO5CEMloWjjJlrXUoGskkwkcU8Q22J4aowEgmCzhgAI6xZNFJchEgBCzHxJCw27Ka6VxF2cKToIYcwBfqFa2qCaCFIICYBQVXE9pQgQ93W%2b0IX6k/pRKOUqnMURKCEDWsoSsLo%2bDbs7c3BxqBjfTjXiDy5Dc6T2wncMPM9OcSHawRnnbvDxAObOVWLuUiMZQQZ8dYA5YTve3JnE75dG8OxIH%2b7tWYaPJpfh/KYOnN3chdv7h3Ft7yqc4unnZtjTmM/tMwNj1TFY0V2PJUvrpWieQRCyOA4xuSkISTQjkHrgz1iv5sYrMoyweqFnLuI2VVigKFyslYEmrTT/RotRKl7BYyQACVlx8BM0CtZye3x7AxsUwQxA%2b3OWJCI3KwqFuVZug8wCdWnc4PJxlQFGJLkXJ5czAU6y%2b5ex8H88T4%2bx47t4djAJEogHE1JImmcImv/2LGbv78fL6xN4cW4U3xwZwoNDq/HJvpW4Pr0SD46sx62ZNTi7bxVanOmoSgvBgZ4i7FjbhZW9TWipSIUjOwK5XJQS6Agiu4Qxuxi42YoxENdlaokFSmkcGIW9pCtlMQLGcJ10/ImSlsopLhgVZEZolBEJaVGQ0/Z8%2bH6N2gNBoRpERBtQXZaIhvIkqfvSMlSZjJUNGdi8OAfHV5Tg7kQd/nOSi9DdKSz8eJMAvE8N2IeFj5fxLMfC/VEy4yj/7SqBOYn5769h9vEZvLy5i4Yxjicn1uLezGp8emANbvE8PjGGh0dHMEEbLGC2KI9SY2J9N9YvK8cKpw1tJXGoLkmSVvbYzDjJDSK4xxiEnkUaCQI3RNq7YLJY713cfd2hpgAGsfNGHiULVhs10FI1AznzhohAWh0DETvuwfATafBBSpgcukA5IiP8sJzZv5WzV1VsQ22JTRKinupUjLVm4%2bSqcny%2bvRnPZpbij6vr8ebeu4y6J7j4sNAbQ5g/X4r5K9WYp/X93f3Hp/Hmi2N49clevLg0gX%2bf3YBHx9bh9oFhXN8ziMfH1%2bHe3l44csxwhLphWbwKKZmxaCpPQW9zIVr4bHYkwVGSjOJqcXVWjESKoolZQdwP%2bAsWUMyFlimZDl1knH8tO60h1cUoeEv%2brpA6LxebE8VCRrHw8nFFSIAXiqO5HWrc4e27CBH8%2b7jDhH52vIOKPNCQhfVteZjotGNPdzHODjtxZ1sLAejGHxfXMgfs4HzvwdyTC/T6o5i/ydG4SQd4NMNVeQfmHhKgR0cxSwBmPz%2bMP25M4%2berk/jhwgS%2bObEODw6uxP3tTTi3NBGJ4Qq0RPH/T5ZB6%2b/FJgUhN82EjsIINBTHoqYmHzWtlUilRVoz46XuS78/ENQnk0X3xc2Ri5pf8KGiCzEU4%2bDr5wOluFujYvqIhcH9H/BkQvRhSMoyK1FsYZjweAcGP3e02NSYbErEyqZsdNdlYE1LDjZ3FGDn8mLpRvgMAbi3sx0/HR/EmysUuU930wGO0A3ex/zXx8iCbix8toELEcPPw/3UA47G/RlqwjGK5iHMfnoAf3ywCz%2bcWI0vJluk67X7TUqMxbwDk94XnTGe2J2tQFiwEnq9D6yxRpQwjZbb41BYnAIbmREUEwp/5hoVixcuII5wBWM8lzoxAt5iEWKhPuJyVAQc4QSBb%2b/ZPNl1V4%2b3AHj5LCIACmSG0f9lrqiKVaIzPQCdDhvaqQHtnP2e2nSMtOZIDJgmA84RgLvbmrn7dGP24jrgk53Aw8NceK5i/vMpBqQOLNwcxH8/38agNA18xnNnHzj0fL2fyXASvx7vxd3hDJxvN2N/hR6fVrriaI4HQlTu2JTigekcGcJClLBa/GGODUZymhmlxcmorrWjorYQOaWZ0sKUmJsEMxOthSu8hdqgpsbJWaeLD4OQLynuI%2byQxcuk22GlNALu4u6MDPDgkuTF14F%2bHtCp3VFmkWNNlhYBWm%2bo%2bT166oE5So%2birEiuxDbU0QnamdL66zOxY2khTo9U44PNTfj68AB%2buTaBV%2bzunzcZgi4xAl9ZitdXh/D7lfX47fI4fjo/hm%2bPr%2bacM/SMlGNHXRR6M9RojJOjLNwbn3T64%2bN2bn4RMuzL9UZ9rAKRJjVS4/Vc4MIQnRqNmBQLkjJjkJKfhKyyLGQyHsdmJ8CUZEEUx8GP2iaygNIoNIBRWMbuKzgGItz4cAQECL4UPXcWLgAQTy9xT8i5V9EBGpL8YScbzOF%2bqMi1wBikgCFYga6yWEx35eFQXzGODlfTklJQXhCDVQ3pWFGTjON9dvxwagDPLwzj1Y2NuHegA5sb4rChIQFb2jKxvoH22ZZMC81BT0EImlL94IxXojFRBYdVgY5kOZ51K7E5W4kMiwrxJgIfpkRKXAAiwyncpLe4tg%2b0BEs2HhYXxqUoGmHMAaG2CISQ9gGWIKnzIhCJOl3kGnZe4UWx85F%2bESnjGAgt8BK/G/B4R9IAdz49vf8JFWkXESJDUawGQQHeiLXoUJ9jgiMtCA52f6ilAO3VmdIIfD3F4LKyBJvasvFuVyZ%2bmq7Bo521%2bHGGy8/NdfgvY%2b8rusKl0SrspI7cWJOHr6aacGJpAu5vLMCLqWJcaA3FgcpAPOwNxidL9LhcyZW6yBNDFL5U6lGkSQWrWYOoSA1kCnfath9MCZHcYPXwD9VJ95ni95bSZalIg3wtrvHF7z/kzACC9S5C6ORkgJx/Eb9cVBEVcU3mIejP%2bf8fAHK5K/Q6L0SGyBFBKww0cu7iQxAZw7lLjUSbk95PLy7IjYM924qjg%2bVYLS5H%2borQXWbFznoLfj7chBeHW/F4SwlezDQAdzdj4cY4Hm4sxccDiXh9rAEL/%2brCH8eq8PJwNd5rNuFQpQ6XW43Y59BiOtcX53Ld0BPnjTi6QHy0P2zRWvjTBTz5ecVOE2qLhIGpT2t6C4LIMgZrCHNAmPTLE6nz%2brfLny9r/n%2bsxXJXXn6GwwAAAABJRU5ErkJggg==' 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So, ThreeFold is building a new internet. Why?

\n

We strongly believe that a new internet is needed for our planet and for humanity. \"If not now, when? If not us, who?\"\n
\n
\nWhat it boils down to is that currently the internet is only available to about 1/2 of the world (meaning billions are being left behind), it is centralized (a handful of large corporations own and profit off of our data), and it uses up to 10% of the world’s energy consumption. So, we’re building a new (peer-to-peer) internet that empowers equality (access), autonomy (data ownership, for example), and sustainability (reduces energy consumption). These values drive us forward.

\n

How does it work?

\n

Everything on the internet – websites, apps, photos, videos, etc – uses up capacity and is stored in huge data centers owned by big companies, mainly in North America, Europe, and some in Asia. In our solution, centralized data centers are replaced with a grid of “nodes” distributed around the world.\n
\n
\nThese nodes are owned by ThreeFold Farmers – but only the physical hardware – the data inside of the nodes belongs to the people or organizations who put it there. So, “farmers” plug in hardware and start to create capacity that can be used by people.\n
\n
\nFarmers come in all shapes and sizes. Some farmers run small data centers while others simply run a node out of their living room.\n
\n
\nWhen Farmers connect active hardware (add capacity) to the ThreeFold Grid, ThreeFold Tokens are created. Farmers can then sell those tokens to people who want to use capacity (e.g. a developer that wants to build or host a website, or a person who wants to store some photos). More on tokens down below.

\n

Seems quite lofty. How will you build it?

\n

It’s true that rebuilding the internet is not so simple. But a lot of infrastructure has already been built and the technology is quite advanced. Over the past 2+ years (as of May 2020), independent ThreeFold Farmers have already plugged in more than 40,000,000 GigaBytes worth of storage and 15,000 CPU Cores across 21+ countries. That might not mean a lot to non-technical folks but it is quite a significant amount.

\n

21+ countries? What happened to equality?

\n

As far along as we are, we still have work to do. One of our biggest goals in the near future is to expand the grid to Africa, South America, and parts of Asia where currently the Internet is too expensive or not available. Currently, we farming is incentivized around these key geographies.

\n

And what do you mean by peer-to-peer?

\n

Peer-to-peer means no middlemen – direct exchange of information and/or value between equal participants. Peer-to-peer means decentralization – breaking away from pyramid-based systems, greed-based systems – and putting people back in the center of their own (digital) lives.

\n

So how can I access / use your internet today? What can I do on it?

\n

By June, some of the first experiences will be live. This includes file storage and communication tools and a virtual browser, all with the advantages of being more sustainable for our planet and with full control of your own data. And over time, more and more experiences will come to this internet. We’ll be updating here and on our communication platforms as they come. But don’t worry, as a user it doesn’t change much – no coding required. :)

\n

Will [enter website or app here] be available on your internet?

\n

There are some tremendous reasons for a website or app to use our internet, but that will really be up to the website or the app. In the end, we are providing a responsible solution for responsible people and organizations. We would love to host anybody who believes in what we are doing!

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How are you making sure it’s safe?

\n

Hacking has become a part of life and is almost impossible to avoid in the current systems – they are too complex and require too many people to operate. This results in less security which results in lots of security breaches. We took a look at the existing Internet (seven layers) and simplified it down to three layers. By simplifying the architecture and instead creating technology that is self-driving & self-healing, we removed the human requirement and therefore vastly minimized the possibility for hacking or human error. Then we also developed a storage algorithm which makes it such that if some of the information gets lost or stolen (somehow) or if some hardware goes down, it is all retrievable. Long story short, we flipped the existing system on its head.

\n

What about the data ownership part?

\n

That has a bit to do with the security as well. Since you own your data, you decide who gets access. Which means your data isn’t just out “there” for the taking. Basically, we put you at the center of your digital life, where the applications and experiences you use serve you, not the other way around.

\n

And how is it better for the planet?

\n

There are a few reasons for us being more sustainable. Data centers are super unsustainable, so the simple (but incomplete) answer is “no more huge data centers.” But if you want more detail:\n
\n

\n\n

How much will it cost?

\n

In the end we want to provide sustainable access to the internet and all of its solutions for less than a dollar per month per person but for now the cost will depend on what you choose to do. Certain experiences will cost money. Storing photos or videos, for example. But all at a fair price.

\n

Speaking of money – so what’s up with the ThreeFold Token?

\n

As we mentioned above, tokens are generated when ThreeFold Farmers adds capacity to the ThreeFold Grid.

\n

Essentially, the ThreeFold Token is the medium of exchange on the new internet. So, if a developer wants to build something (e.g. a website or an app) or a user wants to store something (e.g. photos), he/she/they use(s) ThreeFold Tokens.

\n

Need more answers?

\n

We hope that helps explains things. Obviously there is a whole wiki to dive in to. If you don’t find what you’re looking for, please ask us on our forum!\n
\n
\nPhoto by Nong Vang on Unsplash.

\n","excerpt":"The truth is that ThreeFold is a big project. Here we will try to make things a little simpler for you.","humanTime":"15 May 2020","datetime":"Fri May 15 2020 12:00:00 UTC+00:00","timeToRead":5,"tags":[{"id":"technology","title":"technology","path":"/blog/tags/technology/"},{"id":"why","title":"why","path":"/blog/tags/why/"}],"authors":[{"id":"sam_taggart","name":"Sam Taggart","image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/sam_taggart.36a08ae.c31cecd8fce4a07ff4acd294dc9080c0.jpg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/sam_taggart.36a08ae.c31cecd8fce4a07ff4acd294dc9080c0.jpg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-ac287014c330d75ede1ad0c7d156878a'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-ac287014c330d75ede1ad0c7d156878a)' width='640' height='640' xlink:href='data:image/jpeg%3bbase64%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%2bJruTjMoSgt4gYKeinyRpJ5GSrVyNWuPTIL6rkMdXg2wCulgLNAgkWGWRixiADB73NyRy6fxgtVTe%2bsx4XDeUiGaRFDbdr9/od8M62Onqa%2bCPMayqEUe8k6peQD/HY7dP3gLeOa2GTqE6dPM%2be6MImj0aKdJAQwHxWa3w77k8vycGymSKlyp3aKFdcnDjlkAuhI1MQCLA7c/GJjMPcnoVqcvdpaSefTPW1L3kB0nY/wC36gdumKtNSTSVgWji4/zDJJCg1hVG4I8WPM/vAoe4%2bWpwu/McZfE0ySxV1KKqVZRIpNyyWsWJPVfJuL7YQ9LNNms1RBMjBiJCyMC0jMeZHS5vt4OEZvUOktNHTypKVhRmkQDTrIuRv0AIFuh84cROPdKiSKbXOYnkcqNO422Hbrfzh1BBB/cStSzCW72f%2bmn9YZ7PHLVcPK6Jh7xIou00rb6V6bDqcbzlPoX0nlsaiDJqZ36yTAyOx8knGJew%2bGVMuzCmo6mRKmXh1Gkto3%2bJWsRvbYY2b0/HXiCelr6l5XKXQsxNj13O9sV2k4wJ6Di1AjJgfaRldBVekMyjpIYIammiM8YhAUgqL8h4xy/l06VSzVH9TeneYLeIQFzIDe9iAeRB6Y6mo8nFDllalRLxEaNwVCgAXBvyG/3xzIjS5RmMzU0aNJTsXiUqAASm32F72xNt0IgeqUEJ2Els7MUeVqIlaKk%2bWnDkcW1AFtQHXY89u2KqZTPMEpWlE09kkWMaEIuCB4B2w9oPe8yy6YSrqSN2ZWAA0sd9IP1ubDpgWXwQsrzVLxRQqwCU5X5kzd7DbSO5/GArAryCckTCUYEDRwLU10sXDnngjWxMWkNf7kcjiVkoVo4J30jXVRXZmPxAk7gi%2bx2OK%2bHSIPPHK3EkcOilvmMAD1HIbW84s9HIlbS1VY5BjRgF87fsDqcNhgwP1KOOMOIT2U5//SvWUNJOQEmV0VzzDHcD6Ej842qnz/NquseTLqQQQ6XRXmVm4hvYMABy2PXHKuYSOcx4yFg4YMCNiN9sbnkNfmhyyCCOCozbLHYTwS0r2ljbmY3FxYX%2bxxdauu02OLcVPU7E0fNM6rcvyyvfOo6eFBTmVGjJGrY3up3G9vzjmegkkq1BmZn4hIZmN9iOeNZ9YJmeY0dfVeo7UZngEFJRK4Zr9Ge2wA5274zmekXKcppwu7I1mI77X/m2JacDOPuNysv5kbk0sdPPDBmCMiQuQFbU0Za/99hvbkB3vhZZY6uCqqqeOZovjeSwDFQbd/p0xIZjogqU48LkyABWYDRfpvYkHzyGG7UccySKKlo5HKqqkXd0A3BHIi4uSN7jAMcNkjE842FYgxoaOsr8yEFFTiSVF13IugFr3uNtr4n3yysoMoeGqqFkjAtEkYsPiNz9Tc/jEzkVFTU2UwQBWjqyNc2nYu1r6e%2bwAHbHq9IgkTx8Xg8RgAbkX6ty/wC7Y1vxFSsE7P8AJXx6vkCZltRRyCaU2Ost16AYvHpnN6ugWkFFIaaTWI9Q2HknofocDlpojUgxR3X4bKRe%2bk2Kn%2bcWWJZS0PCowEWZTcKFuoI35c7/AK%2b2O6h3BBlZHtnIiVrqyoE82Z1Bq5ZQQrMhWxG%2b/jtiBejeqoeExIeI7i/Mkhj9/wDjFqR8wEJ95gjL2OoRstrf422/PfDTRUyVLf6YAkXsbbuO%2bCtoKnUVbA42Y7gmp6SniZ57GQLoRgCLkX5Hp58YRHktDmylYowKvhgioA0CE3PMDY7/AK64GkU8VbCzQRlUIuzMBtuSPH/uHUEtSle8LFKdwFZ2Ub31XLCw3FgcUJWrVgWDMntRHYz/2Q==' /%3e%3c/svg%3e"},"path":"/people/sam_taggart/"}]},"previous":{"title":"Interview – Designing Solutions for a P2P Future","excerpt":"An interview with Jonas Delrue from Jimber, the team developing P2P solutions like video chat and office workspace, using the Digital Twin platform. Digital Twin is a use case on top of the ThreeFold Grid.","image":{"type":"image","mimeType":"image/png","src":"/threefold/assets/static/interview_with_jimber.4250cd3.b10897d120321a3f82496bd4d7642563.png","size":{"width":800,"height":400},"sizes":"(max-width: 800px) 100vw, 800px","srcset":["/threefold/assets/static/interview_with_jimber.1b91758.b10897d120321a3f82496bd4d7642563.png 480w","/threefold/assets/static/interview_with_jimber.4250cd3.b10897d120321a3f82496bd4d7642563.png 800w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 800 400' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-9ca883558395398127a4bb54a2637382'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-9ca883558395398127a4bb54a2637382)' width='800' height='400' 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\nThe current growth of internet needs 4000+ new large scale data centers of computer systems. The global data growth will reach more than 40 Zetabytes by 2020 which represents an average yearly growth of 42% starting at 4.5 Zetabytes in 2013. To host all this data, over 4000 new big data centers have to to be built. And to achieve this goal, $ 1 trillion USD investment capital is needed and land totalling the size of the UK would be needed.\n
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\nThe Internet is one of the fastest growing industries in the world. In this article we'll explain why that's not always such a good thing and where we see opportunities.\n

Internet capacity needs to become localized

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A big majority of users in the world connect to servers that are not present in their region and as such experience higher costs and low performance. According to a study by datacentermap.com, 80% of the data centers of the current Internet's service providers are based in the U.S. and Europe. The rest of the world has scarce Internet resources dotted around territories.\n
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\nAs a consequence most Internet users use Internet-based services running on infrastructure which is located far away from their physical location and most likely outside their country's borders. This decreases the general end-user experience (latency) but also adds unnecessary costs to transporting the information back and forth. Also, it adds legislation and compliance headaches to enterprises.\n
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\nOur mission is to empower and inspire people to recognize abundance by living new experiences one hour at a time.

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The Internet needs to perform better

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Compute and Storage vendors create poor-performing solutions. There have been yearly improvements in hardware following Moore's law. While this has allowed ThreeFold to progress and innovate, it has also led to software developers taking these advances for granted; cutting corners where they can, creating sub-optimal code and allowing software components to be layered on top of each other to achieve certain behavioral functionalities.\n
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\nThe inefficiencies have now led to a situation where organically-grown IT architectures are immensely complex. They use a variety of components from different software and hardware vendors integrated by so called 'integrators'. The overall effort and cost involved to create, operate and maintain such architectures is growing continuously and requiring an ever-increasing budget and resourcing to continue.\n
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\nIf we could go down to the core algorithms and take another look at these, and innovate at the heart of technology instead of applying patches and pain killers, we would be able to create much more end-user capacity than what systems provide today. Systems will last longer and will not have to be replaced by faster ones. Also, fewer engineers will be needed to create, operate and maintain these systems. Combined, these elements would present a more stable and reliable platform that can achieve higher levels of uptime.\n
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\nOnly upsides, right? Well a huge downside of such an approach is that vendors will make less revenue and more importantly less margin as systems will run for longer, be more stable and require less updates. So why would vendors innovate at the core of their solution?

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The Internet needs to become more sustainable

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Did you know that the current Internet is responsible for between 5 and 10% of global energy consumptions? Making it more harmful to our planet than the airline Industry. The good news is that we can achieve 10x more power efficiency by addressing certain areas such as storage.\n
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\nThreeFold believes IT can do a much better job at being more sustainable - in fact ThreeFold believes it can reduce the Internet’s carbon footprint by 10 times compared to other industry standards in IT capacity producing solutions.\n
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\nPower consumption is a function of better compute and storage performance that in theory would require more racks and cooling. ThreeFold's architectural approach brought solutions that enables it's Farmers to achieve roughly 3 times the performance per rack (so it uses fewer racks) and the racks require less energy than typical racks in the industry.\n
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\nRead more about how ThreeFold achieves sustainability in the following blog.

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The Internet needs to become more affordable

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The biggest cost in running IT architectures is the human cost. Today's complex systems, built out of ‘band aid and patches’ point solutions, organically-grown and badly documented IT infrastructures, need an armada of people to keep them ticking. Even though this is an example, one can learn a lot from the trends that are presented:\n
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The Internet needs to become self-healing

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The biggest source of downtime in computer systems is people. Getting people involved in fixing infrastructure problems creates the risk of accidentally causing more system downtime. A very recent example on this hit a large organisation cloud service provider.\n
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\n20+ years ago when Internet data centers came into existence next to telecom points of presence (POP), the level of complication in architecting, and building and maintaining these infrastructures exploded. From an already reasonable complicated technology setup to transport packets of data around the globe, these information warehouses were created where data was uploaded to, processed, and the obtained results sent back to end users on the other side of the globe.\n
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\nManaging a data center that contains solutions for information transportation, storage and processing is not an easy task and the growth of data volume uploaded, stored and processed has exponentially increased. The number of technologies invented and implemented in regards to the processing and storing of information has also exploded. This resulted in a double exponential growth in complexity to architect, build, operate and maintain these IT systems.\n
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\nThe time has come that we no longer rely on people to do the right thing in case of emergency - the complexity is overwhelming and the dependency on the availability of that information is huge. Having people to do manual deployments and operational responsibilities does not provide the agility and speed to keep up with the continuous exponential growth of the industry. It is time to take the human element out of IT and let smart and autonomous systems to take over. This will also let people focus on more creative activities.

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The world needs a responsible internet

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On a humanitarian level the opportunities for creativity, learning and development are currently negatively influenced by a lack of access to performant and affordable Internet services. Since Internet access is a human right, it should protect the status quo between the developed and less-developed regions of our world.

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The Internet is growing fast, with the wrong solutions

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It is evident that the current solutions are super unsustainable and make no sense. Luckily, ThreeFold and many other start-ups are deploying new solutions.\n
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\nPhoto by Thula Na on Unsplash.

\n","excerpt":"The internet is growing at an extremely fast pace, but is that a good thing?","humanTime":"05 December 2019","datetime":"Thu Dec 05 2019 12:00:00 UTC+00:00","timeToRead":6,"tags":[{"id":"technology","title":"technology","path":"/blog/tags/technology/"},{"id":"why","title":"why","path":"/blog/tags/why/"},{"id":"threefold_grid","title":"threefold_grid","path":"/blog/tags/threefold_grid/"}],"authors":[{"id":"andreas_hartl","name":"Andreas Hartl","image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/andreas_hartl.36a08ae.704968d15bc893fb2e48bcda6470369c.jpeg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/andreas_hartl.36a08ae.704968d15bc893fb2e48bcda6470369c.jpeg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-3cd4c05bd4cb236e5c997c3f01b3395b'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-3cd4c05bd4cb236e5c997c3f01b3395b)' width='640' height='640' xlink:href='data:image/jpeg%3bbase64%2c/9j/2wBDAAYEBQYFBAYGBQYHBwYIChAKCgkJChQODwwQFxQYGBcUFhYaHSUfGhsjHBYWICwgIyYnKSopGR8tMC0oMCUoKSj/2wBDAQcHBwoIChMKChMoGhYaKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCj/wAARCABAAEADASIAAhEBAxEB/8QAHAAAAQUBAQEAAAAAAAAAAAAABgECAwUHBAgA/8QAMhAAAQMDAgQEBAUFAAAAAAAAAQIDBAAFERIhBhMxQQcUIlFCYXGxFSMzgaEyUnKRwf/EABkBAAIDAQAAAAAAAAAAAAAAAAEFAAIEA//EACIRAAICAwACAQUAAAAAAAAAAAABAgQDETESQQUTISIjUf/aAAwDAQACEQMRAD8A9IUuaZS1CDs0uaZmhK%2beIfDlmuDkGTOC5bQy420NXL/yPQfSg5KPQqLfAwzS5oFsvijwtdJTcZFxQxIcOlCXvSFHOMBXSjcKqKSfCOLXSTNfZpmaXNEBDmlzUeqviqiV2Bni7xW9wrwqXoJT%2bIS3PLRs/Cog5V%2b1B3A/CVnjWrlTITdxmOgLkyXxqU451O57Vc%2bNVubusOwIWDqbuKVZ7BOPVn%2bKAZMPi0XNtyI%2b6y0XcpPNPLCSemkDHT6mlluT80t8G9HGnBy10L%2bLOA%2bHrnbFsqtbEZeMNyGBpW2exBq88E73LuHDD9tuzvNuVnfMJ1ZOStI/oV%2b4%2b1BPENv4ld4jcRHkuqgDCUgOKQem%2brG3X5UXeFtiftl84lnuOILM5TBCR1DgR6/ljcVarJ%2begXYJQ3o0sGnA1EDTgaYik5yaYtWKQmo1naiABvFaQ%2bza46xH5sXmpC3ArBaUVDCjntWRXm43F1woivyCQnZTJ/TOd87%2b38V6AvMptqHJQS2t7lKUlpWDq22yO4zXmqdcZVqnLkNRkusPp9aNOQc7nbtS%2b5i1JS/o1oZn4uPpFxCk3gobelS33cOhPMUoDSO40gnb/u9bDwDHuK0CV54JgLXqUyEZUtY2zq7JxjI74rDLReXbg8zEixAxHSvWoBGkZ9633w1mOSuGGA8EhTLjjSdKdIKQohP1OMb96laG8j36JdyfrWubDNJp4NQp6U8GmAqOFyQ2hRSpXqHaq2ZcyBpZT61HCSfehx24OB9tBPqcKlEk9TjJqeK7znC98Cdk1uhgSW2YMliTekAXH1gevc9mVzHApt8uhYJ%2bE4R/rFcSIHmAY7rGHB8jhJ9wfatOWyCgDGU1WuRPzcNhIWdwcdcdB96paqwsR0%2brh0p3Z1Zb9PoGw7G4xjS0C6ds0vDsC6wOLmnfOP8Ak0thjkcw6MdSrT0yVE79aI5810PCHCRqeWkFbuP0gewH932qztcFMdAU4fV1x1NcPj6ixR85L7s1fJ3nll9KD/FBdbZ5LKUvkqI21dzVohaVjKSCKFmdbnXLbY9uprrhzeXIGD%2bXsDn2yRmu%2bTCntox4szWlI//Z' /%3e%3c/svg%3e"},"path":"/people/andreas_hartl/"}]},"previous":{"title":"ThreeFold's Long Story Short","excerpt":"The truth is that ThreeFold is a big project. Here we will try to make things a little simpler for you.","image":{"type":"image","mimeType":"image/png","src":"/threefold/assets/static/how_it_works.4250cd3.33997201c3cff9d322d46c745d953d55.png","size":{"width":800,"height":400},"sizes":"(max-width: 800px) 100vw, 800px","srcset":["/threefold/assets/static/how_it_works.1b91758.33997201c3cff9d322d46c745d953d55.png 480w","/threefold/assets/static/how_it_works.4250cd3.33997201c3cff9d322d46c745d953d55.png 800w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 800 400' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-39902479e4533862262c6c1afa2cfdcf'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-39902479e4533862262c6c1afa2cfdcf)' width='800' height='400' 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\n
\nThe ThreeFold Token is the currency of the new Internet. It is a decentralized digital currency that represents a unit of reservation of capacity (compute, storage) on the largest peer-to-peer network of capacity on earth.\n
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\nCapacity is a new high-demand market, and the TFT will be the medium of exchange for this commodity on the peer-to-peer internet brought by ThreeFold. TFT synergistically connects the world of cloud and blockchain markets to the most scalable universal substrate without compromising, performance, security and privacy.\n

How are ThreeFold Tokens created?

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No ThreeFold Tokens have ever been minted. ThreeFold Tokens are generated through a process called “Farming”. Farming happens when active internet capacity is added to the ThreeFold Grid. Independent farmers earn ThreeFold Tokens (TFT) by providing neutral and decentralized internet capacity, thus expending the usable Grid. Therefore no central entity controls the internet.

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5 good reasons to buy ThreeFold Tokens

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    \n
  1. TFTs are exclusively generated when new capacity is added to the TF Grid. There are no centralized issuers. Tokens have not been created out of thin air.
    2. \n
  2. While the ThreeFold Grid can expand, a maximum of 4 Billion TFTs can ever be in circulation. This limit ensures stability of value and incentivization for all stakeholders.
    3. \n
  3. TFT lives on the Stellar Blockchain. TFT holders benefit from a big ecosystem of proven wallets and mediums of exchange.
    4. \n
  4. By employing Stellar technology, TFT transactions and smart contracts are powered by one of the most energy-efficient blockchains available. Furthermore, TFT is the medium of exchange on the greenest internet network in the world.
    5. \n
  5. The market for farming, cultivating and trading TFT is open to all. Anyone with internet connection, power supply and necessary hardware can become a Farmer or trade ThreeFold tokens (TFT).
    6. \n
  6. By buying, holding, and utilizing ThreeFold Tokens, you are actively supporting the expansion of the ThreeFold Grid and its use cases — creating a more sustainable, fair, and equally accessible Internet.\n
    \n
    7. \n
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To learn more about the token, please dive into our wiki.\n
\n

\n

Important note: TFTs are not an investment instrument. It is the medium of exchange on the ThreeFold Grid, and is a mechanism to enable the Internet we believe is possible.

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RXKAC4ubmJ1ysBqKiokLF9vz%2bAubk5UAkKQpAU0NPTi6HhYfT2dOHmjSKkxoeh%2bpI77kbYojLKAZWR9nhwyQvTJUns%2bRl4QgCPCWCuKAFPbqbRDHGnMp6WphNIAhbyOCNcjWLvpxUmPMkJshtMsBYIBzhKCMMZXlIKDKS6oSPWDtVhVigNt0desB1S/a3haarB098PyzMHkORtDB9HMxxXUhL2V9wIUURHRwsVSwCoBBkL%2bLsBDA4O/g6AUMDg4ABzvw1XL6dB94wqNPesw3nl3dA5uQcGSrvhqq8CV0M1BBiqoMjdiJaV7SubJ1sYz7YYg2elaTRHYZIiHl1PxWyuMEIslPnsAnzOfL6YFaKkljhB4zPM3j/AmjCQ5okBKqGPKdEaZY3KABPkeZsgw8cc/uancV5lN4yVd8BS6xCyg61gY3oWm77bzNF4mdQGc3JywFgkAJxeZSzi7weAu3x%2bfl5KgZGR0ZcFBXlQO3UCq77%2bHEf2boE8yBEZwfaIsdWFh94JONKV6akchLvWAQSqbMHRreuge3Q33DmxFXheRH24IxrCHDDBwGeuREv%2bYP56IqfBOEwXxKI/1Q89Sd4chEKkljjALtDLjtD/GkAPr5sirXEv4ALS7M4gmv/XUe84Tu3ZAK0Dm2CjcxRXwmygramCNWvXSXeIVq78RkHZi0OUADD/ZUzldwMYGhr6DQBRBCcnp15Ghgfhk7/%2bBWtWfoVb11JJtQ4NNDWVchdku59HvJcloj0tEe9hgjSL4zj%2b7Qp89Oln%2bPCTT7Hpmy/gcHgz7GlbY4xV4E%2blBJucQZK1Hi47nUOp70Xc9jFDses53PA4j1bmuQDQLyBQBV00Q530AU3Rtij3NkCssTJcdY/BXPMQNPZvgvLO9YRxApkB5tBQPY71324Qt8HEHWJxQ1ccogSAtUDGeP4cAJECAwODL9taH8BMVxXqR/egqeEmh6EKNBPAbeZ9AVtRqJ8HbH19EJOahLu0x2obVuBD2cfYvOZraKz7Am67V2LFsk9guncDTn0vVWgc3rwOxid2w4GTnNbhnXDVU0GU2Wlc5rhbS6m3MuCeRFe0yO1RH2mFunALXHM6A3e1vTA4tgOah7dDbe9GaB/cDDdDJURZa8Lw9FGspgI%2b/PAD6X7AsKhZr2uAuNfBdPjzAHrpA0YnJnEt6xJCLyqjqfEmWpvvoJ3V/QH7eEdOJG5E%2byHY3R6FfM5I7Q14G6pjzTIZQgyVUeZ2HnkW6nA4thnhmrsRyuHFnaeXwBzOdDiLJHtD2Oqo0M6qwu2iLqz0lJFwUQU3XbRR5W%2bM2hAqhCdf7qmHOI29OLXhG%2bzftg5HCHL3plU4d%2bJ7eBpyIDqzD5bahzgFvgLMwUchvAwLeMrSqM%2b43g8AdwkAibEL9L4cGBxCY20lQi3VUFmei86mcnTSx/ewjw%2bypw8wlzvSQ9GWGYXOtHDIbY2w%2bstlSDXXQl%2biL0o9zeB5aiciDI4jykAFWbaGyLY7h0gXc8RF%2b6A4PQJlif6o5HNzAm2gfmQHzI5/j3zHM7jpdhbJF44j4PR%2b2Jw%2bBuUju6Q3VNawHm1c/SU0dq%2bHh/5BmChtg43GbmzeuI4APgAHH8XCwoIwbylLk%2b4fAqBkfgeAKnhJCBgZHUNkgCuyLgVh6MEt9ORGoI%2b9fJTDzXhpMkbY37vZ2no4IIVYG2HzV1%2bgMcga44leiNE5DqWNq%2bB9aj/kRqeQ72SCQlsTpAe5wzHQF9ZBgfANC0RxUijnfXMYqx7Cim9WQGnnRthqHKAqVGBzUR9ehGZ0bCcOb/wGm79ejgMrv4TOtjUw2L8B%2bke2wEFzJ7Z/t0ZKv6jISMWjR4/eABCDHuN6fwAPHz6UAHC9JAQMDg2jsa4KxbSkw%2bUpHICi0Un3NlwSj9GbiRii%2bektkNMWpyGCCvBjB3jE/j6R6Ikc9mvlzWsQdPoAUqy0cIM9/JanOWqivHA13AdJgZ4oT45ES0o4ynxtWByNsPW79fj0y8%2bhpnoEcX62uOppgmIHTXgc3wrdrWtguWsDnHZvhM7m1VDdugqqrAeutMS7%2bX%2bWfbYcl7OzfwfgvRXA/Q0A/tJL7ujv68PA0Ahu5yajNNQUE5zrB1kDxujqpugAx%2bjzp9jaJq8n4zLzvifBG3OZIRiIdEIxJ7Zdq75AiPpe5FhpotDdBLVRrujNjsDkzQyMX0tGP687U0LQzQmzLsYNewngwPYNSOHQI%2bpAfaApqryZNpp74Xd8OxJ0DsJt33fQ2rIG2rvWYee6L2GvtRf7tq7FqtVrUF5epnj8%2bPGbLiBM3sjIyLsB8Amy17tc5A%2bDfwNALBZEDLKyFsUHwJWyLvWxxEAG5396/RkqYObGJenObSnb2mOOy7NpoWj1tUS5hQa0v98Ag90bcM/TGA3hTuhkqoxcT8Pk7WxCSMVIoRz9nBzHOEhVyT2xf%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%2bMpDUWcwGHo4JLKI9wR6KJGoaS3DGW4Yf%2bRA/0JriikypoibLHPd8LtNQW6OUwlWuhCZvDW3H24HewObUDZ2iyxFxwUumIeGMUfn5%2bitDQUHh6er5RANXw/gBEAflXAEIBvf0DGL1/EwvladLI%2b6L8Mn4oz8HslRhMX43F07xkPLlKONkJmEwMRAcBlLvq45qNOgrMT/H0XdGdGAQ3LVWEcohqiHDATe%2bLcKOkbZX28XRNMZkuBiIfDKV4oTfRDd1UQkOYLe75XEBzsr/0/5M4Ajue2gcj%2bgUnziDnj26GqcZ%2bnFQ5CXNzc1D%2bEgAfHx8JAHcZH/vzCmAavCQEUQ%2bkOtBDTzBQlY%2bFinQJwI93cjBH%2bztAI/O0NBMvrhHIrQI8K76M6ZRQdES6oJInX%2blpiFIbTZTa6WOOBfL5zSsYyYjkzB/MUdcLzREemOL1wyuRmMwKpQIC%2bTNf2mE3tMkdURdsgSoW15GG2%2bhix0g6Q2NEG22ptg9Wp3ZzIBMfs1GC0smTsLOzkwAEBweDJ/9GAVzvBjA%2bPi57vUsKYDHkNDjyUnhqEfzw8Ajq66vQyVx9XJmFp5z7F/Li0RPtgWmOtk9vE8DNyxKEx7lJGEkOQlu0G%2bXLHI5yxD035q%2bzCQYTAjki83m3svGE0n%2bSK4pmFCZSAzGa5s%2bROBQTmeEY5JTYwfxvjrJDtY8xGjPZOepuoN7PAmWu52F6YifshVE6tQteF05IH8w6ceIkHOztGbinIiAgAO7u7hIA7n%2bcAhMTE28APHny5A2AoSEBoB8trU3ITo5ACy3w46oc6XZ37yVvjPHFTxUmYIBzwRhBDGdEcJQNwT3a2ssWWiiwM6Cvt8JdtwvolvtggLVhviARz29n4bG4J3A5DJM88WEGPMJ9LCsEI%2bnB6LnkIb0Z0hRhjQpPI7QX0i8k%2b2I00hU55towVdoJK9U9sNPcB29zFehpHsdJKsDW1laywsx/sPBJALjLXFxc3g8Ad/nTp08lAFzSDZGm5kYU5GUgjCam6WoEntXkSG93t6f4oTc3Bh08tQepAWhM8Ud1gg9q6AGKA6yRYKaGSxe1UOhyHvWhThjh48OsDaPJIUyVbDyifZ7ODmLwPhhMI4CsYGkNsQ50xjmjNdYBDcFmqKShKo/2RnOoM4LPqkCFVd9SZRcsuJw4YLmaqkJX/RDU1VVhYWEBKysrBYMGq/%2bbLkAwfx6AqAEDg72ob6hBKAuU1dlDaMgJx9PKTPRkBKApMwj30wLRmMadEq5PCcQ91oObMR4oj/NGaZgDioRkg2zRIPfAgxh3FjZ/dEV74lExCyYHqQk6yj7prXFvtlI/DIkOkOqNthgHFk075r85CkPdsOGbL/HN55/gs0//Cq29m2Cnxn6vsQ8e507A0VQduqcPQ0dbHRcvXhSFUMEWCFNTUwkAdxkfezeAycnJ3wGQjNBgP5qaahEdaA8HSq/mcgQWy5LRfZlOj6uWJ1efJgL3RQ39QHmMJwqD7FAR74NyFsFcGqVbIfa4y45QEcKAIp3RSDc4kBKMp7TOk1n0C0me6CWEAQY%2bmOaNbra/Dvb%2bByHmqIt1Q4CBFj7/6C/4fPlfsW3t17A4uQO2BOCmdxTuhsdgpq8MbfXDuHBOB2YEYGZqqqAKYGxsLAHgLjMzM3t/BYgasNQFuKO9vQWZ7O1ezmYoivPFIgei3qJYPGDO3otxQVu6eJcoCl05Ebgn90ZJiAPuXfJDVbwnboba4Va4I8pC7SXHWBZsg8ogG9SFOuAxbfAkc14E3Mv%2bP5juI6mhK94FnXSA93n6d1g3LLZvxIpPZfj6i2XYu3Ele/8uWLP6u%2bkfg7vRcQJQgbrKfpga68LE1ET6kBQDFm%2bVSwC4y/jY%2bwMQXWDJCS61wNbWFhQX5yM3LZYDUDJ6CmNwO9xOOqFGdoKWSA8WqWAMZkehl1V8lN6gj6nRGs82l0D5c1XGOKM61hU1VMNdP0vpbbOJy8H0Bm7SfUABoYd9v5v53xJmiZoET%2bQ5XIAph53Pl32MVSs%2bx0EOQDbqDF7nMNwNjsLtghIcOXAZcT6wtzSEickF6XOCJiYm4saIBIC7jBD%2bnBHiLilA3BYXH3%2b/VlyM%2bIQ4xMREYKQiC91Xw3niYdK9gAH2777EYLSGeaItkvkb4Yn7Pg6odrfC/UAX3PUwR5GNHkpZD9pYN%2brj3HEnwBLTnConrgTR97tiIJ2/x6LXEm1H72/Pockad6iiJJ60BYMWAFZ8/ilO7PiWs/8%2beOkdg7P4GB0HJHsqQffELthYGLEGGBPAOQVl/waAvr7%2bHwNYemdI3BZn/oMTlOLy5eyXkZGR8Pf3B9sIhwxb%2bPK67XYO%2bvIiMM7hZawkHrWXvNCTFYYJDkKjmVSAPBDdkT5oCXJGvT/TwcsKN5zOocT9Aqo47jaxe1SG22P2WjyGs3zRkeCCwQxfNHHyE32/iZb3PjtGvpMRUlS2MgXWYfWXyyUIR7d/CzuNvfA0OAZ77SPSZwR8zNWgrXECOjqalL8%2bpW%2boML5gLD4wJQHg/scA4uLiJAAJCQlyfsHDw0Ph7Oz8UgwVInhnZ2m4gLePL/Iy4tHELtAtevgNOVpoXUsCLJj7tqiIdceDJD90JvrxNGljI%2bxwn0t8xKWelb2WKVMX54EmPmeRqdSb4iF9CKqXrbAx0pEQXqXVPaZT9tkDyKLLc9yxHgfWfoUvl30C5d2baID2wNdICZbiE6jqBxBHp5nN9iqPDYG9vQXOGekr9PT1cFb3rARAR0f3jwEwYNlr1yTnMAE3NzeFq6vLS0IQhoJ/2J4GwxFxcTGoKCtEA4PvzAxGfz4tbT47Ait5RYQjcn3MUeDL1uVjiiLPC7hGE1PJYtbKQtfG1Z3hj/p4D8ILx2RRNJpY8NqTWUPiXFHH2aAq2BoN2XJc5%2bBUaHIc2fqH4LlnAyx3rsfGL5fhzL6N8NU/jGD2fmutwzA5fRA%2blqeRHGCG%2b3fz0dVei6K8VIWPjzN0dc9IAAwN9WRUx7sB0DnJXu9vAHARgAuCggJQVHwVVZWF6OysxcR0H7pofdsyOfCw8vdfJQTxVjgd3nBhEtrpBOuinVEbRUnL7aV7%2b%2b1JlL7cGV30%2bMJA9bCFdl4pIg0AAAiVSURBVBLGvTAbtPFnNbTLt8XcwDZaxxZaaHocJTZqyDY6Ar8Dm%2bDByc/qwHoEnz%2bJSGstBJmeghfbcpirCVyMVRHEWSPW3QB3rmehv7NOMdBdJ0BIAG6WZMuSEkLfDYBeWfZ6cJCHhISISUrBx16mpl3C4HA7Zmf7OBHWY2S0gwAG0FVfis4r4XSBIei/IgDI0X85BoO5sRikPW6nTW6nuelibrdQ4vWxTmhg8auPcUWj3EX6sMMdTnnV4ZZo5OnfomJuuJ9D0%2bVY3HZlwXTQRDEBXDE7gQjVnXDftw5%2bZ4/iDgetS67nEGiiggBrfWSx3kR6XIS9gRIihGrSw1Bfc1MxOdqOnvbKV7fF2%2b7Jhnqr3w0gODhEAsDg5VFRUYiOjlLU1Ja/nJjqxfziKCfCFnR3N2ByehB9g60YH%2b9GR34setkJhgsY9FU5r6N5suHoTgmSzE4jA26mf29K9GHl96AqXNgC7VAVboPyECuU%2bpugjnXhDmV/3UEL91OonCgX3HLUwi1nHZQ6n0GBrRritXfDn/leX1OOkbFB5IQ6ItpBD6EcrqI9rJDKrhPsbAw7/ZPwsz2LK8mhigaqtaIk/dW7wyUZsoqSS%2b8GEB4e/gpAcIg8PSMVbR33FQ8XR1%2bOTvRg4dEU%2bgea0N3zAIuPpqmEZkzPj6KTI3AbJd3HE%2b/OYuAciDq59zAFmjn71zKn6zgN1rK4VUcy0BBLBmtOa2yBG/5muBXIawZ/y8sQVawfLTz9O256KHfXR7nbWdzh49ecNJBopozGqtuYW5jB4FAvbqRHIt7ZAFeTIxFInxDhboH0SC%2bEu1nARk%2bFIFQUQQ4GiPG1lABEeJjJkkPs3w2gqOiKBCAnJ10%2bPtmP%2bYVRxcR0/8vhkW4GPYWOrvsYHu3Bsx8W6RI7%2bGIm0N1yF9WXPClpdzQkeKEl1R%2btnOTakjkn0PvXMqi7wVYMWpy2mbSu%2b19kx7BEaZAVbnOvCLiIe/6maM1PRA2Nlbh3cM/bCDVUR4WHPq6zLnQ0VmLxyUNMTAyhf7AbZYWZTANDlBVloO7eDVTezpM%2buH3rRj4uJ0WyS8Uoejrr%2bdzOVynQ0yIbHu17N4CFxSkJAE9Y/suvz4TUFcOjXS8nJocwPTOItvY6PjaEx8/maJK6MPdwDL0DrehououajHBUxXmyxztLxayG01tVuAPKRIBBIngLXPO5iBu0waW0xmWhtrjD/R5XlajebIkP6B4r3HRR5WuM2gBTVPmc4/zggOGeZjx5/ghzcxMYFwAGutDR/gCZoS64kRWN/v42jup1uFtxDcV5qaisKMHAYI9ienoYTQ13Xr073FQla264/W4AT5/PSwCe/7Ao//mXJ5iY7Ff09jW/fLgwxT/Yip7eZszOj2Hx8TRPohczc6N8rAWTMyMYm%2bhDZ1MlKguSUZubgHL28VIOPjc5BImPxd/jTHCfo3IdC18V0%2bEOK/891oEa1oEaeodWzvrVVEKVzwXUBZpSAedQlxqCmclBPGbwi49mMf9wCkPDvbTovXi4OIuy4hzpY/S385PRcL8S1ZU3uErQN9CJxvo7ipaGMjTVV0gAGmtvy9rbqv8IwEMJwLMXAsBzAuhT9PW1vlxYnEQXi9/IaLdUCx4ujmNyakACMDjUiSmqYvbhuFQTulgjfvrnz6i%2blonrPP2W7DA00yt0cIRupXFqTPJGLbvAvXBbVAVdRCXT4cGVODRzjK6jEupZHyqpgFa2skdP5vHsxWM8efoQD5n7U9OjEoCJyWHCmGQ69uNOaSGyoryQmxCI24WpaG2qRktzDSrLixRTU0MYHnn9xshgt4y/924Az188egXg%2baL8n//8G0bHexSjY70vZ%2beG0dPThKmZAXaDcUIYpxJGpXSYmHwFQqyHBNXWVoMnP3KQGmpHlqMBOjgtCtvbxNrQkOiN%2bzRAtZwea6OdUM0C2Faej6GWKtT5maKOaqgWN01rSvH8by/ww0/P8OLHp9Lpi%2bDFEikwPTOGmdlxHkg/xidH0d3bgbrqMjQ3VrFLtVINd9Db26748aenmJuflADw%2bTLG90cKWJAAPH46L/%2bf//kPjI33Kii7l%2bPsAqIQzhDE4pNpSQEPF5mPlOfs/Dj/yTh/Ngb%2bPpgyPJlePP/pMbI9xSzPfs/AGyj9B0k%2b0nV9PAsma0UtAXTfLUJLVgQf80b//TLMz0/hp3/8HT///Wf8%2bLcfmG5zmGXuMxD6kHEpeAFibHyQ/6uDKdgure6ednqVXjx4UI32tgYBSvH4yRxbd48EgEqQdff8wWeEnr5YlL3aH8n/6//8h1QEKT%2bOw%2b0kPsagp6kABj7Vxxc2w7zvx0O2xJlZcTojePHDY0kJnV0NmH80g%2briDNzwppxTGXScmwRDFMhqDkF13BuS/dFdfQODTfco94f426%2b/4O%2b//gM/MfCnz1j0Hk4z8Kn/BsBdyF%2bcfP8APUhnMwNvY3q2oq%2b/UyqMLc21QvYCEAHMY3Ts1WeERsYGZFPT4%2b8G8LdfXkgA/v7rj/L/%2bt%2b/inxXPH%2bxwDbYjsc8iUdPZkVhZNFjJ3g6z%2btBKT/FC5uZGWe%2bLuI5IYha0d75CkIdC2Ili14NT7yK0r%2bfyfmhPBfj3U0QxfXJD8/w8z9/xc%2b//B0//iQCf8z/%2b%2brUJ6dGKP85Kf/nCUMscfIiWLE6u1okCGIJNTQz9yl9qU5wKRb5/4eGXrVB7rKJ8T9og7/880cJwD/%2bx8/y//xfv/LFLCiePJt7KWywoCkAjIz18MWN4cmzBek0WC/4AqelFiWe8%2bLHJ1igUrq6H2BgqIty/gkzInf5omYp32c/PmOR/AU//8c/8ZQ5/sNPL/D8%2bTMCXpQq%2b8zsBKYp9aWTnpwalWQvlCB%2bNjjUI524CFjsLa0NeNBUi5aWWrR3NEoeQShgYLBLMc%2bO1d/XKgHo622RLcz%2btgj%2bXzpsDyFRMAivAAAAAElFTkSuQmCC' 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\n
\nWe probably don’t need to tell you that the invention of Blockchain technology changed the world dramatically. The ThreeFold application of Blockchain technology to compute and storage capacity is one of the most exciting initiatives we have seen to date.\n

The problem

\n

There are some major challenges with the current foundation of the internet and how it has moved from being a medium to independently share information amongst internet users to a multi-billion dollar industry governed by a few (American) companies.

\n

The solution

\n

The ThreeFold Foundation has the key to change the internet for good, and you might want to play a big role in this. And so can you! By becoming a farmer you are taking part in that process. You are contributing to a significant increase in Net Neutrality which has come under serious threat in recent years. You are helping to build a more sustainable Internet for generations to come by giving the internet back to the people.\n
\n

\n

The ThreeFold Foundation has created end-to-end technology that creates a very stable digital currency with neutral, private and distributed capacity generating hardware as a financial backing mechanism.

\n

The ecosystem

\n

The ThreeFold Ecosystem is a token economy where tokens (digital currency) are being generated (and therefore financially backed) by internet capacity generating equipment, owned by anyone and housed anywhere. By building and creating internet capacity owned and operated by all of us, we can create wealth and business opportunities for anyone in the world. Also, this sets the foundation for a more stable digital currency to emerge.\n
\n
\nNow is the best time to become a ThreeFold Farmer. Anyone who signs up now to purchase and connect Internet capacity servers or create capacity pools, will be part of the first ones doing so and therefore will enjoy a higher return on investment than people joining at a later stage.

\n","excerpt":"We probably don’t need to tell you that the invention of Blockchain technology changed the world dramatically..","humanTime":"03 February 2020","datetime":"Mon Feb 03 2020 12:00:00 UTC+00:00","timeToRead":1,"tags":[{"id":"farming","title":"farming","path":"/blog/tags/farming/"}],"authors":[{"id":"andreas_hartl","name":"Andreas Hartl","image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/andreas_hartl.36a08ae.704968d15bc893fb2e48bcda6470369c.jpeg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/andreas_hartl.36a08ae.704968d15bc893fb2e48bcda6470369c.jpeg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-3cd4c05bd4cb236e5c997c3f01b3395b'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' 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\n
\nToday, more than 40% of the world is without access to the internet, a tool which brings incredible access to knowledge (education) and important information, communication tools that keep loved ones connected and are crucial for emergencies, and economic opportunities. And over the last year, as the world is spending more time at home, digital economies are booming and education is going remote. With an uncertain future, we need to fix the digital divide or we risk leaving billions of people even further behind.\n

The Data Center Problem: Cost & Proximity

\n

The centralized data centers that power today's Internet are located \"strategically\" mainly in North America, Europe, and select parts of Asia. For populations living in these regions, Internet is accessible and generally relatively affordable. But the further you travel from these data centers, the less available and more expensive the internet becomes. Internet access is mostly an issue Sub-saharan Africa, throughout Asia, and some parts of South America.\n
\n
\nOf course some data centers can be and are being built in and near developing and remote regions, but for reasons including cost and audience, this hasn't been a huge priority to date. Beyond that, the data center model as a whole simply cannot scale to meet the future demands of the internet nor is it sustainable for our planet, so this is not the right option.

\n

The Internet Shutdown Problem: Control & Manipulation

\n

Lack of internet access isn't always just an availability or affordability problem. Today's internet can be limited or even shut down at any point, by the right people. Take a quick look at NetBlocks.org, an organization that reports on global internet disruptions or outages. Typically governments are enacting these measures during times of unrest or protest or  important political moments. Even in the United States, the Executive Branch of the government has the power to shut down the internet in a case of a national emergency.\n
\n
\nCutting the internet or restricting certain services based on region (a common practice as well) is not only not right, it's dangerous. People rely on the internet for information and communication and no government or entity should have the ability to shut the internet down at their discretion.

\n

The ThreeFold Solution: Fair & Neutral Internet for All

\n

In 2016, the United Nations declared internet access to be a human right, yet today if you are reading this post, you are privileged. All humans deserve access to the internet and ThreeFold has the solution.\n
\n
\nWith the ThreeFold model, nodes can be set up anywhere in the world where an existing internet connection and electricity are present. By putting physical infrastructure at the edge (close to users), greater levels of access can be reached.\n
\n
\nFurther, the ThreeFold Grid cannot be shut down or manipulated. It is a neutral internet owned by the people, where autonomous technology heals and runs itself and requires minimal human intervention.\n
\n
\nToday we are working with partners in the clean energy and network / connectivity to build the solutions that are needed to provide fair and uninterrupted internet access with all corners of the world.\n
\n
\nOf course we will need new safe, secure, and private solutions for people to collaborate online. Many of these are already live and deployable via ThreeFold Now Community Solutions. We are working with partners in the education space as well to build toolsets for students to enrich their lives.\n
\n
\nWe need a more inclusive internet, and that is what we are building.

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The world needs a new stable & green digital currency, which is usable globally

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Digital currencies are on the way to global adoption. Today, there are approximately 130+ billion dollars worth of digital currencies in circulation and approximately 1 billion dollars traded on a daily basis on open market exchanges. Benefits of digital currencies include direct peer-to-peer transactions (requiring no intermediaries such as banks), greater trust (secured by cryptography and mathematics), lower friction charges, faster transaction times, and no single point of failure.\n
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\nHowever, cryptocurrencies commonly face some major problems, such as:\n

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To learn more about the token, please dive into our wiki.

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w68swJtTSVpA9M/J1XDlw5ZowqakWRLNorm1FQyH2Ywz0gFrwRQcwV7YvT2w5Y3BmlWLO28Ehh3pVu4VOrgUsfGFPPsOg4XNyugEs6ZA0T9fPjpXlIoXwzgDwv/fDke1JkdSiYVSKUhNZnxFHmNHD2eC6sF7729l5ZqNjBw9gcXvrmLewsU0vjGLKTNmsqR2GC0qcg8sdu7rgA8EcIsc4k25xrsWGzd18CdZQe5XxvhuSREvjlbw8u5r/NuVsfx%2broo/znVj9MjOJOQPI9WaRGo40jqE2ZVxl%2bhvFwAumwu3mOtIlAw08bnlNN2Dd%2bEcsAl70VRsPVdhS4v7nzIMfXWAHfrguAQrtRpqmrTRFlFnoe5rNVbWG%2bX69J70%2bBisDpCigKPSfzz78QkwWQyI%2blMY2bedDjaMfgNqVOTqGFQzlhGjxzFq7ETGTnyNkXVj1bfHsF96fSQneUeA3tFB76hVfe3189Dl5b4CiU%2bMN2w%2bbhhdXBMw9wojPJ7YmR/29eHbQ6U8P1POsmkRUTtJI7qrNXibkmQTcPHg7QIyPopbWleTNJ%2bpQNsp%2b%2bV4CuvwdWvA2f89nNXb8ZTOxRBWgDG1jJ5yeOOUmQ364N4kExsFwCI9ni1dNZpclMenvjj9FXRqMKU1%2b9H4GkhWWxQL8vIYJwC6DJpGStU8eg2ZwLARY6gdM5Ehw%2buorZvE6FGj2ZeZxxdWDzckqweyznEA7grcO3KSt5S1hxqc7ur5%2bGvXNUhd03u/Mtj4YU0Bd5sK2DQ3mdJMJ9YkF06rQ1S3tQZtFwhWXQ49jksgZnHgzxmGoXA8jsxatcK%2bJBpc8gEG/IopGi3AUqxZwGV2kam%2b2KjMf6iJbq4%2bvFebbFbwK3Qt1ut7LB6WJVrpHP/dT44qVSDEGZAsAFLC6aSmZOFW1vpXD6V71QiC%2bX0o7tqfvkNHM0Ay6F8zkuqRo5kkY3MoN5%2bPi9txUBb6WHxMFgAt0u9Dj4%2bb2v92HBRdLZLfHbHipsnLrfwgJzcVMH5IlDbJViJ2u9qZR8FK5/HgdV6H0YY3LgXdGyXZMsXRGGhDRr%2btGEacwla5jQ6xImYlJ3CqvYnPixKY4TdgCAlhb5KDzgp2oVgwQut72uSA9Lk6wSRG2NlvcbFP1xR7QKYojD/OguR0YoF0/AFpzBrCZUigS5feFOQW47XE7af2LKskJz2ftEg6xW07UZVTwGxlZnt2Hkc6lNJkMrFX9aZZ3/WlDn1FQd%2bS47yvYntNBTg%2bXD2UF9jid9E%2boIzrvW5lOSAJubR/vMhZBYAtXvS0WlUEzSYL1RrQBiuO/sr2ErGqR7c36d55JA/bJ/B9ZxM/dNXVxcKjEjOGgOZzt65O0s1kAdBb1H9La7PJzG5tfFGbXZVWrwjxAx4vdSl%2buvmSiShwmy0Tn/ppKKsX2eF8%2buiAfcOZZBa0IyM1k/T0PJyJak2a/53aKxD3FMpqngAepkAXKohtYl2Tak6TNH3IZOSEz8KFoIerfo3Rcp43JY3Pk3NYYA%2bSptfd8vUBnccTL3JGa2vVd6igusQGowDppbF8i1g7L17I9Z0DBcI8tcKNHhd32yfxtNTI065JPOxu5VapCYNfmQ2Jhn4FmqkPNOj6UHTfkhTvCnFdioZxnVqkS21%2bO05NPX5PgccssshdNDLX7MVXf5Ka4mFUB9PIKO5IcXF70iMp5KSkyTz5ceuQFgGRaNCBVVxtqvgBUbbEGv%2b53cIqZa/JmMSnTiNHwrqCFo65bJySNM6XdOEdJSlqNuFyOfC6PX/RPd7zlXmn9jYLiFSBMEnn3qD7eu33vmrZZH3nXDFtj5jTrEHvcLGNJRkRxqh2jXPGGWCR1ZX2PMpwoXTUqE37CIDxytI96fqeLcgtBX7L7ue2NchNAfLA7uOAmJLVdjzWyV/hn30LV8N13GVzCQk0v1Nzg9NPaiiN0rYd6VRUSG5aAYPLYswZESDqchKVtjNTJaOUdLUtJUAHHuB0sDXFRrNfAHhtqhMGDqvH33j1VbbI4ycHbZgDsrn2%2bC/LdjHX0SoBo9pdiu7n6fyTxKYZYvAqxbFcwa%2bVhHcruXMliTYCPar7FMWRE25DNK2XAFB19ytAr8mJR9XRrw86pf0RQnG/wDms5284pEtHoDXwBzY/ZwTKoqQwbdpMxTP9IuERB3EO%2bhhv20likkP7OHHGW5LoZ9XhkpT1niVeHn%2bSxr/OZXJzRzozB%2bWQkVZIZmaB7PZf1XnFG1l8f6wN59/ysFcGbU/YxtmKvlwcMZx9mjsKYw5K2opVubmYnRbVA6sCj7c8G8MFwAdygFNE/YVi8XxJaokY8JHVzVLt3S3BQDBeMCUHc0pPrF3mYcseLgA033vjP1Ub4zqS4dGmHXT4IiFZo836h3Jb/zXaretTDR3XVJTeN0eFaIB%2b2UNJqDuOa9Be0qZcwJk7CrcjWTTNwNVmEo6SsThcqWQHrNzclyZLm8mzw1n8eTKD30%2bm0bQ4lfIOEbm5ACtfS6dlc4B/ns/ib1/l8U1zqh5HmVKWSj%2b1wTqbg65uJ139fl7Jy8Wb56XGYlHAfyVrjDK8RDSfr/sdYvCm1gS6WKPPds3oLetbSr5NMg8GsWf3x54%2bjGCwPQaf6OqUbryihk9ScKsjZGodmNGBFb0buLjiMusrXqNRVX56kpOZ9jDLbFnMMmcxwtsOS/UuLBMvYK7Q2mczzqoPcfb%2bAN9r5wnNuYmhcgdDq8s4Ot3HhTVpPDuRx8/Hs/npSAb/OJPO40NpnFyfxcszpfx2LIUXR1J5rtf%2bEFgXtofoG0qkVIamPOIlX0yxid5tVAdqfR4WSzYrlLSNCrxBCZupxwuU%2bUat%2bySr9Qq%2bouBVEuovkTz5LJOmv0n/gcM1QRbjTK/AM2wdhphQypYZiv9ZEf%2b1x6INqooq2TRqI2eXXuTb7d9zZ/M9tnWr4TVRaZJM0VLptyHJqyrrIM2Zi6XiA2zjz5M47DOi9WeITjxJYPwxYjPOYh3zJdMmDWZFZwNv5SVw4Y0Evv4ozIsvxYYjybw4lsZvJ2I8PhjmaXOMH5ojvPg8xuVNIcaqEA5V5ruFvJQo8238AXJVAPv63CwT3V/XWZdrXWU0S/dmtutaqOc2qE1uNpipSe2NfeI5HJOv4pr4FT1rl%2bAKlOEqfxNnXROmPhsw7Aun8b4rTA9z/N8YI22TS1hbu45PXv%2bEWx8%2b5PHW77i%2b6gqnl55ha7tKxgmEBrHkddWJeMfoKU1lyJU5iidhHXsKy%2bgTmHtvJzCyGeugA/LfO3l3Si7Hqwysq01m9Ox5bKtL59hsm6xtjOcnUvj%2bcIwfP4vx9FBEIES4scvPYA1lvSXH0qhXIPtIVqXvFQnQJ%2bAmL/7zu673lekROvNSaT3eRZboTDsEyE6Tm/GShr/b69gb7uhc5zB2W4ux40Lcw/cRHnuY8JjDWDUiGy76kzkZymKBM0y2I8K8fgvZN2Uv19bc4tq6263rhSXnuLLiOldXXWZ6VntqBcJsyWaaLPQoXSMFxGABkR0uw1jzEZZJ50gc3EzK6ONERLPmzuocakWfpuTSfuKXzJjQm%2bUlBo7NsnNzS4jnpwp59nmhgFARPJzJ/f2pbKj30j3ZSSeflyKPh25Brc5kMnzyHg4r6SrcsyWH9wXAan3/26oBq2SCdumKt76AzmhpMxzzhOsKtA5n50Yc084pORuxahDylc3B3mYchi/kus7I2KwQAAt7TuejSbs4%2b%2b5XfL3rR1o23OWsgr689iYPxYS7Wx9z6p1jjIjmMV1fPDn%2b56e%2buFZFZ6Mqf9x5%2bR0xLJUrGNznHZqcaawIF3NTzvCmasxdafmqusi2TjG2jjWKBU6Oz7RwcIqGoY9LeHqkkG%2bbM3nyaS6/nkqnodpNlrRcnp5JQTSL2RMjdKp6lX5VtXzQxsvWDBNLrVYOGP8qetsV/ExJIE2u0qKqb8uoJHH0VWzhAaJ%2bEZZ6MbTtmzjavY4zZxQWZ3v%2bHyX1cHksct7SAAAAAElFTkSuQmCC' 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Use cases for the ThreeFold Peer-to-Peer Cloud

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Any Docker Service

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ThreeFold nodes natively run containers - therefore they can run any Docker service. But it does so in a more efficient way than the current Docker engine - the most used and known container technology platform in the world.

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IAAS

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The ThreeFold node technology enables hardware capabilities to be used for IAAS services in a very efficient way. Overhead is reduced to a minimum by stripping out unnecessary layers of software that have been implemented over the last decade to patch scaling and performance problems. Our engineers have always looked at the root cause of issues and by innovating at the core algorithm level, solved many issues.\nExamples are:\n
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\n\n

Archive

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Data generation is growing exponentially. More data has been generated in the last 2 years than ever before. This creates a big need to archive data. The ThreeFold node technology creates storage and archiving capabilities by using standard hardware and known interfaces (S3, FTP, WebDav, CIFS, and NFS) will be built by developers worldwide and made available. The low-level storage functionality supports version controlling of the archived data, which keeps all relevant changes without any limitation by using a small amount of actual storage capacity.

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Security

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Data security and reliability are key aspects of any storage system. The ThreeFold node allows all data to be compressed and encrypted if and when needed. The distributed character of the storage system enables site redundant storage algorithms to be deployed while keeping large data volumes from being stored in a single location. This removes the risk of data being stolen (physically) and prevents a site outage to result in data outage. The distributed character of the system is in line with the increasing spread of actual data generation. ThreeFold has sensory equipment everywhere these days, and the overhead of storing all that information in a few central places is enormous. Data collection and storage happens once - reading data to use it for a particular workload happens many times.

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Data Mining

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On traditional server architectures, every application has to set up its servers that run their code in isolated silos, making sharing of data hard. The distributed character of the ThreeFold node technology presents compute and storage capacity everywhere. This enables large data mining workloads to happen close to the source of the data. By storing data in a distributed manner, mining can be distributed as well. Distributed compute capacity next to storage capabilities creates the possibility to create data mining operations on local storage (which makes it very fast and efficient) by coding data mining algorithms in programming languages (such as Python, Lua, Javascript, and Golang). Data mining follows distributed data storage.\n
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\nNever run into scalability problems again with the ThreeFold node. Data storage can expand horizontally using thousands of distributed nodes to create large storage volumes.

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Smart Contracts

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Smart contracts are applications that run on a decentralized platform, exactly as programmed without any possibility of downtime, censorship, fraud, or third-party interference. These applications run on a blockchain, a powerful shared global infrastructure that can move value around and represent the ownership of that value. Smart contracts enable developers to create markets, store registries of debts (or promises), move funds following past instructions (like a will or a futures contract), and many other things without a middleman or counterparty risk. ThreeFold nodes run based on smart-contracts.

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Self-Learning and AI

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Blockchains can be seen as databases. By current database standards, traditional blockchains like Bitcoin are terrible: low throughout, low capacity, high latency, poor query support, and so on. But even with these terrible characteristics, blockchains introduced three new and important characteristics:\n
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\n\n","excerpt":"Containers, IAAS, Archives, Security, and more..","humanTime":"12 September 2018","datetime":"Wed Sep 12 2018 12:00:00 UTC+00:00","timeToRead":4,"tags":[{"id":"technology","title":"technology","path":"/blog/tags/technology/"},{"id":"threefold_cloud","title":"threefold_cloud","path":"/blog/tags/threefold_cloud/"}],"authors":[{"id":"sam_taggart","name":"Sam Taggart","image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/sam_taggart.36a08ae.c31cecd8fce4a07ff4acd294dc9080c0.jpg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/sam_taggart.36a08ae.c31cecd8fce4a07ff4acd294dc9080c0.jpg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-ac287014c330d75ede1ad0c7d156878a'%3e%3cfeGaussianBlur in='SourceGraphic' 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\n
\n**The Internet is growing like crazy and is now a trillion dollar problem. Together we can build a new neutral Internet.**\n

An introduction to the problems

\n\n

Current Internet and Cloud capacity

\n

Today, the cloud computing industry represents a 100 billion dollar industry - mostly owned by about 20 global cooperations. Experts such as Bell Labs and Cisco believe the capacity requirements in the next decade will dramatically exceed existing infrastructure - requiring many more data centers and billions, if not trillions in investments.\n
\n
\nThe spectacular growth and advancements in cloud computing that occurred over the last decade resulted in large part from “hyper-scale” efficiencies - i.e. centralizing Internet infrastructure in very large billion dollar data centers. However, demand for Internet capacity already surpassed the available infrastructure with emerging technologies such as Big Data, the Internet of Things (IoT) and Artificial Intelligence (AI) Technology. The existing hyperscale cloud architecture cannot cope with this growing demand as the requirements for land, power and funding are becoming outrageous.
\n
\n
\nThe challenges facing the Internet includes the following:\n
\n

\n\n

The ThreeFold Solution

\n

Our solution to these trillion dollar problems is to migrate Internet capacity to the Edge (closer to user location) - i.e. a “hyper-distributed” network architecture, located close to users (in cities, schools, offices, homes and even vehicles).\n
\n
\nEdge networks will not necessarily replace the existing hyperscale capacity powering today’s cloud - rather, they will scale to meet the increased capacity demands going forward. However, if the current hyperscale capacity can be decentralized to improve energy consumption and reduce costs, this would be a huge global success.\n
\n
\nBy 2025, 60% of new Internet infrastructure will be decentralized and located at the edge of operator networks by using alternative locations which have stable (renewable) power and reliable connectivity.

\n

ThreeFold's technology main benefits:

\n\n

The ThreeFold Zero-Node

\n

The Zero-Node provides compute, network and storage capacity to the internet and ThreeFold's blockchain. This capacity can be used for any possible workload. Here are some characteristics of ThreeFold's Zero node:\n
\n

\n\n","excerpt":"The Internet is no longer the neutral place it used to be. +80% of the Internet capacity is delivered by a handful of companies.","humanTime":"01 June 2017","datetime":"Thu Jun 01 2017 12:00:00 UTC+00:00","timeToRead":5,"tags":[{"id":"technology","title":"technology","path":"/blog/tags/technology/"},{"id":"farming","title":"farming","path":"/blog/tags/farming/"},{"id":"threefold_token","title":"threefold_token","path":"/blog/tags/threefold_token/"},{"id":"why","title":"why","path":"/blog/tags/why/"}],"authors":[{"id":"kristof_de_spiegeleer","name":"Kristof de Spiegeleer","image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/kristof_de_spiegeleer.36a08ae.4beca8a4879254536a729b04eab83027.jpeg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/kristof_de_spiegeleer.36a08ae.4beca8a4879254536a729b04eab83027.jpeg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 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ThreeFold's technology does not follow the traditional IT model

\n

The Edge internet needs a different approach. So, we started from scratch and shaped a new approach. ThreeFold's open-source technology addresses the scalability, security, storage, energy, and operating issues by simplifying architectures and not relying on third-party software. This drives down costs and improves efficiencies.

\n

What is ThreeFold's Technology Toolbox?

\n

ThreeFold's technology is based on three primary building blocks: Stateless Computing, Self-Healing Technology, and Blockchain technology - this is the core of our “Technology Toolbox\".\n
\n

\n\n

Enabling Stateless Computing

\n

The global decentralized internet will be composed of thousands (millions?) of nodes distributed geographically. This means the decentralized internet must be powered by a stateless operating system that can be booted via the Internet (as opposed to living on the node locally). This removes the complexity of upgrades, truck rolls, etc.\n
\n
\nOpen-source components have been developed, Zero-OS, for the deployment of bare metal machines functioning as Internet nodes and application hosts. Our Zero-OS platform runs containerized applications and software code on secure and distributed IT infrastructure. Zero-OS can be deployed on off-the-shelf hardware by anyone willing to make server and storage capacity available in their markets and within our network.

\n

The benefits of Stateless Computing are substantial, including:

\n\n

Technology that is self-healing & self-driving

\n

ThreeFold's Jumpscale framework and ZeroBot allow the creation of blueprints to auto-deploy applications within the compute environment. The bots are constantly checking the health and uptime of the infrastructure, and runtime environments, to guarantee the performance and availability of applications at all times.

\n

The benefits of our self-healing technology protocols include the following:

\n\n

Blockchain Technology to execute workloads and applications via smart contracts

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The engineers developed new blockchain algorithms based on proof of stake for validation purposes and turned this into our Rivine open-source blockchain software.\n
\n
\nUnlike the “proof of work” blockchains that currently dominate the space, our Rivine blockchain is scalable, green, and secure - and does not rely on huge mining resources. We run our blockchain on approximately 200 dedicated nodes and do not rely on any third-party software.\n
\n
\nIn addition to our blockchain technology, we have also developed ItsYou.Online, an identity, and access management platform. Itsyou. online uses three-factor authentication to manage access on our network and facilitate execution.

\n

The benefits of TF blockchain technology and identity management platform include:

\n\n\n","excerpt":"The Edge internet needs a different approach. So, we started as from scratch and shaped a totally new approach..","humanTime":"12 May 2018","datetime":"Sat May 12 2018 12:00:00 UTC+00:00","timeToRead":3,"tags":[{"id":"technology","title":"technology","path":"/blog/tags/technology/"},{"id":"threefold_grid","title":"threefold_grid","path":"/blog/tags/threefold_grid/"}],"authors":[{"id":"weynand_kuijpers","name":"Weynand Kuijpers","image":{"type":"image","mimeType":"image/png","src":"/threefold/assets/static/weynand_kuijpers.36a08ae.6b11a2cb7906afc96f1643179845b181.png","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/weynand_kuijpers.36a08ae.6b11a2cb7906afc96f1643179845b181.png 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-ecd4e63051f5cc426bcfe2a9812a147a'%3e%3cfeGaussianBlur in='SourceGraphic' 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RXKAC4ubmJ1ysBqKiokLF9vz%2bAubk5UAkKQpAU0NPTi6HhYfT2dOHmjSKkxoeh%2bpI77kbYojLKAZWR9nhwyQvTJUns%2bRl4QgCPCWCuKAFPbqbRDHGnMp6WphNIAhbyOCNcjWLvpxUmPMkJshtMsBYIBzhKCMMZXlIKDKS6oSPWDtVhVigNt0desB1S/a3haarB098PyzMHkORtDB9HMxxXUhL2V9wIUURHRwsVSwCoBBkL%2bLsBDA4O/g6AUMDg4ABzvw1XL6dB94wqNPesw3nl3dA5uQcGSrvhqq8CV0M1BBiqoMjdiJaV7SubJ1sYz7YYg2elaTRHYZIiHl1PxWyuMEIslPnsAnzOfL6YFaKkljhB4zPM3j/AmjCQ5okBKqGPKdEaZY3KABPkeZsgw8cc/uancV5lN4yVd8BS6xCyg61gY3oWm77bzNF4mdQGc3JywFgkAJxeZSzi7weAu3x%2bfl5KgZGR0ZcFBXlQO3UCq77%2bHEf2boE8yBEZwfaIsdWFh94JONKV6akchLvWAQSqbMHRreuge3Q33DmxFXheRH24IxrCHDDBwGeuREv%2bYP56IqfBOEwXxKI/1Q89Sd4chEKkljjALtDLjtD/GkAPr5sirXEv4ALS7M4gmv/XUe84Tu3ZAK0Dm2CjcxRXwmygramCNWvXSXeIVq78RkHZi0OUADD/ZUzldwMYGhr6DQBRBCcnp15Ghgfhk7/%2bBWtWfoVb11JJtQ4NNDWVchdku59HvJcloj0tEe9hgjSL4zj%2b7Qp89Oln%2bPCTT7Hpmy/gcHgz7GlbY4xV4E%2blBJucQZK1Hi47nUOp70Xc9jFDses53PA4j1bmuQDQLyBQBV00Q530AU3Rtij3NkCssTJcdY/BXPMQNPZvgvLO9YRxApkB5tBQPY71324Qt8HEHWJxQ1ccogSAtUDGeP4cAJECAwODL9taH8BMVxXqR/egqeEmh6EKNBPAbeZ9AVtRqJ8HbH19EJOahLu0x2obVuBD2cfYvOZraKz7Am67V2LFsk9guncDTn0vVWgc3rwOxid2w4GTnNbhnXDVU0GU2Wlc5rhbS6m3MuCeRFe0yO1RH2mFunALXHM6A3e1vTA4tgOah7dDbe9GaB/cDDdDJURZa8Lw9FGspgI%2b/PAD6X7AsKhZr2uAuNfBdPjzAHrpA0YnJnEt6xJCLyqjqfEmWpvvoJ3V/QH7eEdOJG5E%2byHY3R6FfM5I7Q14G6pjzTIZQgyVUeZ2HnkW6nA4thnhmrsRyuHFnaeXwBzOdDiLJHtD2Oqo0M6qwu2iLqz0lJFwUQU3XbRR5W%2bM2hAqhCdf7qmHOI29OLXhG%2bzftg5HCHL3plU4d%2bJ7eBpyIDqzD5bahzgFvgLMwUchvAwLeMrSqM%2b43g8AdwkAibEL9L4cGBxCY20lQi3VUFmei86mcnTSx/ewjw%2bypw8wlzvSQ9GWGYXOtHDIbY2w%2bstlSDXXQl%2biL0o9zeB5aiciDI4jykAFWbaGyLY7h0gXc8RF%2b6A4PQJlif6o5HNzAm2gfmQHzI5/j3zHM7jpdhbJF44j4PR%2b2Jw%2bBuUju6Q3VNawHm1c/SU0dq%2bHh/5BmChtg43GbmzeuI4APgAHH8XCwoIwbylLk%2b4fAqBkfgeAKnhJCBgZHUNkgCuyLgVh6MEt9ORGoI%2b9fJTDzXhpMkbY37vZ2no4IIVYG2HzV1%2bgMcga44leiNE5DqWNq%2bB9aj/kRqeQ72SCQlsTpAe5wzHQF9ZBgfANC0RxUijnfXMYqx7Cim9WQGnnRthqHKAqVGBzUR9ehGZ0bCcOb/wGm79ejgMrv4TOtjUw2L8B%2bke2wEFzJ7Z/t0ZKv6jISMWjR4/eABCDHuN6fwAPHz6UAHC9JAQMDg2jsa4KxbSkw%2bUpHICi0Un3NlwSj9GbiRii%2bektkNMWpyGCCvBjB3jE/j6R6Ikc9mvlzWsQdPoAUqy0cIM9/JanOWqivHA13AdJgZ4oT45ES0o4ynxtWByNsPW79fj0y8%2bhpnoEcX62uOppgmIHTXgc3wrdrWtguWsDnHZvhM7m1VDdugqqrAeutMS7%2bX%2bWfbYcl7OzfwfgvRXA/Q0A/tJL7ujv68PA0Ahu5yajNNQUE5zrB1kDxujqpugAx%2bjzp9jaJq8n4zLzvifBG3OZIRiIdEIxJ7Zdq75AiPpe5FhpotDdBLVRrujNjsDkzQyMX0tGP687U0LQzQmzLsYNewngwPYNSOHQI%2bpAfaApqryZNpp74Xd8OxJ0DsJt33fQ2rIG2rvWYee6L2GvtRf7tq7FqtVrUF5epnj8%2bPGbLiBM3sjIyLsB8Amy17tc5A%2bDfwNALBZEDLKyFsUHwJWyLvWxxEAG5396/RkqYObGJenObSnb2mOOy7NpoWj1tUS5hQa0v98Ag90bcM/TGA3hTuhkqoxcT8Pk7WxCSMVIoRz9nBzHOEhVyT2xf%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%2bMpDUWcwGHo4JLKI9wR6KJGoaS3DGW4Yf%2bRA/0JriikypoibLHPd8LtNQW6OUwlWuhCZvDW3H24HewObUDZ2iyxFxwUumIeGMUfn5%2bitDQUHh6er5RANXw/gBEAflXAEIBvf0DGL1/EwvladLI%2b6L8Mn4oz8HslRhMX43F07xkPLlKONkJmEwMRAcBlLvq45qNOgrMT/H0XdGdGAQ3LVWEcohqiHDATe%2bLcKOkbZX28XRNMZkuBiIfDKV4oTfRDd1UQkOYLe75XEBzsr/0/5M4Ajue2gcj%2bgUnziDnj26GqcZ%2bnFQ5CXNzc1D%2bEgAfHx8JAHcZH/vzCmAavCQEUQ%2bkOtBDTzBQlY%2bFinQJwI93cjBH%2bztAI/O0NBMvrhHIrQI8K76M6ZRQdES6oJInX%2blpiFIbTZTa6WOOBfL5zSsYyYjkzB/MUdcLzREemOL1wyuRmMwKpQIC%2bTNf2mE3tMkdURdsgSoW15GG2%2bhix0g6Q2NEG22ptg9Wp3ZzIBMfs1GC0smTsLOzkwAEBweDJ/9GAVzvBjA%2bPi57vUsKYDHkNDjyUnhqEfzw8Ajq66vQyVx9XJmFp5z7F/Li0RPtgWmOtk9vE8DNyxKEx7lJGEkOQlu0G%2bXLHI5yxD035q%2bzCQYTAjki83m3svGE0n%2bSK4pmFCZSAzGa5s%2bROBQTmeEY5JTYwfxvjrJDtY8xGjPZOepuoN7PAmWu52F6YifshVE6tQteF05IH8w6ceIkHOztGbinIiAgAO7u7hIA7n%2bcAhMTE28APHny5A2AoSEBoB8trU3ITo5ACy3w46oc6XZ37yVvjPHFTxUmYIBzwRhBDGdEcJQNwT3a2ssWWiiwM6Cvt8JdtwvolvtggLVhviARz29n4bG4J3A5DJM88WEGPMJ9LCsEI%2bnB6LnkIb0Z0hRhjQpPI7QX0i8k%2b2I00hU55towVdoJK9U9sNPcB29zFehpHsdJKsDW1laywsx/sPBJALjLXFxc3g8Ad/nTp08lAFzSDZGm5kYU5GUgjCam6WoEntXkSG93t6f4oTc3Bh08tQepAWhM8Ud1gg9q6AGKA6yRYKaGSxe1UOhyHvWhThjh48OsDaPJIUyVbDyifZ7ODmLwPhhMI4CsYGkNsQ50xjmjNdYBDcFmqKShKo/2RnOoM4LPqkCFVd9SZRcsuJw4YLmaqkJX/RDU1VVhYWEBKysrBYMGq/%2bbLkAwfx6AqAEDg72ob6hBKAuU1dlDaMgJx9PKTPRkBKApMwj30wLRmMadEq5PCcQ91oObMR4oj/NGaZgDioRkg2zRIPfAgxh3FjZ/dEV74lExCyYHqQk6yj7prXFvtlI/DIkOkOqNthgHFk075r85CkPdsOGbL/HN55/gs0//Cq29m2Cnxn6vsQ8e507A0VQduqcPQ0dbHRcvXhSFUMEWCFNTUwkAdxkfezeAycnJ3wGQjNBgP5qaahEdaA8HSq/mcgQWy5LRfZlOj6uWJ1efJgL3RQ39QHmMJwqD7FAR74NyFsFcGqVbIfa4y45QEcKAIp3RSDc4kBKMp7TOk1n0C0me6CWEAQY%2bmOaNbra/Dvb%2bByHmqIt1Q4CBFj7/6C/4fPlfsW3t17A4uQO2BOCmdxTuhsdgpq8MbfXDuHBOB2YEYGZqqqAKYGxsLAHgLjMzM3t/BYgasNQFuKO9vQWZ7O1ezmYoivPFIgei3qJYPGDO3otxQVu6eJcoCl05Ebgn90ZJiAPuXfJDVbwnboba4Va4I8pC7SXHWBZsg8ogG9SFOuAxbfAkc14E3Mv%2bP5juI6mhK94FnXSA93n6d1g3LLZvxIpPZfj6i2XYu3Ele/8uWLP6u%2bkfg7vRcQJQgbrKfpga68LE1ET6kBQDFm%2bVSwC4y/jY%2bwMQXWDJCS61wNbWFhQX5yM3LZYDUDJ6CmNwO9xOOqFGdoKWSA8WqWAMZkehl1V8lN6gj6nRGs82l0D5c1XGOKM61hU1VMNdP0vpbbOJy8H0Bm7SfUABoYd9v5v53xJmiZoET%2bQ5XIAph53Pl32MVSs%2bx0EOQDbqDF7nMNwNjsLtghIcOXAZcT6wtzSEickF6XOCJiYm4saIBIC7jBD%2bnBHiLilA3BYXH3%2b/VlyM%2bIQ4xMREYKQiC91Xw3niYdK9gAH2777EYLSGeaItkvkb4Yn7Pg6odrfC/UAX3PUwR5GNHkpZD9pYN%2brj3HEnwBLTnConrgTR97tiIJ2/x6LXEm1H72/Pockad6iiJJ60BYMWAFZ8/ilO7PiWs/8%2beOkdg7P4GB0HJHsqQffELthYGLEGGBPAOQVl/waAvr7%2bHwNYemdI3BZn/oMTlOLy5eyXkZGR8Pf3B9sIhwxb%2bPK67XYO%2bvIiMM7hZawkHrWXvNCTFYYJDkKjmVSAPBDdkT5oCXJGvT/TwcsKN5zOocT9Aqo47jaxe1SG22P2WjyGs3zRkeCCwQxfNHHyE32/iZb3PjtGvpMRUlS2MgXWYfWXyyUIR7d/CzuNvfA0OAZ77SPSZwR8zNWgrXECOjqalL8%2bpW%2boML5gLD4wJQHg/scA4uLiJAAJCQlyfsHDw0Ph7Oz8UgwVInhnZ2m4gLePL/Iy4tHELtAtevgNOVpoXUsCLJj7tqiIdceDJD90JvrxNGljI%2bxwn0t8xKWelb2WKVMX54EmPmeRqdSb4iF9CKqXrbAx0pEQXqXVPaZT9tkDyKLLc9yxHgfWfoUvl30C5d2baID2wNdICZbiE6jqBxBHp5nN9iqPDYG9vQXOGekr9PT1cFb3rARAR0f3jwEwYNlr1yTnMAE3NzeFq6vLS0IQhoJ/2J4GwxFxcTGoKCtEA4PvzAxGfz4tbT47Ait5RYQjcn3MUeDL1uVjiiLPC7hGE1PJYtbKQtfG1Z3hj/p4D8ILx2RRNJpY8NqTWUPiXFHH2aAq2BoN2XJc5%2bBUaHIc2fqH4LlnAyx3rsfGL5fhzL6N8NU/jGD2fmutwzA5fRA%2blqeRHGCG%2b3fz0dVei6K8VIWPjzN0dc9IAAwN9WRUx7sB0DnJXu9vAHARgAuCggJQVHwVVZWF6OysxcR0H7pofdsyOfCw8vdfJQTxVjgd3nBhEtrpBOuinVEbRUnL7aV7%2b%2b1JlL7cGV30%2bMJA9bCFdl4pIg0AAAiVSURBVBLGvTAbtPFnNbTLt8XcwDZaxxZaaHocJTZqyDY6Ar8Dm%2bDByc/qwHoEnz%2bJSGstBJmeghfbcpirCVyMVRHEWSPW3QB3rmehv7NOMdBdJ0BIAG6WZMuSEkLfDYBeWfZ6cJCHhISISUrBx16mpl3C4HA7Zmf7OBHWY2S0gwAG0FVfis4r4XSBIei/IgDI0X85BoO5sRikPW6nTW6nuelibrdQ4vWxTmhg8auPcUWj3EX6sMMdTnnV4ZZo5OnfomJuuJ9D0%2bVY3HZlwXTQRDEBXDE7gQjVnXDftw5%2bZ4/iDgetS67nEGiiggBrfWSx3kR6XIS9gRIihGrSw1Bfc1MxOdqOnvbKV7fF2%2b7Jhnqr3w0gODhEAsDg5VFRUYiOjlLU1Ja/nJjqxfziKCfCFnR3N2ByehB9g60YH%2b9GR34setkJhgsY9FU5r6N5suHoTgmSzE4jA26mf29K9GHl96AqXNgC7VAVboPyECuU%2bpugjnXhDmV/3UEL91OonCgX3HLUwi1nHZQ6n0GBrRritXfDn/leX1OOkbFB5IQ6ItpBD6EcrqI9rJDKrhPsbAw7/ZPwsz2LK8mhigaqtaIk/dW7wyUZsoqSS%2b8GEB4e/gpAcIg8PSMVbR33FQ8XR1%2bOTvRg4dEU%2bgea0N3zAIuPpqmEZkzPj6KTI3AbJd3HE%2b/OYuAciDq59zAFmjn71zKn6zgN1rK4VUcy0BBLBmtOa2yBG/5muBXIawZ/y8sQVawfLTz9O256KHfXR7nbWdzh49ecNJBopozGqtuYW5jB4FAvbqRHIt7ZAFeTIxFInxDhboH0SC%2bEu1nARk%2bFIFQUQQ4GiPG1lABEeJjJkkPs3w2gqOiKBCAnJ10%2bPtmP%2bYVRxcR0/8vhkW4GPYWOrvsYHu3Bsx8W6RI7%2bGIm0N1yF9WXPClpdzQkeKEl1R%2btnOTakjkn0PvXMqi7wVYMWpy2mbSu%2b19kx7BEaZAVbnOvCLiIe/6maM1PRA2Nlbh3cM/bCDVUR4WHPq6zLnQ0VmLxyUNMTAyhf7AbZYWZTANDlBVloO7eDVTezpM%2buH3rRj4uJ0WyS8Uoejrr%2bdzOVynQ0yIbHu17N4CFxSkJAE9Y/suvz4TUFcOjXS8nJocwPTOItvY6PjaEx8/maJK6MPdwDL0DrehououajHBUxXmyxztLxayG01tVuAPKRIBBIngLXPO5iBu0waW0xmWhtrjD/R5XlajebIkP6B4r3HRR5WuM2gBTVPmc4/zggOGeZjx5/ghzcxMYFwAGutDR/gCZoS64kRWN/v42jup1uFtxDcV5qaisKMHAYI9ienoYTQ13Xr073FQla264/W4AT5/PSwCe/7Ao//mXJ5iY7Ff09jW/fLgwxT/Yip7eZszOj2Hx8TRPohczc6N8rAWTMyMYm%2bhDZ1MlKguSUZubgHL28VIOPjc5BImPxd/jTHCfo3IdC18V0%2bEOK/891oEa1oEaeodWzvrVVEKVzwXUBZpSAedQlxqCmclBPGbwi49mMf9wCkPDvbTovXi4OIuy4hzpY/S385PRcL8S1ZU3uErQN9CJxvo7ipaGMjTVV0gAGmtvy9rbqv8IwEMJwLMXAsBzAuhT9PW1vlxYnEQXi9/IaLdUCx4ujmNyakACMDjUiSmqYvbhuFQTulgjfvrnz6i%2blonrPP2W7DA00yt0cIRupXFqTPJGLbvAvXBbVAVdRCXT4cGVODRzjK6jEupZHyqpgFa2skdP5vHsxWM8efoQD5n7U9OjEoCJyWHCmGQ69uNOaSGyoryQmxCI24WpaG2qRktzDSrLixRTU0MYHnn9xshgt4y/924Az188egXg%2baL8n//8G0bHexSjY70vZ%2beG0dPThKmZAXaDcUIYpxJGpXSYmHwFQqyHBNXWVoMnP3KQGmpHlqMBOjgtCtvbxNrQkOiN%2bzRAtZwea6OdUM0C2Faej6GWKtT5maKOaqgWN01rSvH8by/ww0/P8OLHp9Lpi%2bDFEikwPTOGmdlxHkg/xidH0d3bgbrqMjQ3VrFLtVINd9Db26748aenmJuflADw%2bTLG90cKWJAAPH46L/%2bf//kPjI33Kii7l%2bPsAqIQzhDE4pNpSQEPF5mPlOfs/Dj/yTh/Ngb%2bPpgyPJlePP/pMbI9xSzPfs/AGyj9B0k%2b0nV9PAsma0UtAXTfLUJLVgQf80b//TLMz0/hp3/8HT///Wf8%2bLcfmG5zmGXuMxD6kHEpeAFibHyQ/6uDKdgure6ednqVXjx4UI32tgYBSvH4yRxbd48EgEqQdff8wWeEnr5YlL3aH8n/6//8h1QEKT%2bOw%2b0kPsagp6kABj7Vxxc2w7zvx0O2xJlZcTojePHDY0kJnV0NmH80g%2briDNzwppxTGXScmwRDFMhqDkF13BuS/dFdfQODTfco94f426%2b/4O%2b//gM/MfCnz1j0Hk4z8Kn/BsBdyF%2bcfP8APUhnMwNvY3q2oq%2b/UyqMLc21QvYCEAHMY3Ts1WeERsYGZFPT4%2b8G8LdfXkgA/v7rj/L/%2bt%2b/inxXPH%2bxwDbYjsc8iUdPZkVhZNFjJ3g6z%2btBKT/FC5uZGWe%2bLuI5IYha0d75CkIdC2Ili14NT7yK0r%2bfyfmhPBfj3U0QxfXJD8/w8z9/xc%2b//B0//iQCf8z/%2b%2brUJ6dGKP85Kf/nCUMscfIiWLE6u1okCGIJNTQz9yl9qU5wKRb5/4eGXrVB7rKJ8T9og7/880cJwD/%2bx8/y//xfv/LFLCiePJt7KWywoCkAjIz18MWN4cmzBek0WC/4AqelFiWe8%2bLHJ1igUrq6H2BgqIty/gkzInf5omYp32c/PmOR/AU//8c/8ZQ5/sNPL/D8%2bTMCXpQq%2b8zsBKYp9aWTnpwalWQvlCB%2bNjjUI524CFjsLa0NeNBUi5aWWrR3NEoeQShgYLBLMc%2bO1d/XKgHo622RLcz%2btgj%2bXzpsDyFRMAivAAAAAElFTkSuQmCC' 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Do you believe that the world needs change?

\n

Do you believe in decentralization? Equality? Sustainability?\n
\n
\nDo you believe in circular economies, where everyone is invited to partake and succeed?\n
\n
\nThe ThreeFold Token is the currency of the new Internet and brings true solutions to all the above questions.\n
\n
\nIt supports the ThreeFold Foundation - an open ecosystem that is shaping a better world by empowering game-changing technology. ThreeFold is growing a green and conscious peer-to-peer Internet that is available everywhere and owned by everyone – across geographical and cultural borders, empowering people to be autonomous, and providing equal chances to learn, partake and succeed.

\n

Ready to support a new Internet?

\n

By buying and holding TFT, anyone can support the ThreeFold Foundation’s ability to achieve its next technological and growth milestones (see Token Distribution Event for use-cases). From funding the next technological innovations to supporting the growth of ThreeFold use-cases built on top of the ThreeFold Grid, TFT powers the expansion of the new Internet.\n
\n
\nThe time has come for us to step up and shape the world we believe is possible. Join us and lets co-create our futures together.\n
\n
\nGet TFT on Liquid now.\n
\n
\nGet TFT on BTC-Alpha now.\n
\n
\nOn behalf of our planet, humanity and the ThreeFold Community, we thank you for considering empowering a better world.\n
\n

\n

If you need more guidance on buying TFT, please head here.

\n","excerpt":"Do you believe that the world needs change? Do you believe in decentralization? Equality? Sustainability?..","humanTime":"01 June 2019","datetime":"Sat Jun 01 2019 12:00:00 UTC+00:00","timeToRead":1,"tags":[{"id":"threefold_token","title":"threefold_token","path":"/blog/tags/threefold_token/"}],"authors":[{"id":"sacha_obeegadoo","name":"Sacha Obeegadoo","image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/sacha_obeegadoo.36a08ae.2f3cc2c8786735fb156b44bfb6754983.jpg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/sacha_obeegadoo.36a08ae.2f3cc2c8786735fb156b44bfb6754983.jpg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-67033e711bd469059b67920fc80fc539'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-67033e711bd469059b67920fc80fc539)' width='640' height='640' 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Introduction

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The \"cost\" of complexity in traditional IT

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Classic IT infrastructure setup is complex and is not cost-effective. Applications need a specific environment to operate in, built by integrating different technology components from different vendors. Elements of such a setup are operating systems, storage systems, networks, security systems, authentication systems, and more.
\n
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\nPutting components together is called (system) integration, and integration requires agreement on how these components will fit together and the knowledge to do it.\n
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\nThis complexity and need for integration originate from the way the IT industry historically developed. With time more and more layers appeared to bring new possibilities. Additional layers masked existing problems. Instead of fixing the underlying issues, several third parties needed to be involved, adding complexity and increased costs (such as license costs, upgrades, updates, etc.). Complexity has become a business model.

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Where can we get inspiration to do it a different way?

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What if we could build IT architectures in a different way. What if we would not accept component solution approaches anymore and start over with a completely blank sheet of paper? Would we then come up with a different way of actually building automation, architectures, and business models?

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Looking at nature for inspiration

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Let's start by looking for inspiration in nature. Suppose we consider IT systems to be a complex system. Are there parallels that we can draw between systems that exist in nature (and have evolved and improved over thousands of years) and those within the IT industry?\n
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\nIn nature, we see two kinds of systems (societies): centralized and decentralized systems. Examples of centralized systems are herds, groups, or schools of animals living together where there is a hierarchy in the way they organize themselves. For decentralized systems, we can look at beehives and anthills. Organizing efforts and benefits are distinct and come at a different cost.

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Centralized systems in nature

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In centralized systems, there is governance of activities, wealth positions, and so forth. Think of a group of lions or chimpanzees. There is always an alpha male who is dominant in the whole group. He is the only that enjoys all of the benefits because the entire group/structure works towards his wishes. He gets to mate with most female group members because the system believes that he has the strongest genes to help the group to survive in the future. The dominant male also gets most of the food gathered by the group, and if he doesn't get it, he will claim it by showing his dominance and fight for it. All the others are working towards this alpha male, and all the other males in the group will occasionally challenge the alpha male for dominance.
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\nThis is very similar to how the IT industry has been operating to date: there are a few alpha males in the industry - one for each sector that can be recognized (for example, in the Cloud Industry, you have Amazon, Google, Microsoft, and on the system integration front you have Dell, Siemens, CA Technologies). They end up with the majority of businesses available in their specific markets. When challenged by new companies, they fight them (in every way possible, including killing them or acquiring them). And in analogy to the animal group, these alpha male companies have a lot of organizations that work with them, usually called \"partners\" or \"channels.\"

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Decentralized systems in nature

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For decentralized systems on Wikipedia, we learn; \"One of the most well-known examples of a \"natural\" decentralized system is one used by insect colonies such as Ants. In these insect colonies, control is distributed among the biological agents who act upon local information and local interactions to create complex and universal behavior collectively. While individually exhibiting simple behaviors, these agents achieve universal goals such as feeding the colony or raising the brood using dynamical mechanisms like non-explicit communication and exploiting their closely coupled action and perception systems. Without any form of central authority, these insect colonies achieve their universal goals by performing required tasks and by responding to changing conditions in their external environment. They also adjust the number of workers performing each task to ensure the completion of all tasks. For example, ant colonies guide their global behavior (in terms of foraging, patrolling, brood care, and nest maintenance) using a pulsing, shifting web of Spatio-temporal patterned interactions that rely on antennal contact rate and olfactory sensing. While these interactions consist of both interactions with the environment and each other, ants do not direct the behavior of other ants. They thus never have a \"central controller\" dictating what is to be done to achieve global goals.\"\n
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\nSo nature has provided us with solid examples of centralized and decentralized systems. For much of what works in the modern world, we have ended up using the centralized model governing enterprises and countries. Various industries have also adopted the centralized model where there is a pyramid structure, and everything works towards the alpha males.

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A different approach to creating and operating IT workloads

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What if we can develop a new concept for creating, deploying, and operating IT workloads. What if we say goodbye to the centralized way of controlling IT workloads. Can we develop an idea that works in a decentralized way?

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The concept

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To build this concept, we will draw the use of the human way of operating a large ship. The crew of a vessel has different roles, which we will call the coordinators. Some of these coordinators could be a captain, officers, engineers, and oilers. These coordinators have in-depth knowledge of their specific tasks but usually lack a detailed understanding of the other roles. In the \"hive\" of a ship, the specific requests to get tasks done are sent to coordinators who will receive, interpret, execute their particular tasks, and report the (non-) progress of these tasks or subtasks. For example, the captain will create and agree to a schedule of maintenance tasks for the engine room. These are daily, weekly and monthly tasks that should be completed by the engineers and oilers. The engineers and oilers do not get continuous input from the captain. They get one instruction to follow the schedule and know what needs to be done for every task. The intermediate state (what is complete and what still needs to be addressed) is stored by the coordinators executing the tasks. This is the most efficient way of accomplishing tasks.

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Jumping to the IT industry

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If we bring this concept to the IT world, we conclude that today's IT systems are built in a significantly different way. Most architectures (if not all) have a central facility that stores all information and all states of activity in a so-called central 'database.' A general norm within IT. However, these types of architectures are inefficient and are very complex - like the ship analogy - a central command room (database) is created where every coordinator needs to report back. (1) The current level of activity, (2) the completion (state) of tasks, (3) the proper understanding of upcoming tasks by the coordinator to accomplish tasks in-progress or future - hence leading to the undesirable outcome of complexity due to centralization.\n
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\nIn the ship example, we deem this type of functioning/workflow inefficient; however, in the IT world, it is a common way of doing it. Furthermore, IT infrastructures usually have different databases to store \"state\" in different parts of the IT architecture. The analogy would translate to different command rooms that orchestrate different functions on the ship in our ship. This, in turn, introduces the need for another role in starting coordinating between the different command rooms to ensure that all information is shared and communicated. Taking this pattern forward leads to an endless loop of adding interfaces, layers, bridges between different parts of the system that all store information, multiple times, and in different ways.

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Datastores

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By design, a decentralized IT architecture should not use centralized data storage (databases) for multiple tasks (roles). It instead should feature a similar approach to the way of functioning as in the 'ship' example. In this architecture, roles get short and precise instructions of the jobs to be completed and autonomously execute. We call these execution engines coordinators. Coordinators receive instructions, run on instructions and store all information about the current task locally. They store all the relevant information in a local storage facility (available to the individual coordinators only) and provide information about the state of execution if and when other coordinators ask for a state update.

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Magical Coordinator

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Requirements to let actor based management work

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\n* Less complexity\n\n

Actor based IT solutions

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To simplify common IT architectures, we should look at a new way of creating such a system that takes the current standards into account:\n
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\n\n","excerpt":"Classic IT infrastructure setup is complex and is not cost-effective. Applications need a specific environment to operate in, built by integrating different technology components from different vendors. Elements of such a setup are operating systems, storage systems, networks, security systems, authentication systems, and more.","humanTime":"17 August 2020","datetime":"Mon Aug 17 2020 12:00:00 UTC+00:00","timeToRead":7,"tags":[{"id":"technology","title":"technology","path":"/blog/tags/technology/"},{"id":"threefold_cloud","title":"threefold_cloud","path":"/blog/tags/threefold_cloud/"}],"authors":[{"id":"weynand_kuijpers","name":"Weynand Kuijpers","image":{"type":"image","mimeType":"image/png","src":"/threefold/assets/static/weynand_kuijpers.36a08ae.6b11a2cb7906afc96f1643179845b181.png","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/weynand_kuijpers.36a08ae.6b11a2cb7906afc96f1643179845b181.png 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter 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RXKAC4ubmJ1ysBqKiokLF9vz%2bAubk5UAkKQpAU0NPTi6HhYfT2dOHmjSKkxoeh%2bpI77kbYojLKAZWR9nhwyQvTJUns%2bRl4QgCPCWCuKAFPbqbRDHGnMp6WphNIAhbyOCNcjWLvpxUmPMkJshtMsBYIBzhKCMMZXlIKDKS6oSPWDtVhVigNt0desB1S/a3haarB098PyzMHkORtDB9HMxxXUhL2V9wIUURHRwsVSwCoBBkL%2bLsBDA4O/g6AUMDg4ABzvw1XL6dB94wqNPesw3nl3dA5uQcGSrvhqq8CV0M1BBiqoMjdiJaV7SubJ1sYz7YYg2elaTRHYZIiHl1PxWyuMEIslPnsAnzOfL6YFaKkljhB4zPM3j/AmjCQ5okBKqGPKdEaZY3KABPkeZsgw8cc/uancV5lN4yVd8BS6xCyg61gY3oWm77bzNF4mdQGc3JywFgkAJxeZSzi7weAu3x%2bfl5KgZGR0ZcFBXlQO3UCq77%2bHEf2boE8yBEZwfaIsdWFh94JONKV6akchLvWAQSqbMHRreuge3Q33DmxFXheRH24IxrCHDDBwGeuREv%2bYP56IqfBOEwXxKI/1Q89Sd4chEKkljjALtDLjtD/GkAPr5sirXEv4ALS7M4gmv/XUe84Tu3ZAK0Dm2CjcxRXwmygramCNWvXSXeIVq78RkHZi0OUADD/ZUzldwMYGhr6DQBRBCcnp15Ghgfhk7/%2bBWtWfoVb11JJtQ4NNDWVchdku59HvJcloj0tEe9hgjSL4zj%2b7Qp89Oln%2bPCTT7Hpmy/gcHgz7GlbY4xV4E%2blBJucQZK1Hi47nUOp70Xc9jFDses53PA4j1bmuQDQLyBQBV00Q530AU3Rtij3NkCssTJcdY/BXPMQNPZvgvLO9YRxApkB5tBQPY71324Qt8HEHWJxQ1ccogSAtUDGeP4cAJECAwODL9taH8BMVxXqR/egqeEmh6EKNBPAbeZ9AVtRqJ8HbH19EJOahLu0x2obVuBD2cfYvOZraKz7Am67V2LFsk9guncDTn0vVWgc3rwOxid2w4GTnNbhnXDVU0GU2Wlc5rhbS6m3MuCeRFe0yO1RH2mFunALXHM6A3e1vTA4tgOah7dDbe9GaB/cDDdDJURZa8Lw9FGspgI%2b/PAD6X7AsKhZr2uAuNfBdPjzAHrpA0YnJnEt6xJCLyqjqfEmWpvvoJ3V/QH7eEdOJG5E%2byHY3R6FfM5I7Q14G6pjzTIZQgyVUeZ2HnkW6nA4thnhmrsRyuHFnaeXwBzOdDiLJHtD2Oqo0M6qwu2iLqz0lJFwUQU3XbRR5W%2bM2hAqhCdf7qmHOI29OLXhG%2bzftg5HCHL3plU4d%2bJ7eBpyIDqzD5bahzgFvgLMwUchvAwLeMrSqM%2b43g8AdwkAibEL9L4cGBxCY20lQi3VUFmei86mcnTSx/ewjw%2bypw8wlzvSQ9GWGYXOtHDIbY2w%2bstlSDXXQl%2biL0o9zeB5aiciDI4jykAFWbaGyLY7h0gXc8RF%2b6A4PQJlif6o5HNzAm2gfmQHzI5/j3zHM7jpdhbJF44j4PR%2b2Jw%2bBuUju6Q3VNawHm1c/SU0dq%2bHh/5BmChtg43GbmzeuI4APgAHH8XCwoIwbylLk%2b4fAqBkfgeAKnhJCBgZHUNkgCuyLgVh6MEt9ORGoI%2b9fJTDzXhpMkbY37vZ2no4IIVYG2HzV1%2bgMcga44leiNE5DqWNq%2bB9aj/kRqeQ72SCQlsTpAe5wzHQF9ZBgfANC0RxUijnfXMYqx7Cim9WQGnnRthqHKAqVGBzUR9ehGZ0bCcOb/wGm79ejgMrv4TOtjUw2L8B%2bke2wEFzJ7Z/t0ZKv6jISMWjR4/eABCDHuN6fwAPHz6UAHC9JAQMDg2jsa4KxbSkw%2bUpHICi0Un3NlwSj9GbiRii%2bektkNMWpyGCCvBjB3jE/j6R6Ikc9mvlzWsQdPoAUqy0cIM9/JanOWqivHA13AdJgZ4oT45ES0o4ynxtWByNsPW79fj0y8%2bhpnoEcX62uOppgmIHTXgc3wrdrWtguWsDnHZvhM7m1VDdugqqrAeutMS7%2bX%2bWfbYcl7OzfwfgvRXA/Q0A/tJL7ujv68PA0Ahu5yajNNQUE5zrB1kDxujqpugAx%2bjzp9jaJq8n4zLzvifBG3OZIRiIdEIxJ7Zdq75AiPpe5FhpotDdBLVRrujNjsDkzQyMX0tGP687U0LQzQmzLsYNewngwPYNSOHQI%2bpAfaApqryZNpp74Xd8OxJ0DsJt33fQ2rIG2rvWYee6L2GvtRf7tq7FqtVrUF5epnj8%2bPGbLiBM3sjIyLsB8Amy17tc5A%2bDfwNALBZEDLKyFsUHwJWyLvWxxEAG5396/RkqYObGJenObSnb2mOOy7NpoWj1tUS5hQa0v98Ag90bcM/TGA3hTuhkqoxcT8Pk7WxCSMVIoRz9nBzHOEhVyT2xf%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%2bMpDUWcwGHo4JLKI9wR6KJGoaS3DGW4Yf%2bRA/0JriikypoibLHPd8LtNQW6OUwlWuhCZvDW3H24HewObUDZ2iyxFxwUumIeGMUfn5%2bitDQUHh6er5RANXw/gBEAflXAEIBvf0DGL1/EwvladLI%2b6L8Mn4oz8HslRhMX43F07xkPLlKONkJmEwMRAcBlLvq45qNOgrMT/H0XdGdGAQ3LVWEcohqiHDATe%2bLcKOkbZX28XRNMZkuBiIfDKV4oTfRDd1UQkOYLe75XEBzsr/0/5M4Ajue2gcj%2bgUnziDnj26GqcZ%2bnFQ5CXNzc1D%2bEgAfHx8JAHcZH/vzCmAavCQEUQ%2bkOtBDTzBQlY%2bFinQJwI93cjBH%2bztAI/O0NBMvrhHIrQI8K76M6ZRQdES6oJInX%2blpiFIbTZTa6WOOBfL5zSsYyYjkzB/MUdcLzREemOL1wyuRmMwKpQIC%2bTNf2mE3tMkdURdsgSoW15GG2%2bhix0g6Q2NEG22ptg9Wp3ZzIBMfs1GC0smTsLOzkwAEBweDJ/9GAVzvBjA%2bPi57vUsKYDHkNDjyUnhqEfzw8Ajq66vQyVx9XJmFp5z7F/Li0RPtgWmOtk9vE8DNyxKEx7lJGEkOQlu0G%2bXLHI5yxD035q%2bzCQYTAjki83m3svGE0n%2bSK4pmFCZSAzGa5s%2bROBQTmeEY5JTYwfxvjrJDtY8xGjPZOepuoN7PAmWu52F6YifshVE6tQteF05IH8w6ceIkHOztGbinIiAgAO7u7hIA7n%2bcAhMTE28APHny5A2AoSEBoB8trU3ITo5ACy3w46oc6XZ37yVvjPHFTxUmYIBzwRhBDGdEcJQNwT3a2ssWWiiwM6Cvt8JdtwvolvtggLVhviARz29n4bG4J3A5DJM88WEGPMJ9LCsEI%2bnB6LnkIb0Z0hRhjQpPI7QX0i8k%2b2I00hU55towVdoJK9U9sNPcB29zFehpHsdJKsDW1laywsx/sPBJALjLXFxc3g8Ad/nTp08lAFzSDZGm5kYU5GUgjCam6WoEntXkSG93t6f4oTc3Bh08tQepAWhM8Ud1gg9q6AGKA6yRYKaGSxe1UOhyHvWhThjh48OsDaPJIUyVbDyifZ7ODmLwPhhMI4CsYGkNsQ50xjmjNdYBDcFmqKShKo/2RnOoM4LPqkCFVd9SZRcsuJw4YLmaqkJX/RDU1VVhYWEBKysrBYMGq/%2bbLkAwfx6AqAEDg72ob6hBKAuU1dlDaMgJx9PKTPRkBKApMwj30wLRmMadEq5PCcQ91oObMR4oj/NGaZgDioRkg2zRIPfAgxh3FjZ/dEV74lExCyYHqQk6yj7prXFvtlI/DIkOkOqNthgHFk075r85CkPdsOGbL/HN55/gs0//Cq29m2Cnxn6vsQ8e507A0VQduqcPQ0dbHRcvXhSFUMEWCFNTUwkAdxkfezeAycnJ3wGQjNBgP5qaahEdaA8HSq/mcgQWy5LRfZlOj6uWJ1efJgL3RQ39QHmMJwqD7FAR74NyFsFcGqVbIfa4y45QEcKAIp3RSDc4kBKMp7TOk1n0C0me6CWEAQY%2bmOaNbra/Dvb%2bByHmqIt1Q4CBFj7/6C/4fPlfsW3t17A4uQO2BOCmdxTuhsdgpq8MbfXDuHBOB2YEYGZqqqAKYGxsLAHgLjMzM3t/BYgasNQFuKO9vQWZ7O1ezmYoivPFIgei3qJYPGDO3otxQVu6eJcoCl05Ebgn90ZJiAPuXfJDVbwnboba4Va4I8pC7SXHWBZsg8ogG9SFOuAxbfAkc14E3Mv%2bP5juI6mhK94FnXSA93n6d1g3LLZvxIpPZfj6i2XYu3Ele/8uWLP6u%2bkfg7vRcQJQgbrKfpga68LE1ET6kBQDFm%2bVSwC4y/jY%2bwMQXWDJCS61wNbWFhQX5yM3LZYDUDJ6CmNwO9xOOqFGdoKWSA8WqWAMZkehl1V8lN6gj6nRGs82l0D5c1XGOKM61hU1VMNdP0vpbbOJy8H0Bm7SfUABoYd9v5v53xJmiZoET%2bQ5XIAph53Pl32MVSs%2bx0EOQDbqDF7nMNwNjsLtghIcOXAZcT6wtzSEickF6XOCJiYm4saIBIC7jBD%2bnBHiLilA3BYXH3%2b/VlyM%2bIQ4xMREYKQiC91Xw3niYdK9gAH2777EYLSGeaItkvkb4Yn7Pg6odrfC/UAX3PUwR5GNHkpZD9pYN%2brj3HEnwBLTnConrgTR97tiIJ2/x6LXEm1H72/Pockad6iiJJ60BYMWAFZ8/ilO7PiWs/8%2beOkdg7P4GB0HJHsqQffELthYGLEGGBPAOQVl/waAvr7%2bHwNYemdI3BZn/oMTlOLy5eyXkZGR8Pf3B9sIhwxb%2bPK67XYO%2bvIiMM7hZawkHrWXvNCTFYYJDkKjmVSAPBDdkT5oCXJGvT/TwcsKN5zOocT9Aqo47jaxe1SG22P2WjyGs3zRkeCCwQxfNHHyE32/iZb3PjtGvpMRUlS2MgXWYfWXyyUIR7d/CzuNvfA0OAZ77SPSZwR8zNWgrXECOjqalL8%2bpW%2boML5gLD4wJQHg/scA4uLiJAAJCQlyfsHDw0Ph7Oz8UgwVInhnZ2m4gLePL/Iy4tHELtAtevgNOVpoXUsCLJj7tqiIdceDJD90JvrxNGljI%2bxwn0t8xKWelb2WKVMX54EmPmeRqdSb4iF9CKqXrbAx0pEQXqXVPaZT9tkDyKLLc9yxHgfWfoUvl30C5d2baID2wNdICZbiE6jqBxBHp5nN9iqPDYG9vQXOGekr9PT1cFb3rARAR0f3jwEwYNlr1yTnMAE3NzeFq6vLS0IQhoJ/2J4GwxFxcTGoKCtEA4PvzAxGfz4tbT47Ait5RYQjcn3MUeDL1uVjiiLPC7hGE1PJYtbKQtfG1Z3hj/p4D8ILx2RRNJpY8NqTWUPiXFHH2aAq2BoN2XJc5%2bBUaHIc2fqH4LlnAyx3rsfGL5fhzL6N8NU/jGD2fmutwzA5fRA%2blqeRHGCG%2b3fz0dVei6K8VIWPjzN0dc9IAAwN9WRUx7sB0DnJXu9vAHARgAuCggJQVHwVVZWF6OysxcR0H7pofdsyOfCw8vdfJQTxVjgd3nBhEtrpBOuinVEbRUnL7aV7%2b%2b1JlL7cGV30%2bMJA9bCFdl4pIg0AAAiVSURBVBLGvTAbtPFnNbTLt8XcwDZaxxZaaHocJTZqyDY6Ar8Dm%2bDByc/qwHoEnz%2bJSGstBJmeghfbcpirCVyMVRHEWSPW3QB3rmehv7NOMdBdJ0BIAG6WZMuSEkLfDYBeWfZ6cJCHhISISUrBx16mpl3C4HA7Zmf7OBHWY2S0gwAG0FVfis4r4XSBIei/IgDI0X85BoO5sRikPW6nTW6nuelibrdQ4vWxTmhg8auPcUWj3EX6sMMdTnnV4ZZo5OnfomJuuJ9D0%2bVY3HZlwXTQRDEBXDE7gQjVnXDftw5%2bZ4/iDgetS67nEGiiggBrfWSx3kR6XIS9gRIihGrSw1Bfc1MxOdqOnvbKV7fF2%2b7Jhnqr3w0gODhEAsDg5VFRUYiOjlLU1Ja/nJjqxfziKCfCFnR3N2ByehB9g60YH%2b9GR34setkJhgsY9FU5r6N5suHoTgmSzE4jA26mf29K9GHl96AqXNgC7VAVboPyECuU%2bpugjnXhDmV/3UEL91OonCgX3HLUwi1nHZQ6n0GBrRritXfDn/leX1OOkbFB5IQ6ItpBD6EcrqI9rJDKrhPsbAw7/ZPwsz2LK8mhigaqtaIk/dW7wyUZsoqSS%2b8GEB4e/gpAcIg8PSMVbR33FQ8XR1%2bOTvRg4dEU%2bgea0N3zAIuPpqmEZkzPj6KTI3AbJd3HE%2b/OYuAciDq59zAFmjn71zKn6zgN1rK4VUcy0BBLBmtOa2yBG/5muBXIawZ/y8sQVawfLTz9O256KHfXR7nbWdzh49ecNJBopozGqtuYW5jB4FAvbqRHIt7ZAFeTIxFInxDhboH0SC%2bEu1nARk%2bFIFQUQQ4GiPG1lABEeJjJkkPs3w2gqOiKBCAnJ10%2bPtmP%2bYVRxcR0/8vhkW4GPYWOrvsYHu3Bsx8W6RI7%2bGIm0N1yF9WXPClpdzQkeKEl1R%2btnOTakjkn0PvXMqi7wVYMWpy2mbSu%2b19kx7BEaZAVbnOvCLiIe/6maM1PRA2Nlbh3cM/bCDVUR4WHPq6zLnQ0VmLxyUNMTAyhf7AbZYWZTANDlBVloO7eDVTezpM%2buH3rRj4uJ0WyS8Uoejrr%2bdzOVynQ0yIbHu17N4CFxSkJAE9Y/suvz4TUFcOjXS8nJocwPTOItvY6PjaEx8/maJK6MPdwDL0DrehououajHBUxXmyxztLxayG01tVuAPKRIBBIngLXPO5iBu0waW0xmWhtrjD/R5XlajebIkP6B4r3HRR5WuM2gBTVPmc4/zggOGeZjx5/ghzcxMYFwAGutDR/gCZoS64kRWN/v42jup1uFtxDcV5qaisKMHAYI9ienoYTQ13Xr073FQla264/W4AT5/PSwCe/7Ao//mXJ5iY7Ff09jW/fLgwxT/Yip7eZszOj2Hx8TRPohczc6N8rAWTMyMYm%2bhDZ1MlKguSUZubgHL28VIOPjc5BImPxd/jTHCfo3IdC18V0%2bEOK/891oEa1oEaeodWzvrVVEKVzwXUBZpSAedQlxqCmclBPGbwi49mMf9wCkPDvbTovXi4OIuy4hzpY/S385PRcL8S1ZU3uErQN9CJxvo7ipaGMjTVV0gAGmtvy9rbqv8IwEMJwLMXAsBzAuhT9PW1vlxYnEQXi9/IaLdUCx4ujmNyakACMDjUiSmqYvbhuFQTulgjfvrnz6i%2blonrPP2W7DA00yt0cIRupXFqTPJGLbvAvXBbVAVdRCXT4cGVODRzjK6jEupZHyqpgFa2skdP5vHsxWM8efoQD5n7U9OjEoCJyWHCmGQ69uNOaSGyoryQmxCI24WpaG2qRktzDSrLixRTU0MYHnn9xshgt4y/924Az188egXg%2baL8n//8G0bHexSjY70vZ%2beG0dPThKmZAXaDcUIYpxJGpXSYmHwFQqyHBNXWVoMnP3KQGmpHlqMBOjgtCtvbxNrQkOiN%2bzRAtZwea6OdUM0C2Faej6GWKtT5maKOaqgWN01rSvH8by/ww0/P8OLHp9Lpi%2bDFEikwPTOGmdlxHkg/xidH0d3bgbrqMjQ3VrFLtVINd9Db26748aenmJuflADw%2bTLG90cKWJAAPH46L/%2bf//kPjI33Kii7l%2bPsAqIQzhDE4pNpSQEPF5mPlOfs/Dj/yTh/Ngb%2bPpgyPJlePP/pMbI9xSzPfs/AGyj9B0k%2b0nV9PAsma0UtAXTfLUJLVgQf80b//TLMz0/hp3/8HT///Wf8%2bLcfmG5zmGXuMxD6kHEpeAFibHyQ/6uDKdgure6ednqVXjx4UI32tgYBSvH4yRxbd48EgEqQdff8wWeEnr5YlL3aH8n/6//8h1QEKT%2bOw%2b0kPsagp6kABj7Vxxc2w7zvx0O2xJlZcTojePHDY0kJnV0NmH80g%2briDNzwppxTGXScmwRDFMhqDkF13BuS/dFdfQODTfco94f426%2b/4O%2b//gM/MfCnz1j0Hk4z8Kn/BsBdyF%2bcfP8APUhnMwNvY3q2oq%2b/UyqMLc21QvYCEAHMY3Ts1WeERsYGZFPT4%2b8G8LdfXkgA/v7rj/L/%2bt%2b/inxXPH%2bxwDbYjsc8iUdPZkVhZNFjJ3g6z%2btBKT/FC5uZGWe%2bLuI5IYha0d75CkIdC2Ili14NT7yK0r%2bfyfmhPBfj3U0QxfXJD8/w8z9/xc%2b//B0//iQCf8z/%2b%2brUJ6dGKP85Kf/nCUMscfIiWLE6u1okCGIJNTQz9yl9qU5wKRb5/4eGXrVB7rKJ8T9og7/880cJwD/%2bx8/y//xfv/LFLCiePJt7KWywoCkAjIz18MWN4cmzBek0WC/4AqelFiWe8%2bLHJ1igUrq6H2BgqIty/gkzInf5omYp32c/PmOR/AU//8c/8ZQ5/sNPL/D8%2bTMCXpQq%2b8zsBKYp9aWTnpwalWQvlCB%2bNjjUI524CFjsLa0NeNBUi5aWWrR3NEoeQShgYLBLMc%2bO1d/XKgHo622RLcz%2btgj%2bXzpsDyFRMAivAAAAAElFTkSuQmCC' 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If not us, who?","image":{"type":"image","mimeType":"image/png","src":"/threefold/assets/static/why_we_do.4250cd3.913e30980494810e47de6cc40b5fb461.png","size":{"width":800,"height":400},"sizes":"(max-width: 800px) 100vw, 800px","srcset":["/threefold/assets/static/why_we_do.1b91758.913e30980494810e47de6cc40b5fb461.png 480w","/threefold/assets/static/why_we_do.4250cd3.913e30980494810e47de6cc40b5fb461.png 800w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 800 400' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-8719ad9855e248757d575f304da59958'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-8719ad9855e248757d575f304da59958)' width='800' height='400' 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Edge Cloud, not Grid Cloud?

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The term Edge Cloud or, to be more precise, Edge Computing is one of the most exciting technology terms of these days.

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Edge Computing Definition

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According to Wikipedia, \"Edge computing is a distributed computing paradigm in which computation is largely or entirely performed on distributed device nodes known as smart devices or edge devices as opposed to primarily taking place in a centralized cloud environment.\n
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\nIn summary, this means that the cloud is divided into smaller pieces and distributed to the edge of the network.

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Drivers for Edge Computing

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Some latency-sensitive applications require fast response times to work correctly. A good example is self-driving cars. A lot of decisions in autonomous vehicles have to be made instantaneously; the decision to react to the unexpected while driving at high speed cannot afford to be slowed down by data traveling long distances to be processed. To improve the system's reliability, additional hops, and any further points of failure must be eliminated. Moving to compute as far out as possible to the Edge is the logical choice.\n
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\nMore generically, real-world situations are increasingly relying on an IT component to be involved in some form of decision making where time is of the essence. The current IT setup is that we have highly concentrated IT setups in data centers connected by fast networks to the rest of the world. This setup is rapidly becoming obsolete as we need to have the fastest possible response for everyday activities, which cannot sustain the time delay caused by (extended) network connections. Having actual data processing and storage facilities close to these real-world situations is the next IT capacity evolution.\n
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\nThese thousands of situations are mostly in the IoT area. Still, other killer applications like streaming would greatly benefit from being served from the Edge rather than a distant central location.\n
\n

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Edge Computing Market Facts

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Due to the billions of IoT devices driven by various use cases like autonomous driving, a massive demand for Edge Computing is evolving rapidly. According to the Digital Journal, the Edge Computing market is growing extremely fast. With a CAGR of over 35.0% and the market is expected to reach USD 33.75 billion by the end of 2023.\n
\nSource: http://www.digitaljournal.com/pr/3394129\n
\n
\nEdge Computing and Grid Computing are often used in the same context and sometimes are confused. For this article, we'd like to define the terms going forward as follows:\n
\n
\nGrid Computing means a computer network of 100% distributed computer resources like processing power, memory, and data storage of similar or different types to which authorized people can run their computation workloads. That means that Grid Compute nodes are mostly in data centers and maybe dispersed over more extensive regions but are typically still far from the Edge. Compared to Edge Computing, Grid Computing environments are owned by more than one individual or company, and thus, controlled by many.\n
\n
\nEdge computing has risen from a need to have data processing and storage as close as possible to real-world situations. The situation could be as simple as recording biometric data by a smartwatch to support the required information for a self-driving car to function as intended. The necessity comes from having local computing and storage capacity - it can be used by multiple use cases (situations) but does not have to.

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The Benefits of Edge Computing

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Edge computing comes with specific benefits that are mandatory for the next evolution in the IT industry. We have optimized the central model to such a degree that the network connects the central capacity to use cases in the field, the next bottleneck. Edge computing is solving several challenges faced by real-world situations with the following benefits:

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Speed

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Speed is probably the most crucial benefit of edge computing, as there are plenty of use cases that require near-real-time computing.

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Scalability

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The scalability of edge computing also makes it incredibly versatile. By partnering with local data centers further out on the Edge, companies can easily target desirable markets without investing in expensive infrastructure expansion. Edge data centers allow them to service end-users efficiently with little physical distance or latency. They also do not constrain companies with a substantial footprint, allowing them to shift to other markets rapidly should economic conditions change.

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Availability and Security

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Traditional cloud computing architecture is, by definition, centralized, which makes it especially vulnerable to distributed denial of service (DDoS) attacks and power outages. Edge computing distributes processing, storage, and applications across a wide range of devices, nodes and data centers, which makes it difficult for any single disruption to take down the network which is why logically and geographically dispersed systems are often used for DDoS mitigation like in Content Delivery Networks (CDN)\n
\n
\nBy pushing everything to the cloud, you're leaving your business open to ISP failures and cloud server downtime. Many mission-critical operations like railroads and chemical plants won't even use the cloud today. Their server farms are the only way to guarantee uptime.

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Process optimisation

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Another big benefit is process optimization. If self-driving cars were to use the cloud instead of the Edge, they'd be pushing all the data they gather up to the cloud. But if the Edge makes local decisions, the cloud may not need all that data immediately – or even at all.

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Requirements for Edge Computing

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When compute and storage capabilities exist on the Edge, we need to overcome several challenges around capacity distribution. Most traditional IT technologies do not allow this as they live in large data centers where there is a lot of \"care\" for these technologies.\n
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\nThe most significant generic hurdle to overcome is that there is going to be a lot less \"care\" for the technology to rely on at the Edge. These \"devices\" have to be self-sufficient to no small degree. If we want to sum up some of the specifics of edge technology, this will come out:\n
\n

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Existing Edge Computing Solutions

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Today there are a few Edge Computing platforms out there that cover some requirements as outlined above.\n
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The Holy Grail

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The holy grail would be a self-healing Edge Grid. Edge, because of all the benefits Edge Computing brings to the user: Speed, Scalability, Reliability, Security, Versatility, and Process Optimization. Grid, because it fulfills the distributed workload requirements, a classic centralized cloud would generally be used without a centralized nature and all its disadvantages.\n
\n
\nProbably the most critical part of the ideal solution is self-healing. The biggest challenge of an Edge Computing environment is the dependency on local care: humans to maintain hardware and upgrade or fix software components. Self Healing needs to do the job here, which means zero people can be involved.\n
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\nOnly a self-healing mechanism with zero-people involved, completely decentralized, brings down the cost and provides more security to the environment, and makes it highly scalable.\n
\n
\nSome of you may think that new blockchain-based technologies may be the holy grail. But they are not.\n
\n
\nIn most cases, their implementations are too slow, and that's why it does not make sense to use them for production purposes. Another downside is the complexity of the application caused by stitching together 3rd party technologies. In many cases, these blockchain-based technologies are at a very early stage with beta implementations or even roadmap only type of technology.\n
\n
\nThe holy grail is something that hasn't been created before; it needs to be a versatile system that is self-manageable. A large global conglomerate should not own the capacity - it should be owned by many. Therefore, it should have a commercial model where people individually can decide to partake in building this global edge solution and where there is a defined return on investment for those partakers.\n
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\nA few groups of people, like us, are creating decentralized solutions for this, owned by the many, and creating services for all.

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6IyOGj1SWbDtl/vYd3hgyf1S725KIaWQ/jkYP3cUHXQBLl5g4urx9tWaZBmEEXSKNvzSRbPOHJ1CjLihlnF7ilC%2b1UjedSiVMZ0aZQaEOjJ9q65uzmlo7TjdWcwN6eEBue44kXUH15ZrN5hq65pCQuVZZLLiQbbCksZApdEb8asVRRLl7jYyzHsO1GlSvzQSak3u5RnpwyHM%2bISszfKEtaG4m9rXMiTNkunUhb9EDG//yZ3Xwfg4Qf5/NX6t%2b%2bY75%2bIDWX9CW29laY/JM2yFaohscVQK8x4ju0CkyJ5bg8mLc32dVZUQdSvJUcr6%2bMBEeHuE6f/nSBSkoQuLOkHciQCaV4lu5%2bkeDTFJUedQr8/sdvtAoFPLJKCUeYWbFMT54TsbnYnyz4VF5JkWr8%2bi3M8m5NQbJMQFzsUSLxgziXUpqpFXR2CyprggE2%2byd8sMZx%2bsLc3T%2bRShWwqFTiAlLRtYzssNik9dDgaZGjK%2bJiFYtQCf4qT9Zkv37ly%2bUdSdGExrPk9uEp7uKAXb0Ta2lBz18gL4GnKMEmJ0C1a5Qd39pBJUC1E86hyNZJxHz4hQMc6wcm5Sp5tY5%2bIEfBXZI8kGfuz5NLFzh5%2bs7zlwd%2b/z7ntl1B4axT1DnJOdwcJluUtVoO631UhQHdepjBuET/tsn8ucbjWZaX0erP4vmkuPnGinZvwGvB9Z1gSoJTWXjGTn04wut0EZdQtzFKyDgKsFRKUb5dR/jjNk7v6wV2CTAGyflascbV1xexjCnx799oifXEQyXykgqPoyXi2TFGtYNmukpRInTYH0LrS4hyH3B0uCcTIF1bS6a/LLM3vCJd75HzhGlXWyStIZSiISFbEo%2btiFKssXt9Q2uyZipTMBTxMtmyRL0pFBKXFTIBOaG%2bXYnle405qVmHSrvAtZy7XM6wnmb5KkT6vL7lsT3nSaYuLBP1Lt3iwOBCvTrjkyvHQWWIutzmrSbPRrEwJm4Pkm/5eZFqng/TXP5W4VpEqTvJsbhr8NvLksHjDfGne%2baJImM5QEZGW29wyH4G8PpC1FwRLvtL1hKDV0JsPglS%2b0JoKtMBe%2bU6h4MrDJItZl0RufGI1UmToslMRcTzQfbcpk/wob7EHhVEFVs9Ds7Y8ckFRICVYqsGmaTUsQqnePyRwczR6AKtTOV8XWK5DGMuiH2vCjxW8jwlO3Sbkv3zU/qC1buSTj9HmuIMQxJlP0f2ED/p87ytn7PhcvnpyiiOpACrgYzTOMvDvZd6zcniRgDlpUm1X8YmKzG9mTCRA17VK9Ih6ZiQWtESYtrqyThnuZbR9MqO2iMletE8er0GpeFAQpWdXcn0VtcB0YKdZrnEouzi3GdCb7ELsiZJSyE/2YIYLGYuEiXMvj5/TXSxOD04bG5ieiOp/V12ZG/jFnGj2RX70uX6sEZz3sXUmnJ7muQsJlNQmdASMa/Vz5iVh%2bzER%2bzZ4oLYUXrLFLOJk1o7gOn%2bho2YQSOiFeG3ToXeIM5kFqHe8%2bOVEDS6zmKVvT8%2bv6InNHh1d8/1ZEo14BG1tlAu2WmIg/RER9r1LkGjGb1JIm9xjd%2bZQSOd0rv1Ek3VHJg1LE%2b8RLLC%2bi4XBbONfjXB9uBUUl6UutGO6dhKRqax5okLK6REwfPSuSxZpZLy4T4Hm5uYSjXcsQRHwgHve5dsN0/pD3Os11FOxzKduTlf2gteBJefBZgqziwhfw63JUxtkKb3MqY/cNKRr9rNkA2rxMqGxcZ1rsh6FiIrB3QEnKQzVtrzNJpzwWOxrpXszNOXL7SErFJqBSGrQTzVT1Le27VGiKfSNOo1suUBQ4msx64Gn6wZDF4r9qBWrFJFVDr%2bI9%2bbXFbSgrgOUWiVCGBSb8EvzB/Qe/FqPZi0VvF9Hx/jFd7LOJtCRewCPLv7%2bzjzRVRdEUGLvEfS546Md7YU4eo%2byXB%2bJmFuzShe41KadlmZkpFC%2bj1ZCXINMvU8zYsmkaSNcdtKM%2bBgIxhNEorL6GdaXEzDktUtot4aen0PMQkpzoLs3tkldrHISG%2bBo9TBKMkxELSK%2bIRRG3UUhQ5b9h%2bKPJaV%2bQOvq4bCEpE8Lxe3erGFjfIMI1rDMbtaJZG0nbuZh4zaRFpnQyexdFuhQSPEl7T4GMm%2bJwVn3yQavM7P5ZJ1DoQ2P2ntHISLqE/OUIYjqGQd9iXtGc7vJMRViBenrCtdvJI7GnlZg8wEt6%2bER9gi6AugaK7pzDPcPfjFtYQvZF03Xp6%2bEZOKDVuiwKOyRFTBXYOBu3O/QEcUTSiEaXFPQfbMG/SgLM8kbztZzr00OvIerYGKXk1RYKYoB6mLx/4Qsz29n22xuD1nUrquYHHiIZ23YvHp%2bPoSkoRpkwIcoVXbOZLu64x6wedjAkKlIVuAmD2OTZryuTTms5DgbqzHh2BVKDTAlnDItjsu0dzEUamORgKWJ2JH44iTdCbIZ1acp7uC1zLB/hY9u4WQEO/H5jWeZpnC0xy7hD2dUvHjHyNzbAIqQ0FDX7FFreGkNxRYmLvxSYUO4%2bLjYif3Z07aE7lMccTJMiS26EMt6h0NSBwWUTroTnFJfgjKKu0Ibr4vCBJ3rjmcnLDvtEsw0okAmijUbYRjZvaUGmxOHx5/kkLVw%2b0yRlAurteayEvRe4UEBSFIf6qHMjpiJ9rig6fJtsrGjmDtoUzNloi36uJWfp9GbT4Qm/QQl4kZZWZ8ac4wB0sowkJ%2bwRj62AR17QTjyzesLSmOyUZDss3GSkjPJxR4urgmHUkSjzh5%2bTVOIa3HIuPoFN52WBzY4kJs6yU3X6u8PAWx2AzsiXB5wnEcUghDRXYrI7smh9gfzTkoiPfKA0xCf7PLG4wuA/sGJbVMAJ/LzvaxSf42RURS2un1kD%2bWPe6bc5mSCpOBj3/8LmyQl27lC3I%2bEVitrI8uyof4gH3hAZVE9UP5fnKRIlbJseXMsWMSkS2uqAuKD/I1vJJLfvwjpSsIHop3WZcnMgF99gwhNEKxBXeCjenJCleywfn5PdPZimRrwmIcYZxMkLX7iUczkuoq/Bx5JNao8/fvXnpdoTKFKLuMv9flxSJB6dhgFYUv4DCb8ImVhcQBDrR6KpUaJxI73WGv4GeeZarFc3OKbzJHuz4TMbMzOxlyOeySELgqi5De3xR4uYpy85Dm/jpFoVuUM6Q5irVQhUtYtGoOJX8cSTgLRmzy92mU/hJ2vzRMdMNk9smqVbHHJyg8BZm8FfOqWLUQodnpl/wSRHGspeXNsNGbnsrYT2mcf%2bFzekS5IUBRFE8X7Bxb7RiFwj66mxh9wvypyp%2bKq5G8cGT0otDpsMvORsMx/F4ZX3dYBNGCVboVNugElPR05yvKnT52j5sTwVS/M8RlSWjw4p6krIpRAlZgOaUgUTwiadQpYnX/0OJs6Wc9T9Dq55n0w3wqXaOLFTkWS9SLVijUWkmtUSG6Bo2TCqVWkXonztl5TTLAhGNZF5ucbdcSwJoacbW8Yiwx2ix32tcG2DfaCJgd/H%2bSdV0Rgj%2bZTAAAAABJRU5ErkJggg==' 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sqLK32pXKK9HedgJSqNpAvTlTNbqdA7q9omotNrrdLh1AcVWXkiNCyC8AaYvUxxMl8kp/voFTEjt7sJF8yIc/skm/YyDU4qG6cy6nzb3Hx0jVG942xb2SUp548KiAM8eCDe1nbu00cH%2baBlZvYKKS399Bxtkon2CYc0C6l57d3/3r2PLKHDJ2L8OhEEjL0JGQaSMkxYXCUke/wUCgDhLfMhqeujfKqBlwCQnPbPOnFDTTPXUh5zWy5r0xAKJNn3GRJ1DJz9Zjdldgl%2bqlSwzppeXbRBvEpWRgKywXEakxOiWZpDWZpawXyrMbkJEt4Qy0Zoi8sJs/jJtdZiFHebS/yoM6z%2bjJIk19IrliGroCuNRu58tGnnDv/pkT/eR4UaT00uINNG/oZGhpl1WqFAAdY37eT/oHdjEoLXLVhmI7lPcyWvftt37GS0UNbMLgafR8yFnqpamyjY2kXLfMXCSE1ojYUSokIEGXVvmhprMUSRXGiopF8p9cHlEHSUSNRzxYncszS060SKWeFgFCNuaSaWfGpJKmyyNBayDLK%2b1wV6BzlaGxucizFqPOdAozH9648u5vimrlka%2b2iBt1YJfPyiyrRyn05cp9yr9bilrWIh0YO8%2bH1zzl%2b4jQje0YYGx1jcOsQa3r6ZF7pY%2bmytSwTnbN23SA7R55m4%2bAhydoOStwlPt3j19BYy9Denbhr5/lS1yJ11tu/haaWVmrqG31yNlnjYGqCiTCVg4hUJynpbso89axcu1YUXwPTQ8MJF2YOnxlGqioS/5CphElPjp8ZLZEv9QGgEwIzF1cKwCKExJm4uERSZ0WSOCuC9FnRqOLiiBJdERQaKYRsoqp9OYlpGnHUJc%2bWERufQVR0ClEpKlzuUhLSM4mKyeG5V87x3sUrMiC9yX4pgW1btrFjaJitUve9G3bS1raE2SLKetdtEbCOsOSBPmmXVpqbm7DYi/CLi01gzcYNOL2NhEmvTU9MYUhetEDak6uiifr2JZLaUru2ORiKHxDkVlJT0iWE58VbW4%2bjrI6AKcHS%2b6cSHhVIxLQpRARPZkbIFHlfoABQRo5khcHmFFldIrxix1JWT2Z8NNb46ZjjIylOj6chO4qO3DCa0/ypdhio6egWAHJJ1%2bSTkVdI8NRwctISKHMbWOQ2M8eRQ6OoygvvXub1197mzQvv8tzRF4X4hsR5AWDoEP0P/omW1iV4y6t8PNA/eACb8I9Bl83CxYvIFznvFxkZxRzR3TZh7MiQmSRHqRgeG2P08CF6N2%2bj44HVqNRGypt2UL/keSpaRmRKa8EskUzOzEFtKiYwNIqJ0i0CAgIJCZTWKW1yyqRJhIdOI1/IMcckKS8DS55od621CJtHSic5EXvMdKpSYqnLjMeTMhO3aiaG6BCKbVZqFqwiRsRZnCpbSqsUU1octdoYStVxNFk0NOhV9M5v5T0hvzfefJeXXniF5549JhmwQ4hPCHDHY%2bLHK9TUzqG2pokVq/pFa2wlKTmZEpdFSLFTALDhN3NWggwxjbg8NTJ52aTHlkqt7OXZF46we/8oCzuXi0SNp6qmj/kPHKOoaiNx8SqRvxk%2boswt8HC/f5ioOUUdTiM6QnSEiBQFgGlBQb4MUMpAoxcA5DhPsknR9AWqJKoSZrIgO4nFucnUZyRgTphFWmQ4TrsDd8Nc0oVI820ukcMGyiVD6vXxNBuT8MpwVKFVs2bpCj648mdOnzzDsSPHGNs7woY1G1jdMyha4iAjj5ymoWEedbWtUtKd0q0WkJwYQ21VKXPntqPT5%2bOnMKtJBpJKkYXZwr5Kb941spsHd25n07YBlnQuFcERS6V3KV0dO0SUzCNJXSZMbSLHYCfbWsbvJocwSZHKU/yJDBXVKM77T54kMnqq1HsVuUoGSBewFpWRLVqgsLIZY3w8RVER1CfOoknG8LrMJApV8WTJtSIBoLi%2bXQCQSVD2k5Rjx5mWxQKbmhJxXJNtwJMrmTowyMX3r3Hm5FmOSfR3Dj5Irwx3K7u3yd4fZd%2bhcyxasp7qaoXP5ssQVU7CrBm0zq6m3OOV4cuAn7nIS1qWVqavzt9akInNg5sZGdvN8MhOGTdrCBXF5SyeS239ehL11WTlCAAy86dJfWbp7ARMDiXYP4Ko0BB0ydFMF06I8g8hfEo4ukJFG1ikx7swFDjQyrG5uIbsmFi0YeGYRdNbY2IwxcVilLLQCDAmEVPlrUtpXNKLp3kJqZKVGaoiuiSDmm3FVJe3UaipYGTHKJdEAJ0/e4HHHjnM9i0y8HSvZ0X3oNT/k4wceo3OFYOUC0%2b1tXeSKiAmxMfS3OAVf6RLGUz4lTXNE4IqpqF1vszn5RQ63TJI9HHoUZGqB4dxOJ2EzUoSJTcbh2cpk1LziFLnkJGZTXa%2by/cnyP0TJvNvv5tAoMhjVUQEv/8ff%2bR39/%2beP4RNQCvt0%2bJSFJxTRmIvVvlGrrS2WSGRJIuOz5TBJkWmzzRZy4WcyvNycFhsVEgX6JBUblq8RhSfV%2baLUgKjzEyLEn2hryM0xsHBx45y7eqfOfHKKQ7s28%2bADD8rutbQtXIbAzuOiOK7wLyFvVR6GmhpX0akgG3Oz8NTYiNfvqHXSwaUN83HJERVUd/qM6PVyYa%2bNYwd2MGu4c1oZVPT49IkavUiWxejL6jEXV0rLShO%2bnMtOqWlaQzEZ%2bWKitOjytQQr8ohXqMmoUhUnQgpgzCvXt5rlxk%2bR2SvUTSAVsonV2pbl5svq5F8KUWvtLciZ7EILdEWkiXuhgXUSOTM5bNJdM0lXjJhlkaRv6WorR7OCvtfvvwRx196lYNjBxnoH6Szcx1d3UNs2XGUof3CAY0d1NfNpVgEV1hoKLWV0o7zssgz2dDp9PgpqkwRIN7Geb5/gDRaHd1rV7Jw2RLG9q2gsWoG//P3k9FJ6i5e1sng4AAWUz4xiakidor%2bKVyMoh/0suYJ4WltiiiSQcbgksgJV1gUUVQpoqecLCVrCtxyXEqOZILaXOL7XS2WIXI8Uywpx0Jsmo40UXpZInfVBkVeW338oRGRpVxrmrecK9e/5p33rnJM2t/ovofp7x%2bia9VWevoe5qED50TvPy7Rr2d282Ly8kxER0XS1iTdKyHG98dPrkYjJCjSUomIgrSis5W2WOBwSBTcuFw24mPDuV%2bGpHCZ7VWpGSSlpDI5KIwZCelExKqkPFIIV9aYZEKikwiZmSjHSaIIXRIlt5DkXUvNc%2bKsaaGidQEJajMqvYMUUXoJOVY5t/jOs0xyr6UMT0uH1P8KHyDpRpfvt3RjMYlqE8GRcUwKjWF2%2b1LOPPMEjw%2bsYX/PIjYvbKGzZTZzWxayqncvOw6/xaahR4Xtl1Jd00aaSkVaSiKtdcWEhoRgF6mdnZ2NX2JaDnavqKKSGtECNcSm5jBTnIsTFeZwe2UktUs0tCRLy0vVWn1RscoQEysiRSVE6CyrIEMvU5wMO45SL/FpaundGTgkjT2iuOqK7ZRbDVTKPFFT10hDxzJCpd6DAoNIzFJT3dxGsUjSLK2BIH9/ouOSMUhZ2QtLsAq/GKQVGtVajNo83%2bQ30T%2bUoBmJDKxcxjsHNnFyexdjHR7WlOtpykumSp9Jjd0mmbCdg8%2bcltF7tzB%2bLarYaLTZabgK9L4/d0rLPGSkZ/B/ADGQ/s0o8SQjAAAAAElFTkSuQmCC' 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A little history on blockchain technology

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Everyone thinks that Satoshi Nakamoto invented blockchain technology when he published his whitepaper in January 2009 to make a digital currency the first use case. But it was not!.\n
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\nIn 1991, Dr. W. Scott Stornetta published a white paper in which he introduced a 'blockchain' as a decentralized database where digital transactions are secured. The research focused on creating a digital hierarchy system that time-stamped and chronologically secured deals in a chain of blocks. The first considered use case for blockchain technology was to sign and store land deeds digitally. The technology's main characteristics were decentralization and immutability across the process of storing transaction data.\n
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\nSatoshi was the person (or part of a group of people) that used these blockchain principles to create the first digital currency - Bitcoin. The rest is history, from one to many digital currencies based on different creation principles (also referred to as cryptocurrencies, digital coins, etc.) that have been launched and existed for over a decade and have begun to come more into the mainstream purview.

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Decentralization and immutability

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The two characteristics that have spawned interest in Blockchain technology are decentralization and immutability. In the current world, centralization is everywhere, in most industries, governments, education systems, the world wide web (Internet), and more. All roads these days seem to lead to centralized setups.\n
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\nExamples of centralized setups today:\n

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Blockchain myths

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To investigate what potential right use cases exist for blockchain technologies, let spend some time on some of the blockchain myths created in recent years. Similar to other new technologies, blockchains market themselves as a miracle technology that overcomes many (if not any) of the challenges and difficulties that exist in modern-day digital technology. Let's name and investigate a few.

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Blockchains are \"Super Scalable\"

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Are they? Pure blockchain deployments are not super scalable compared to conventional (server-based) transaction methods. Current financial blockchain transaction times are very slow compared to any other (currency) transaction technologies out there, being it card transactions like Mastercard, VISA, or money transfers from one bank account to another.

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Blockchain technology brings \"Impeccable security.\"

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Very questionable! While blockchains use cryptographic standards, the methods to ensure privacy is entirely outside of any blockchain standards and implementations. It's every implementer's responsibility to ensure security, therefore mostly handled as it is in the old (conventional?) world.

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When using Blockchains, \"Trustworthiness is guaranteed.\"

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By what? Blockchain ensures the integrity of transactions and information storage, but otherwise, nothing is inherently trustworthy about any fact stored on the Blockchain. You need to corroborate trustworthiness by ensuring that the parties who store information in the Blockchain are incorruptible and that these facts are correct —just as you would in the rest of the world without using blockchain technology.

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Blockchains can manage \"Anything.\"

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Blockchain is a protocol expressed in code, and this does not define in terms of any standard. There are no standards bodies to provide sanctioned implementation rules or guidance.\n
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\nMany contracts or types of data are better dealt with not on a blockchain: as it is a database that has only write and read functionality, but no update nor deletion is possible, it's even dangerous to post sensitive and personal data on a blockchain, and if not used well, there might raise conflicts with regulations such as GDPR. However, a blockchain can provide consensus where required.

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Smart contracts on the Blockchain can do \"Everything.\"

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Potentially but maybe not in the way how people see it today. While this is technically true, Blockchain is limited to well-understood and straightforward use cases, without ambiguities. Smart contracts are essentially rocket science. By design, once published (launched), you cannot revise or bug fix them.

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Blockchain deployments \"If not public - go private!\"

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Not the same thing! Private blockchains are not the answer to privacy or restricted access to information. Purely private/enterprise blockchains might fail to realize any of the benefits of Blockchain.

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A new feature, \"justifies deploying a new Blockchain.\"

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Community-driven blockchain products are being forked left and right by private players who enhance them in various ways. But only the open-source blockchains with the largest communities and install-plus-adoption bases will persist. The rest are mainly lab experiments, and 99.9 percent of these probably fail.

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Blockchain myths undone

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So Blockchain is a hyped new technology, but they are not the answer to everything. Just like with any other technology or tool, you need to consider if the use case considered carefully is appropriate. In the end, it is only neutral characteristics that might be a reason for applying a blockchain or not:

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Blockchains are here to stay!

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With all the hype around blockchain technology and also all the failed initiatives, blockchain technology does allow for digital worlds to exist without centralization. The information revolution has brought forward a lot of progress and innovation to the people; however, the outcome has also been only a few large organizations controlling all of it.\n
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\nExamples are:

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The combination of people and blockchains is really powerful

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People remain the best to create decentralized business models that combine Blockchain's strengths with complementary measures to compensate for the weaknesses of the technology. Blockchains are not replacing people. Blockchain technology is just a tool that enhances people's ability to organize themselves around decentralized initiatives that require no central body to govern and control. Therefore, Blockchain is a powerful tool indeed but remains just a tool.

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A platform for people to start blockchains

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What if there would be a platform where the strong points of blockchains (decentralization) could enable people to organize themselves around a random initiative and launch it based on blockchain technology? Blockchain As a Service (BAAS).\n
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\nA platform like that could be powerful to enable people around the world to use and benefit from blockchain technology to organize themselves around digital initiatives, currencies, finance, trade, company, anything. Let's consider a small example:\n
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\ne.g., Sixty people want to start an organization in which they all have an equal stake. They can organize this by going to the notary and establishing a company with equity and dividing the equity amongst them. They can run quarterly /annual meetings to govern and control the company. They would also need an administration to record decisions and communicate across the organization.\n
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\nWhat if a platform could launch several blockchain nodes (60, one for each of them) and record all decisions, having all information trackable and traceable for anyone? Blockchain As A Service (BAAS) will enable people to organize themselves independently and create new movements, companies, groups, tribes. This would be a powerful platform allowing many people (and hopefully all people) to organize themselves in new ways, free of the need to have notaries, lawyers, and contracts.\n
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\nHowever, to build such a platform, compliance is needed with some pretty specific requirements. Requirements that enable such a platform not to be governed and controlled by a single organization.
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\nThe requirements for such a platform would sum up as follows:

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RXKAC4ubmJ1ysBqKiokLF9vz%2bAubk5UAkKQpAU0NPTi6HhYfT2dOHmjSKkxoeh%2bpI77kbYojLKAZWR9nhwyQvTJUns%2bRl4QgCPCWCuKAFPbqbRDHGnMp6WphNIAhbyOCNcjWLvpxUmPMkJshtMsBYIBzhKCMMZXlIKDKS6oSPWDtVhVigNt0desB1S/a3haarB098PyzMHkORtDB9HMxxXUhL2V9wIUURHRwsVSwCoBBkL%2bLsBDA4O/g6AUMDg4ABzvw1XL6dB94wqNPesw3nl3dA5uQcGSrvhqq8CV0M1BBiqoMjdiJaV7SubJ1sYz7YYg2elaTRHYZIiHl1PxWyuMEIslPnsAnzOfL6YFaKkljhB4zPM3j/AmjCQ5okBKqGPKdEaZY3KABPkeZsgw8cc/uancV5lN4yVd8BS6xCyg61gY3oWm77bzNF4mdQGc3JywFgkAJxeZSzi7weAu3x%2bfl5KgZGR0ZcFBXlQO3UCq77%2bHEf2boE8yBEZwfaIsdWFh94JONKV6akchLvWAQSqbMHRreuge3Q33DmxFXheRH24IxrCHDDBwGeuREv%2bYP56IqfBOEwXxKI/1Q89Sd4chEKkljjALtDLjtD/GkAPr5sirXEv4ALS7M4gmv/XUe84Tu3ZAK0Dm2CjcxRXwmygramCNWvXSXeIVq78RkHZi0OUADD/ZUzldwMYGhr6DQBRBCcnp15Ghgfhk7/%2bBWtWfoVb11JJtQ4NNDWVchdku59HvJcloj0tEe9hgjSL4zj%2b7Qp89Oln%2bPCTT7Hpmy/gcHgz7GlbY4xV4E%2blBJucQZK1Hi47nUOp70Xc9jFDses53PA4j1bmuQDQLyBQBV00Q530AU3Rtij3NkCssTJcdY/BXPMQNPZvgvLO9YRxApkB5tBQPY71324Qt8HEHWJxQ1ccogSAtUDGeP4cAJECAwODL9taH8BMVxXqR/egqeEmh6EKNBPAbeZ9AVtRqJ8HbH19EJOahLu0x2obVuBD2cfYvOZraKz7Am67V2LFsk9guncDTn0vVWgc3rwOxid2w4GTnNbhnXDVU0GU2Wlc5rhbS6m3MuCeRFe0yO1RH2mFunALXHM6A3e1vTA4tgOah7dDbe9GaB/cDDdDJURZa8Lw9FGspgI%2b/PAD6X7AsKhZr2uAuNfBdPjzAHrpA0YnJnEt6xJCLyqjqfEmWpvvoJ3V/QH7eEdOJG5E%2byHY3R6FfM5I7Q14G6pjzTIZQgyVUeZ2HnkW6nA4thnhmrsRyuHFnaeXwBzOdDiLJHtD2Oqo0M6qwu2iLqz0lJFwUQU3XbRR5W%2bM2hAqhCdf7qmHOI29OLXhG%2bzftg5HCHL3plU4d%2bJ7eBpyIDqzD5bahzgFvgLMwUchvAwLeMrSqM%2b43g8AdwkAibEL9L4cGBxCY20lQi3VUFmei86mcnTSx/ewjw%2bypw8wlzvSQ9GWGYXOtHDIbY2w%2bstlSDXXQl%2biL0o9zeB5aiciDI4jykAFWbaGyLY7h0gXc8RF%2b6A4PQJlif6o5HNzAm2gfmQHzI5/j3zHM7jpdhbJF44j4PR%2b2Jw%2bBuUju6Q3VNawHm1c/SU0dq%2bHh/5BmChtg43GbmzeuI4APgAHH8XCwoIwbylLk%2b4fAqBkfgeAKnhJCBgZHUNkgCuyLgVh6MEt9ORGoI%2b9fJTDzXhpMkbY37vZ2no4IIVYG2HzV1%2bgMcga44leiNE5DqWNq%2bB9aj/kRqeQ72SCQlsTpAe5wzHQF9ZBgfANC0RxUijnfXMYqx7Cim9WQGnnRthqHKAqVGBzUR9ehGZ0bCcOb/wGm79ejgMrv4TOtjUw2L8B%2bke2wEFzJ7Z/t0ZKv6jISMWjR4/eABCDHuN6fwAPHz6UAHC9JAQMDg2jsa4KxbSkw%2bUpHICi0Un3NlwSj9GbiRii%2bektkNMWpyGCCvBjB3jE/j6R6Ikc9mvlzWsQdPoAUqy0cIM9/JanOWqivHA13AdJgZ4oT45ES0o4ynxtWByNsPW79fj0y8%2bhpnoEcX62uOppgmIHTXgc3wrdrWtguWsDnHZvhM7m1VDdugqqrAeutMS7%2bX%2bWfbYcl7OzfwfgvRXA/Q0A/tJL7ujv68PA0Ahu5yajNNQUE5zrB1kDxujqpugAx%2bjzp9jaJq8n4zLzvifBG3OZIRiIdEIxJ7Zdq75AiPpe5FhpotDdBLVRrujNjsDkzQyMX0tGP687U0LQzQmzLsYNewngwPYNSOHQI%2bpAfaApqryZNpp74Xd8OxJ0DsJt33fQ2rIG2rvWYee6L2GvtRf7tq7FqtVrUF5epnj8%2bPGbLiBM3sjIyLsB8Amy17tc5A%2bDfwNALBZEDLKyFsUHwJWyLvWxxEAG5396/RkqYObGJenObSnb2mOOy7NpoWj1tUS5hQa0v98Ag90bcM/TGA3hTuhkqoxcT8Pk7WxCSMVIoRz9nBzHOEhVyT2xf%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%2bMpDUWcwGHo4JLKI9wR6KJGoaS3DGW4Yf%2bRA/0JriikypoibLHPd8LtNQW6OUwlWuhCZvDW3H24HewObUDZ2iyxFxwUumIeGMUfn5%2bitDQUHh6er5RANXw/gBEAflXAEIBvf0DGL1/EwvladLI%2b6L8Mn4oz8HslRhMX43F07xkPLlKONkJmEwMRAcBlLvq45qNOgrMT/H0XdGdGAQ3LVWEcohqiHDATe%2bLcKOkbZX28XRNMZkuBiIfDKV4oTfRDd1UQkOYLe75XEBzsr/0/5M4Ajue2gcj%2bgUnziDnj26GqcZ%2bnFQ5CXNzc1D%2bEgAfHx8JAHcZH/vzCmAavCQEUQ%2bkOtBDTzBQlY%2bFinQJwI93cjBH%2bztAI/O0NBMvrhHIrQI8K76M6ZRQdES6oJInX%2blpiFIbTZTa6WOOBfL5zSsYyYjkzB/MUdcLzREemOL1wyuRmMwKpQIC%2bTNf2mE3tMkdURdsgSoW15GG2%2bhix0g6Q2NEG22ptg9Wp3ZzIBMfs1GC0smTsLOzkwAEBweDJ/9GAVzvBjA%2bPi57vUsKYDHkNDjyUnhqEfzw8Ajq66vQyVx9XJmFp5z7F/Li0RPtgWmOtk9vE8DNyxKEx7lJGEkOQlu0G%2bXLHI5yxD035q%2bzCQYTAjki83m3svGE0n%2bSK4pmFCZSAzGa5s%2bROBQTmeEY5JTYwfxvjrJDtY8xGjPZOepuoN7PAmWu52F6YifshVE6tQteF05IH8w6ceIkHOztGbinIiAgAO7u7hIA7n%2bcAhMTE28APHny5A2AoSEBoB8trU3ITo5ACy3w46oc6XZ37yVvjPHFTxUmYIBzwRhBDGdEcJQNwT3a2ssWWiiwM6Cvt8JdtwvolvtggLVhviARz29n4bG4J3A5DJM88WEGPMJ9LCsEI%2bnB6LnkIb0Z0hRhjQpPI7QX0i8k%2b2I00hU55towVdoJK9U9sNPcB29zFehpHsdJKsDW1laywsx/sPBJALjLXFxc3g8Ad/nTp08lAFzSDZGm5kYU5GUgjCam6WoEntXkSG93t6f4oTc3Bh08tQepAWhM8Ud1gg9q6AGKA6yRYKaGSxe1UOhyHvWhThjh48OsDaPJIUyVbDyifZ7ODmLwPhhMI4CsYGkNsQ50xjmjNdYBDcFmqKShKo/2RnOoM4LPqkCFVd9SZRcsuJw4YLmaqkJX/RDU1VVhYWEBKysrBYMGq/%2bbLkAwfx6AqAEDg72ob6hBKAuU1dlDaMgJx9PKTPRkBKApMwj30wLRmMadEq5PCcQ91oObMR4oj/NGaZgDioRkg2zRIPfAgxh3FjZ/dEV74lExCyYHqQk6yj7prXFvtlI/DIkOkOqNthgHFk075r85CkPdsOGbL/HN55/gs0//Cq29m2Cnxn6vsQ8e507A0VQduqcPQ0dbHRcvXhSFUMEWCFNTUwkAdxkfezeAycnJ3wGQjNBgP5qaahEdaA8HSq/mcgQWy5LRfZlOj6uWJ1efJgL3RQ39QHmMJwqD7FAR74NyFsFcGqVbIfa4y45QEcKAIp3RSDc4kBKMp7TOk1n0C0me6CWEAQY%2bmOaNbra/Dvb%2bByHmqIt1Q4CBFj7/6C/4fPlfsW3t17A4uQO2BOCmdxTuhsdgpq8MbfXDuHBOB2YEYGZqqqAKYGxsLAHgLjMzM3t/BYgasNQFuKO9vQWZ7O1ezmYoivPFIgei3qJYPGDO3otxQVu6eJcoCl05Ebgn90ZJiAPuXfJDVbwnboba4Va4I8pC7SXHWBZsg8ogG9SFOuAxbfAkc14E3Mv%2bP5juI6mhK94FnXSA93n6d1g3LLZvxIpPZfj6i2XYu3Ele/8uWLP6u%2bkfg7vRcQJQgbrKfpga68LE1ET6kBQDFm%2bVSwC4y/jY%2bwMQXWDJCS61wNbWFhQX5yM3LZYDUDJ6CmNwO9xOOqFGdoKWSA8WqWAMZkehl1V8lN6gj6nRGs82l0D5c1XGOKM61hU1VMNdP0vpbbOJy8H0Bm7SfUABoYd9v5v53xJmiZoET%2bQ5XIAph53Pl32MVSs%2bx0EOQDbqDF7nMNwNjsLtghIcOXAZcT6wtzSEickF6XOCJiYm4saIBIC7jBD%2bnBHiLilA3BYXH3%2b/VlyM%2bIQ4xMREYKQiC91Xw3niYdK9gAH2777EYLSGeaItkvkb4Yn7Pg6odrfC/UAX3PUwR5GNHkpZD9pYN%2brj3HEnwBLTnConrgTR97tiIJ2/x6LXEm1H72/Pockad6iiJJ60BYMWAFZ8/ilO7PiWs/8%2beOkdg7P4GB0HJHsqQffELthYGLEGGBPAOQVl/waAvr7%2bHwNYemdI3BZn/oMTlOLy5eyXkZGR8Pf3B9sIhwxb%2bPK67XYO%2bvIiMM7hZawkHrWXvNCTFYYJDkKjmVSAPBDdkT5oCXJGvT/TwcsKN5zOocT9Aqo47jaxe1SG22P2WjyGs3zRkeCCwQxfNHHyE32/iZb3PjtGvpMRUlS2MgXWYfWXyyUIR7d/CzuNvfA0OAZ77SPSZwR8zNWgrXECOjqalL8%2bpW%2boML5gLD4wJQHg/scA4uLiJAAJCQlyfsHDw0Ph7Oz8UgwVInhnZ2m4gLePL/Iy4tHELtAtevgNOVpoXUsCLJj7tqiIdceDJD90JvrxNGljI%2bxwn0t8xKWelb2WKVMX54EmPmeRqdSb4iF9CKqXrbAx0pEQXqXVPaZT9tkDyKLLc9yxHgfWfoUvl30C5d2baID2wNdICZbiE6jqBxBHp5nN9iqPDYG9vQXOGekr9PT1cFb3rARAR0f3jwEwYNlr1yTnMAE3NzeFq6vLS0IQhoJ/2J4GwxFxcTGoKCtEA4PvzAxGfz4tbT47Ait5RYQjcn3MUeDL1uVjiiLPC7hGE1PJYtbKQtfG1Z3hj/p4D8ILx2RRNJpY8NqTWUPiXFHH2aAq2BoN2XJc5%2bBUaHIc2fqH4LlnAyx3rsfGL5fhzL6N8NU/jGD2fmutwzA5fRA%2blqeRHGCG%2b3fz0dVei6K8VIWPjzN0dc9IAAwN9WRUx7sB0DnJXu9vAHARgAuCggJQVHwVVZWF6OysxcR0H7pofdsyOfCw8vdfJQTxVjgd3nBhEtrpBOuinVEbRUnL7aV7%2b%2b1JlL7cGV30%2bMJA9bCFdl4pIg0AAAiVSURBVBLGvTAbtPFnNbTLt8XcwDZaxxZaaHocJTZqyDY6Ar8Dm%2bDByc/qwHoEnz%2bJSGstBJmeghfbcpirCVyMVRHEWSPW3QB3rmehv7NOMdBdJ0BIAG6WZMuSEkLfDYBeWfZ6cJCHhISISUrBx16mpl3C4HA7Zmf7OBHWY2S0gwAG0FVfis4r4XSBIei/IgDI0X85BoO5sRikPW6nTW6nuelibrdQ4vWxTmhg8auPcUWj3EX6sMMdTnnV4ZZo5OnfomJuuJ9D0%2bVY3HZlwXTQRDEBXDE7gQjVnXDftw5%2bZ4/iDgetS67nEGiiggBrfWSx3kR6XIS9gRIihGrSw1Bfc1MxOdqOnvbKV7fF2%2b7Jhnqr3w0gODhEAsDg5VFRUYiOjlLU1Ja/nJjqxfziKCfCFnR3N2ByehB9g60YH%2b9GR34setkJhgsY9FU5r6N5suHoTgmSzE4jA26mf29K9GHl96AqXNgC7VAVboPyECuU%2bpugjnXhDmV/3UEL91OonCgX3HLUwi1nHZQ6n0GBrRritXfDn/leX1OOkbFB5IQ6ItpBD6EcrqI9rJDKrhPsbAw7/ZPwsz2LK8mhigaqtaIk/dW7wyUZsoqSS%2b8GEB4e/gpAcIg8PSMVbR33FQ8XR1%2bOTvRg4dEU%2bgea0N3zAIuPpqmEZkzPj6KTI3AbJd3HE%2b/OYuAciDq59zAFmjn71zKn6zgN1rK4VUcy0BBLBmtOa2yBG/5muBXIawZ/y8sQVawfLTz9O256KHfXR7nbWdzh49ecNJBopozGqtuYW5jB4FAvbqRHIt7ZAFeTIxFInxDhboH0SC%2bEu1nARk%2bFIFQUQQ4GiPG1lABEeJjJkkPs3w2gqOiKBCAnJ10%2bPtmP%2bYVRxcR0/8vhkW4GPYWOrvsYHu3Bsx8W6RI7%2bGIm0N1yF9WXPClpdzQkeKEl1R%2btnOTakjkn0PvXMqi7wVYMWpy2mbSu%2b19kx7BEaZAVbnOvCLiIe/6maM1PRA2Nlbh3cM/bCDVUR4WHPq6zLnQ0VmLxyUNMTAyhf7AbZYWZTANDlBVloO7eDVTezpM%2buH3rRj4uJ0WyS8Uoejrr%2bdzOVynQ0yIbHu17N4CFxSkJAE9Y/suvz4TUFcOjXS8nJocwPTOItvY6PjaEx8/maJK6MPdwDL0DrehououajHBUxXmyxztLxayG01tVuAPKRIBBIngLXPO5iBu0waW0xmWhtrjD/R5XlajebIkP6B4r3HRR5WuM2gBTVPmc4/zggOGeZjx5/ghzcxMYFwAGutDR/gCZoS64kRWN/v42jup1uFtxDcV5qaisKMHAYI9ienoYTQ13Xr073FQla264/W4AT5/PSwCe/7Ao//mXJ5iY7Ff09jW/fLgwxT/Yip7eZszOj2Hx8TRPohczc6N8rAWTMyMYm%2bhDZ1MlKguSUZubgHL28VIOPjc5BImPxd/jTHCfo3IdC18V0%2bEOK/891oEa1oEaeodWzvrVVEKVzwXUBZpSAedQlxqCmclBPGbwi49mMf9wCkPDvbTovXi4OIuy4hzpY/S385PRcL8S1ZU3uErQN9CJxvo7ipaGMjTVV0gAGmtvy9rbqv8IwEMJwLMXAsBzAuhT9PW1vlxYnEQXi9/IaLdUCx4ujmNyakACMDjUiSmqYvbhuFQTulgjfvrnz6i%2blonrPP2W7DA00yt0cIRupXFqTPJGLbvAvXBbVAVdRCXT4cGVODRzjK6jEupZHyqpgFa2skdP5vHsxWM8efoQD5n7U9OjEoCJyWHCmGQ69uNOaSGyoryQmxCI24WpaG2qRktzDSrLixRTU0MYHnn9xshgt4y/924Az188egXg%2baL8n//8G0bHexSjY70vZ%2beG0dPThKmZAXaDcUIYpxJGpXSYmHwFQqyHBNXWVoMnP3KQGmpHlqMBOjgtCtvbxNrQkOiN%2bzRAtZwea6OdUM0C2Faej6GWKtT5maKOaqgWN01rSvH8by/ww0/P8OLHp9Lpi%2bDFEikwPTOGmdlxHkg/xidH0d3bgbrqMjQ3VrFLtVINd9Db26748aenmJuflADw%2bTLG90cKWJAAPH46L/%2bf//kPjI33Kii7l%2bPsAqIQzhDE4pNpSQEPF5mPlOfs/Dj/yTh/Ngb%2bPpgyPJlePP/pMbI9xSzPfs/AGyj9B0k%2b0nV9PAsma0UtAXTfLUJLVgQf80b//TLMz0/hp3/8HT///Wf8%2bLcfmG5zmGXuMxD6kHEpeAFibHyQ/6uDKdgure6ednqVXjx4UI32tgYBSvH4yRxbd48EgEqQdff8wWeEnr5YlL3aH8n/6//8h1QEKT%2bOw%2b0kPsagp6kABj7Vxxc2w7zvx0O2xJlZcTojePHDY0kJnV0NmH80g%2briDNzwppxTGXScmwRDFMhqDkF13BuS/dFdfQODTfco94f426%2b/4O%2b//gM/MfCnz1j0Hk4z8Kn/BsBdyF%2bcfP8APUhnMwNvY3q2oq%2b/UyqMLc21QvYCEAHMY3Ts1WeERsYGZFPT4%2b8G8LdfXkgA/v7rj/L/%2bt%2b/inxXPH%2bxwDbYjsc8iUdPZkVhZNFjJ3g6z%2btBKT/FC5uZGWe%2bLuI5IYha0d75CkIdC2Ili14NT7yK0r%2bfyfmhPBfj3U0QxfXJD8/w8z9/xc%2b//B0//iQCf8z/%2b%2brUJ6dGKP85Kf/nCUMscfIiWLE6u1okCGIJNTQz9yl9qU5wKRb5/4eGXrVB7rKJ8T9og7/880cJwD/%2bx8/y//xfv/LFLCiePJt7KWywoCkAjIz18MWN4cmzBek0WC/4AqelFiWe8%2bLHJ1igUrq6H2BgqIty/gkzInf5omYp32c/PmOR/AU//8c/8ZQ5/sNPL/D8%2bTMCXpQq%2b8zsBKYp9aWTnpwalWQvlCB%2bNjjUI524CFjsLa0NeNBUi5aWWrR3NEoeQShgYLBLMc%2bO1d/XKgHo622RLcz%2btgj%2bXzpsDyFRMAivAAAAAElFTkSuQmCC' 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Introduction

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Blockchain technology has the power to change the world of IT. There are a huge number of new initiatives using blockchain technology around the world, with countless use cases.\n
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\nIn general, there are two types of blockchains: proof of work blockchains and proof of stake blockchains. They are consensus algorithms on how transactions are verified and added to the ledger (forever, as blockchains provide an immutable record of events). More on these two types of blockchains below.

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Blockchain Basics

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A blockchain is, as the word says, a chain of blocks of information. These “blocks” contain information on transactions. For instance transactions like the transfer of value of a digital currency (token) from wallet A to wallet B. The “chain” aspect comes when part of the information is stored in a block as a link to the previous block (a unique number). This is a very simple representation of what a blockchain is.

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Private, Permissioned or Public Blockchains

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The complexity around a blockchain comes from how the blockchain software is run. The software can run in two different ways: a small (or large) number of nodes controlled by one single entity (private blockchain) a person or a company, or a large (or small) number of nodes controlled by multiple entities (public) that do not know each other and where anyone interested to run a blockchain node can join.\n
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\nBy running blockchain software under the supervision of one entity (private, centralized) you can quite easily make sure the information stored in the blockchain (transactions) are not tempered with by only operating a small number of nodes and deploying them in very safe physical locations (private data-centers, vaults, basements of offices, etc). A private blockchain does not allow unknown entities to join and run the blockchain software.\n
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\nA permissioned blockchain is operated by known entities such as stakeholders of a given industry. It is a mix of both private and public blockchains. In this type of blockchain network, a participant may not need permission to join the network but needs permission to transact with another network participant.\n
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\nA public blockchain allows anyone to join the blockchain operation and create a new blockchain node. The blockchain is run by multiple entities (decentralized, public) that have no relationship nor knowledge about each other\n
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\nFor these three types of blockchains, there are different mechanisms to protect and guarantee the validity of transactions and make them tamper-proof.

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Private Data and Anonymous or Pseudo-Anonymous Data?

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For private blockchains, it is straightforward to see that all data that is stored on private blockchains is private and creates 100% anonymity for its users. The only entity or person that has access to information stored on the blockchain is the blockchain operator. This is comparable to how a bank operates. The bank knows everything about all of its customers and the customers only know about themselves - the non-bank customers do not know a thing.\n
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\nOn a public blockchain, people can join and operate a blockchain node on which all information of that blockchain is stored. While private blockchains get their security from putting their blockchain nodes in secure buildings operated by trusted people a public blockchain achieves its security from having a large number of nodes that have the same data replicated over and over. A consensus algorithm is required in order to accept new data (new blocks) to the chain.

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Consensus Protocols for Public Blockchains

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The main consensus protocols used today are Proof-of-Work and Proof-of-Stake.

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Proof of Work (High Cost in Compute and Energy)

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The proof of work consensus protocol is best explained as a race. The consensus is achieved by having all participating nodes solve a puzzle. The puzzle is a one-way translation of an amount of information consisting of the following items:

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Proof of (Block) Stake (Low Cost in Compute and Energy)

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With proof of stake consensus algorithms, the consensus algorithm does not solve puzzles in a race to be the first. The first step is to identify and allow a certain number of nodes to be part of the blockchain. This is called a permissioned blockchain because you need to have permission to partake. This permission is given by distributing stakes.\n
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\nProof of Stake consensus mechanism is solving a puzzle, but the puzzle contains only static elements - not variables - based on different characteristics:

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The Blockchain Dilemma Problem

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Public and private blockchains have their specific advantages and disadvantages and are very good for specific use cases - but not all. If we list the specifics of both we end up with a table like this:\n
\n
\n| * | Public Blockchains | Private Blockchains |\n|---|---|---|\n| Security | Provided by having a large number of nodes running it | Provided by having them in secure controlled places |\n| People | Build, managed and controlled by unknown people | Build, managed, and controlled by known people |
\n| Speed | Slow by design - all data needs to be copied to all of them | Fast(er) and more efficient by design - a smaller number of copies of the blockchain data |
\n
\n
\nSo what if we want to have a secure, performant, and easy to manage blockchain solution? This is not what can be delivered by either type of blockchains. We have to create a new type of blockchain that combines the best of both worlds and delivers.\n
\n
\nThe key element in finding a solution for this problem is to take the human element out of it. The fact that when you deploy blockchains solutions in locations without human intervention means that you need to create a different deployment mechanism that takes out people touching code, compiling code, deploying code, and in the end operating the machine in which the code runs.\n
\n
\nA way to get around the trusted people problem is to select a platform on which software can be downloaded, compiled, installed, and operated without human intervention. Such a platform is a unique platform that has not been developed and launched. Such a platform would have to have the following characteristics. To make this system work and solve the blockchain dilemma we need to have three components working together in an orchestrated way. The three elements are:\n
\n

\n\n","excerpt":"Blockchain technology has the power to change the world of IT. There are a huge number of new initiatives using blockchain technology around the world, with countless use cases.","humanTime":"07 March 2018","datetime":"Wed Mar 07 2018 12:00:00 UTC+00:00","timeToRead":7,"tags":[{"id":"technology","title":"technology","path":"/blog/tags/technology/"},{"id":"threefold_grid","title":"threefold_grid","path":"/blog/tags/threefold_grid/"},{"id":"blockchain","title":"blockchain","path":"/blog/tags/blockchain/"}],"authors":[{"id":"kristof_de_spiegeleer","name":"Kristof de Spiegeleer","image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/kristof_de_spiegeleer.36a08ae.4beca8a4879254536a729b04eab83027.jpeg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/kristof_de_spiegeleer.36a08ae.4beca8a4879254536a729b04eab83027.jpeg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-a1a962a77a5370a5992602276f3fc187'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-a1a962a77a5370a5992602276f3fc187)' width='640' height='640' xlink:href='data:image/jpeg%3bbase64%2c/9j/2wBDAAYEBQYFBAYGBQYHBwYIChAKCgkJChQODwwQFxQYGBcUFhYaHSUfGhsjHBYWICwgIyYnKSopGR8tMC0oMCUoKSj/2wBDAQcHBwoIChMKChMoGhYaKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCj/wAARCABAAEADASIAAhEBAxEB/8QAGgAAAgMBAQAAAAAAAAAAAAAABQYCBAcDAP/EADQQAAIBAgQEBAUDAwUAAAAAAAECAwQRAAUSIQYTMUEiUWFxBxSRocGBsdEjUnIVFiQyQv/EABkBAAMBAQEAAAAAAAAAAAAAAAIDBAEFAP/EACURAAIDAAEDBAIDAAAAAAAAAAECAAMREiExQQQTI2EiMlGBwf/aAAwDAQACEQMRAD8APcI1S0FDNSVImSJY7OtyNKqSbMO1rg6hutwegOKmdRk5BUq1MEMvMdHWwJttcgbXtcketxtg9wnmck1BUPUwks0JnfYeNi12cMdg1yQAbBt174E1WWUAjj%2bWWRebBqYs9o2Y9NJO69rg9LW94mIDaZeg3oIiZ1HzOCYHIOoyRAHzARjf64K55OkkVDIG8McKNv0RiB4mv/5BufcDHWiyxazI0FasiwUkyiRVFixBAC%2bl9/YXxfyLKcvz5qzO8xhDa5jTwxqCVVE2ACg74eWA6nxsOusueI8yjwBoqpK%2bqdjoipuTTrcM6gqdbkd2JP1b0xJ6SNZGQkqTToxDHUpBKKynzuAN/W%2bKuaUKcOcR0MuXOUpK8PG6K17XFtQ8iL4MVlQifNSiKMAwmEBlOoKkgQiw9APscY28%2bQ7GA9fD8T4i/wAM0bVlfVCGYU4SfTEGAIuFBKnv4gDbrg/nDVNBkOb8iaUU7RpDFdiSWZz37jwkgdBgZwXFHPmFeui7pVDQdN/EwAG/a1ifXfyw1fEGFEyrLaOJbBy9S3qqgIv3bBWH5uMXWNTYD4PgrJqCKmpGdp2SVpl1FnmXYkbdunh/OI1NRMyxUaCWlhGqVjSuhVQwIEessSp2Isd/7rdcQ4ZqI8tpTNLrgrEZzG6NflnSoOu3TuNrW7dMBkrairNbM2uBakLqiChEKXPUAdbD7m98Cy6xMzcAhZ8yny/hiFdLSKtRJJUFvDfT0uOo6jbzGD3CNLr4ToB/RRQXeRZQd2Lahe2E6Knq8zy6rip4GkqZAoWC%2b7eKzADqDcY0Hhfhpso4fGWZgUeZL8wHcAk3A%2b4wq/FT72dD0ba39RJ44Rhko5Eka1FFUh4mj20ra9hf36Y9S1RzWio6w6YZBMyuf%2b2kutl1D%2b0slvdhjl8RcsZ5qWmpISxNRbRGvU27%2bW564nw%2bq0GXJS1oaP5hWp2aQWKtrUX27BtP0OGpntgjvF%2bsb5CPoS78NIjPxVmEW/hlD29bW/nDVx0DNmsth4F5NHH%2br6m/bAT4SQH/AHdnLuLGMLf33H84P8ULzeJcvgXpzg59TufyMZefmktP6CImVBGkZTHCqlkCB%2boI2Nz9t/M4OcMZPDn3FVQ1XzCIYRzUIs2x0gEjbf8AnCbVzCF5qiDT8oXRQUNy4sTq%2b3740b4TTPJX5lzGLMYkP37Ya6%2bYpTvSaFR0NPRG9NDHGp2bSoBPuep/XEc1y%2bWvIMRjV1WwJ6uewP4OLbbWv0Jtiavpb0wkgMMMerFDyXvFTJMl5k089XCHjdDGIztdtQJJ9iBbvirmHAlLKYGpWMKxyiQxSf1FItut%2bov574dGNtN%2b4uffHQFS2na5F8eUcRghW2GxuRmVfDKGWi4m4liql0yoYy49fFi7UyGbjSnNidGpreoA/gYI5ggy/i/M50jIFTRwn/Ng7L%2b1sDIyI%2bKpuY9zT0oaV/JmvfA2Hk5b6/yCg4rkzCNSlMITZQbsY4xY9LC3Yb9vbDDwFny0OaTfKhI2qkCsx8W43NvXoN/XGfVlY6uA00TugCaYidJA9fXqfbHTKqxv9QowiFGE2tig3AJH47YtNZZTsmrcBgTNoreIcwpqmOU1czxK4LqTcFb7/bDVBxRlM0etK2Mqe4DH8YybMs2SKokpqo6JkYoQ3S4OBLZ5PAjR0tesC%2bSeIfTE61tmTrWrW%2bMOk3WHiDLJrFa%2bm27Fwp6%2buAHEfE3/ACTS5fVRcox2lddyN9gGv7/bGTjiV4woqwsiHbnItx%2boPTFg8S0qpdZIwP8AG2CNTfxFIK1bdhHirP6uNqCohqXb5K3JXa1ztpPmDYGxN/bFzhWsfMKKpqsxqVZ6llapdOioBso8y1zt64UcwziDMDGsIVimp2D7qbAkXHlfFXh%2bumo8sqSvKT5nVpDCyqw8z7X%2bmGCklM8ya%2bxfd1e0/9k=' /%3e%3c/svg%3e"},"path":"/people/kristof_de_spiegeleer/"}]},"previous":{"title":"Datacenter Myths","excerpt":"Hyperscale realities are very different to what most people think. Myth 1 - Bigger data centers are more efficient.","image":{"type":"image","mimeType":"image/png","src":"/threefold/assets/static/big_datacenter_myth.4250cd3.e38fc0880454dfac08c611c1f3108aaa.png","size":{"width":800,"height":400},"sizes":"(max-width: 800px) 100vw, 800px","srcset":["/threefold/assets/static/big_datacenter_myth.1b91758.e38fc0880454dfac08c611c1f3108aaa.png 480w","/threefold/assets/static/big_datacenter_myth.4250cd3.e38fc0880454dfac08c611c1f3108aaa.png 800w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 800 400' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-d0092f511a2aba8c72b7f72d24a34318'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-d0092f511a2aba8c72b7f72d24a34318)' width='800' height='400' 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/%3e%3c/svg%3e"},"image_caption":"humanity","content":"

You are unique

\n

During a gathering with some friends, I noticed something that made me think about how important it is what we’re doing at ThreeFold.\n
\n
\nOne of my friends was complaining about how he couldn’t log in to one of his social media platforms, because all of his passwords are different and he forgot which one he used for this particular platform. Another friend was saying how she tagged her sister on a funny meme, but her sister couldn’t find it on Facebook. Turns out she tagged her on Instagram. And then one of them said something that I keep hearing more and more from people, “Why do we have so many apps, I can’t find anything anymore!”\n
\n
\nWe exist so many times online, but why? There is only one me in the real world. Why should there not be only one me online? Why should I have 25 different profiles on 25 different platforms, with 25 different logins, when I am unique?\n
\n
\nThat is another dilemma that ThreeFold has a solution for, with its autonomous technology. 3Bot - a digital avatar like no other, that basically handles your entire online life. The focus lies on digital privacy, where only you can access your data, and no one else. The 3Bot has all the functionalities you need to interact and exchange information and value, there will be no need for that many applications on your device anymore. With 3Bot, everything changes.\n
\n
\nThe 3Bot is built on the ThreeFold Grid, and has the same values as ThreeFold. Freedom, Equality, and Sustainability. It is important that your data is safe, and what can be safer than you being the only one who not only has access to it, but also the only one who owns that data? Your online world should not be that different from your offline world. In your offline world, you are the center of your own life. That is what ThreeFold is doing with the 3Bot, putting you in the center of your online life, too.\n
\n
\nOne decentralized application, one digital wallet, one login and one you. Because you’re unique.\n
\n
\nHave questions? Feel free to ask us on our forum!\n
\n
\nPhoto by Jessica Ruscello on Unsplash.

\n","excerpt":"During a gathering with some friends, I noticed something that made me think about how important it is what we’re doing.","humanTime":"05 December 2019","datetime":"Thu Dec 05 2019 12:00:00 UTC+00:00","timeToRead":2,"tags":[{"id":"why","title":"why","path":"/blog/tags/why/"},{"id":"farming","title":"farming","path":"/blog/tags/farming/"}],"authors":[{"id":"sabrina_sadik","name":"Sabrina Sadik","image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/sabrina_sadik.36a08ae.956874a8cbe7034c663e1ec83154e698.jpg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/sabrina_sadik.36a08ae.956874a8cbe7034c663e1ec83154e698.jpg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-2d7de6cea7ce793e275b0e60b4c3119e'%3e%3cfeGaussianBlur in='SourceGraphic' 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What is Peer-to-Peer?

\n

Peer-to-peer (P2P) is a term that originated from the distributed computer application architecture where tasks and workloads are shared between peers, popularized by Napster, a revolutionary file storing system from the late 1990s.\n
\n
\nThe concept inspired new structures and philosophies in many areas of human interaction. P2P systems and groups are typically critical of authoritarian and centralized social structures and believe in equality, meritocracy, flat systems, participatory & circular economies, as the concept represents a concrete pathway to these outcomes or visions.\n
\n
\nP2P systems are network, not linear or 'pyramidal' hierarchies (though they may share some elements). They are 'distributed', though they may have elements of 'centralization' and 'decentralization.' And intelligence is not located at any center, but everywhere within the system.

\n

How does ThreeFold relate to peer-to-peer?

\n

ThreeFold's Peer-to-Peer (P2P) computing network is a distributed architecture that splits tasks and workloads between its peers, ThreeFold Farmers. Farmers are equal participants in the network and together they form a peer-to-peer network of nodes, the ThreeFold Grid.\n
\n
\nFarmers make their resources, such as processing power, disk storage or network bandwidth, directly available to other network participants, without the need for central coordination by servers or stable hosts. Farmers are both suppliers and consumers of resources, in contrast to the traditional client-server model in which the consumption and supply of resources is divided.\n
\n
\nIn the near future, ThreeFold will create Digital Twin, which will go beyond the era of peers doing similar things while sharing resources. It will actually enable much more than that. Digital Twin will create a complete new digital world with diverse peers that can bring in unique resources and capabilities to a virtual community on the ThreeFold Grid. This will empower the network of peers to engage in greater tasks beyond those that can be accomplished by individual peers, and are beneficial to all the peers.

\n

Why did ThreeFold choose peer-to-peer? 

\n

Everything starts (or should start) from the why, and the ThreeFold story started a long time ago. Before the inception of ThreeFold, many of the co-founders of the project used to work with the largest IT & Cloud actors. Throughout their experience working in the Industry, they realized that the complexity of the technology and the centralization of knowledge & power led to an inefficient, unsustainable, not scalable and unequally distributed infrastructure. So they decided to redesign the whole Internet and cloud infrastructure bottom-up with the vision of shaping a global internet economy that can scale anywhere efficiently, cost efficiently and sustainably. 

\n

Why does the world needs peer-to-peer? 

\n

By developing the technology, the conviction that peer-to-peer was the best solution for humanity and the planet strengthened itself. Why? Well, put simply, a peer-to-peer system removes all forms of intermediaries, unnecessary steps and complexity from the picture. Therefore, it simplifies the architecture in an incredible way. The benefits are many but here are the most popular benefits:\n

\n\n

In 2021 the world is going peer-to-peer! 

\n

We're now in 4 years into the project, and it is clear that ThreeFold holds the most advanced technology and is probably the only tech company in the world that can achieve a peer-to-peer network & digital world as envisioned by the concept authors. The ThreeFold Grid is running and already at it's 2.4 version and 2021 will bring various commercial opportunities for the public to partake in the peer-to-peer network, from hosting IT workloads to experiencing P2P end-user solutions. In other words, in 2021, the world will be able to go peer-to-peer.

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\nWe are growing a green and responsible peer-to-peer Internet that is available everywhere and owned by everyone — across geographical and cultural borders, empowering people to be digitally independent and providing equal chances to learn, partake and succeed.\n

Values-First

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At ThreeFold, we are driven by three main values:\n
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Internet Access | A Human Right

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In 2016, the United Nations officially declared Internet access to be a human right. The right to internet access aims to protect people’s freedom of expression and opinion, as well as other fundamentals such as access to knowledge and information.\n
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\nYet as of today, about 48% of humanity remains unconnected to the Internet, creating huge inequalities in the access to information and knowledge. It is important that the right steps are taken to improve the relationship between governments and citizens and to uphold all human rights.\n
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\nTo make the new internet accessible and equal to all, ThreeFold built with ThreeFold Farmers an infrastructure that is affordable to all and collectively owned by the network peers. To ensure a fair and equal distribution of the internet to everyone, fully sponsored capacity will be deployed in remote regions of our world.

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Digital Freedom | For Everyone

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The Internet evolved to become the world’s largest database of information and knowledge, opening up exponential growth on personal, organizational and economic levels. Yet it is owned by large international companies that exploits users data.\n
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\nThe current approach of many governments and countries is to cut the Internet into pieces by limiting its accessibility and enforcing regulations. We need an internet that protects our digital freedom and fair access to global information for everyone, everywhere.\n
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\nThreeFold is a peer-to-peer internet — owned by the users. All the technology of this new internet is open-source and the whole experience is built around the fundamentals of a peer-to-peer network. On this new internet, everyone owns their data and experiences — digital freedom.

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A Green Internet | For Our Planet

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The current internet consumes about 10% of global energy production. With the imminent boom of emerging technologies such as Blockchain, Internet of Things, Virtual Reality, Artificial Intelligence and 5G, the Internet’s energy consumption is expected to increase exponentially.\n
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\nThe current industry solutions focuses on increasing the use of renewable energies to power data centers. However this is not a viable solution as data centers consume enormous amounts of energy. Therefore, a new solution that can drastically reduce the global internet’s energy consumption is needed.\n
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\nThreeFold is the first true peer-to-peer Internet. It uses pioneering technologies that remove the need for centralized and power-hungry data centers, consumes 90% less energy, and uses 90% less international fibre network capacity.\n
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\nIf not now, when? If not us, who?\n
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\nPhoto by Yannis H on Unsplash.

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RXKAC4ubmJ1ysBqKiokLF9vz%2bAubk5UAkKQpAU0NPTi6HhYfT2dOHmjSKkxoeh%2bpI77kbYojLKAZWR9nhwyQvTJUns%2bRl4QgCPCWCuKAFPbqbRDHGnMp6WphNIAhbyOCNcjWLvpxUmPMkJshtMsBYIBzhKCMMZXlIKDKS6oSPWDtVhVigNt0desB1S/a3haarB098PyzMHkORtDB9HMxxXUhL2V9wIUURHRwsVSwCoBBkL%2bLsBDA4O/g6AUMDg4ABzvw1XL6dB94wqNPesw3nl3dA5uQcGSrvhqq8CV0M1BBiqoMjdiJaV7SubJ1sYz7YYg2elaTRHYZIiHl1PxWyuMEIslPnsAnzOfL6YFaKkljhB4zPM3j/AmjCQ5okBKqGPKdEaZY3KABPkeZsgw8cc/uancV5lN4yVd8BS6xCyg61gY3oWm77bzNF4mdQGc3JywFgkAJxeZSzi7weAu3x%2bfl5KgZGR0ZcFBXlQO3UCq77%2bHEf2boE8yBEZwfaIsdWFh94JONKV6akchLvWAQSqbMHRreuge3Q33DmxFXheRH24IxrCHDDBwGeuREv%2bYP56IqfBOEwXxKI/1Q89Sd4chEKkljjALtDLjtD/GkAPr5sirXEv4ALS7M4gmv/XUe84Tu3ZAK0Dm2CjcxRXwmygramCNWvXSXeIVq78RkHZi0OUADD/ZUzldwMYGhr6DQBRBCcnp15Ghgfhk7/%2bBWtWfoVb11JJtQ4NNDWVchdku59HvJcloj0tEe9hgjSL4zj%2b7Qp89Oln%2bPCTT7Hpmy/gcHgz7GlbY4xV4E%2blBJucQZK1Hi47nUOp70Xc9jFDses53PA4j1bmuQDQLyBQBV00Q530AU3Rtij3NkCssTJcdY/BXPMQNPZvgvLO9YRxApkB5tBQPY71324Qt8HEHWJxQ1ccogSAtUDGeP4cAJECAwODL9taH8BMVxXqR/egqeEmh6EKNBPAbeZ9AVtRqJ8HbH19EJOahLu0x2obVuBD2cfYvOZraKz7Am67V2LFsk9guncDTn0vVWgc3rwOxid2w4GTnNbhnXDVU0GU2Wlc5rhbS6m3MuCeRFe0yO1RH2mFunALXHM6A3e1vTA4tgOah7dDbe9GaB/cDDdDJURZa8Lw9FGspgI%2b/PAD6X7AsKhZr2uAuNfBdPjzAHrpA0YnJnEt6xJCLyqjqfEmWpvvoJ3V/QH7eEdOJG5E%2byHY3R6FfM5I7Q14G6pjzTIZQgyVUeZ2HnkW6nA4thnhmrsRyuHFnaeXwBzOdDiLJHtD2Oqo0M6qwu2iLqz0lJFwUQU3XbRR5W%2bM2hAqhCdf7qmHOI29OLXhG%2bzftg5HCHL3plU4d%2bJ7eBpyIDqzD5bahzgFvgLMwUchvAwLeMrSqM%2b43g8AdwkAibEL9L4cGBxCY20lQi3VUFmei86mcnTSx/ewjw%2bypw8wlzvSQ9GWGYXOtHDIbY2w%2bstlSDXXQl%2biL0o9zeB5aiciDI4jykAFWbaGyLY7h0gXc8RF%2b6A4PQJlif6o5HNzAm2gfmQHzI5/j3zHM7jpdhbJF44j4PR%2b2Jw%2bBuUju6Q3VNawHm1c/SU0dq%2bHh/5BmChtg43GbmzeuI4APgAHH8XCwoIwbylLk%2b4fAqBkfgeAKnhJCBgZHUNkgCuyLgVh6MEt9ORGoI%2b9fJTDzXhpMkbY37vZ2no4IIVYG2HzV1%2bgMcga44leiNE5DqWNq%2bB9aj/kRqeQ72SCQlsTpAe5wzHQF9ZBgfANC0RxUijnfXMYqx7Cim9WQGnnRthqHKAqVGBzUR9ehGZ0bCcOb/wGm79ejgMrv4TOtjUw2L8B%2bke2wEFzJ7Z/t0ZKv6jISMWjR4/eABCDHuN6fwAPHz6UAHC9JAQMDg2jsa4KxbSkw%2bUpHICi0Un3NlwSj9GbiRii%2bektkNMWpyGCCvBjB3jE/j6R6Ikc9mvlzWsQdPoAUqy0cIM9/JanOWqivHA13AdJgZ4oT45ES0o4ynxtWByNsPW79fj0y8%2bhpnoEcX62uOppgmIHTXgc3wrdrWtguWsDnHZvhM7m1VDdugqqrAeutMS7%2bX%2bWfbYcl7OzfwfgvRXA/Q0A/tJL7ujv68PA0Ahu5yajNNQUE5zrB1kDxujqpugAx%2bjzp9jaJq8n4zLzvifBG3OZIRiIdEIxJ7Zdq75AiPpe5FhpotDdBLVRrujNjsDkzQyMX0tGP687U0LQzQmzLsYNewngwPYNSOHQI%2bpAfaApqryZNpp74Xd8OxJ0DsJt33fQ2rIG2rvWYee6L2GvtRf7tq7FqtVrUF5epnj8%2bPGbLiBM3sjIyLsB8Amy17tc5A%2bDfwNALBZEDLKyFsUHwJWyLvWxxEAG5396/RkqYObGJenObSnb2mOOy7NpoWj1tUS5hQa0v98Ag90bcM/TGA3hTuhkqoxcT8Pk7WxCSMVIoRz9nBzHOEhVyT2xf%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%2bMpDUWcwGHo4JLKI9wR6KJGoaS3DGW4Yf%2bRA/0JriikypoibLHPd8LtNQW6OUwlWuhCZvDW3H24HewObUDZ2iyxFxwUumIeGMUfn5%2bitDQUHh6er5RANXw/gBEAflXAEIBvf0DGL1/EwvladLI%2b6L8Mn4oz8HslRhMX43F07xkPLlKONkJmEwMRAcBlLvq45qNOgrMT/H0XdGdGAQ3LVWEcohqiHDATe%2bLcKOkbZX28XRNMZkuBiIfDKV4oTfRDd1UQkOYLe75XEBzsr/0/5M4Ajue2gcj%2bgUnziDnj26GqcZ%2bnFQ5CXNzc1D%2bEgAfHx8JAHcZH/vzCmAavCQEUQ%2bkOtBDTzBQlY%2bFinQJwI93cjBH%2bztAI/O0NBMvrhHIrQI8K76M6ZRQdES6oJInX%2blpiFIbTZTa6WOOBfL5zSsYyYjkzB/MUdcLzREemOL1wyuRmMwKpQIC%2bTNf2mE3tMkdURdsgSoW15GG2%2bhix0g6Q2NEG22ptg9Wp3ZzIBMfs1GC0smTsLOzkwAEBweDJ/9GAVzvBjA%2bPi57vUsKYDHkNDjyUnhqEfzw8Ajq66vQyVx9XJmFp5z7F/Li0RPtgWmOtk9vE8DNyxKEx7lJGEkOQlu0G%2bXLHI5yxD035q%2bzCQYTAjki83m3svGE0n%2bSK4pmFCZSAzGa5s%2bROBQTmeEY5JTYwfxvjrJDtY8xGjPZOepuoN7PAmWu52F6YifshVE6tQteF05IH8w6ceIkHOztGbinIiAgAO7u7hIA7n%2bcAhMTE28APHny5A2AoSEBoB8trU3ITo5ACy3w46oc6XZ37yVvjPHFTxUmYIBzwRhBDGdEcJQNwT3a2ssWWiiwM6Cvt8JdtwvolvtggLVhviARz29n4bG4J3A5DJM88WEGPMJ9LCsEI%2bnB6LnkIb0Z0hRhjQpPI7QX0i8k%2b2I00hU55towVdoJK9U9sNPcB29zFehpHsdJKsDW1laywsx/sPBJALjLXFxc3g8Ad/nTp08lAFzSDZGm5kYU5GUgjCam6WoEntXkSG93t6f4oTc3Bh08tQepAWhM8Ud1gg9q6AGKA6yRYKaGSxe1UOhyHvWhThjh48OsDaPJIUyVbDyifZ7ODmLwPhhMI4CsYGkNsQ50xjmjNdYBDcFmqKShKo/2RnOoM4LPqkCFVd9SZRcsuJw4YLmaqkJX/RDU1VVhYWEBKysrBYMGq/%2bbLkAwfx6AqAEDg72ob6hBKAuU1dlDaMgJx9PKTPRkBKApMwj30wLRmMadEq5PCcQ91oObMR4oj/NGaZgDioRkg2zRIPfAgxh3FjZ/dEV74lExCyYHqQk6yj7prXFvtlI/DIkOkOqNthgHFk075r85CkPdsOGbL/HN55/gs0//Cq29m2Cnxn6vsQ8e507A0VQduqcPQ0dbHRcvXhSFUMEWCFNTUwkAdxkfezeAycnJ3wGQjNBgP5qaahEdaA8HSq/mcgQWy5LRfZlOj6uWJ1efJgL3RQ39QHmMJwqD7FAR74NyFsFcGqVbIfa4y45QEcKAIp3RSDc4kBKMp7TOk1n0C0me6CWEAQY%2bmOaNbra/Dvb%2bByHmqIt1Q4CBFj7/6C/4fPlfsW3t17A4uQO2BOCmdxTuhsdgpq8MbfXDuHBOB2YEYGZqqqAKYGxsLAHgLjMzM3t/BYgasNQFuKO9vQWZ7O1ezmYoivPFIgei3qJYPGDO3otxQVu6eJcoCl05Ebgn90ZJiAPuXfJDVbwnboba4Va4I8pC7SXHWBZsg8ogG9SFOuAxbfAkc14E3Mv%2bP5juI6mhK94FnXSA93n6d1g3LLZvxIpPZfj6i2XYu3Ele/8uWLP6u%2bkfg7vRcQJQgbrKfpga68LE1ET6kBQDFm%2bVSwC4y/jY%2bwMQXWDJCS61wNbWFhQX5yM3LZYDUDJ6CmNwO9xOOqFGdoKWSA8WqWAMZkehl1V8lN6gj6nRGs82l0D5c1XGOKM61hU1VMNdP0vpbbOJy8H0Bm7SfUABoYd9v5v53xJmiZoET%2bQ5XIAph53Pl32MVSs%2bx0EOQDbqDF7nMNwNjsLtghIcOXAZcT6wtzSEickF6XOCJiYm4saIBIC7jBD%2bnBHiLilA3BYXH3%2b/VlyM%2bIQ4xMREYKQiC91Xw3niYdK9gAH2777EYLSGeaItkvkb4Yn7Pg6odrfC/UAX3PUwR5GNHkpZD9pYN%2brj3HEnwBLTnConrgTR97tiIJ2/x6LXEm1H72/Pockad6iiJJ60BYMWAFZ8/ilO7PiWs/8%2beOkdg7P4GB0HJHsqQffELthYGLEGGBPAOQVl/waAvr7%2bHwNYemdI3BZn/oMTlOLy5eyXkZGR8Pf3B9sIhwxb%2bPK67XYO%2bvIiMM7hZawkHrWXvNCTFYYJDkKjmVSAPBDdkT5oCXJGvT/TwcsKN5zOocT9Aqo47jaxe1SG22P2WjyGs3zRkeCCwQxfNHHyE32/iZb3PjtGvpMRUlS2MgXWYfWXyyUIR7d/CzuNvfA0OAZ77SPSZwR8zNWgrXECOjqalL8%2bpW%2boML5gLD4wJQHg/scA4uLiJAAJCQlyfsHDw0Ph7Oz8UgwVInhnZ2m4gLePL/Iy4tHELtAtevgNOVpoXUsCLJj7tqiIdceDJD90JvrxNGljI%2bxwn0t8xKWelb2WKVMX54EmPmeRqdSb4iF9CKqXrbAx0pEQXqXVPaZT9tkDyKLLc9yxHgfWfoUvl30C5d2baID2wNdICZbiE6jqBxBHp5nN9iqPDYG9vQXOGekr9PT1cFb3rARAR0f3jwEwYNlr1yTnMAE3NzeFq6vLS0IQhoJ/2J4GwxFxcTGoKCtEA4PvzAxGfz4tbT47Ait5RYQjcn3MUeDL1uVjiiLPC7hGE1PJYtbKQtfG1Z3hj/p4D8ILx2RRNJpY8NqTWUPiXFHH2aAq2BoN2XJc5%2bBUaHIc2fqH4LlnAyx3rsfGL5fhzL6N8NU/jGD2fmutwzA5fRA%2blqeRHGCG%2b3fz0dVei6K8VIWPjzN0dc9IAAwN9WRUx7sB0DnJXu9vAHARgAuCggJQVHwVVZWF6OysxcR0H7pofdsyOfCw8vdfJQTxVjgd3nBhEtrpBOuinVEbRUnL7aV7%2b%2b1JlL7cGV30%2bMJA9bCFdl4pIg0AAAiVSURBVBLGvTAbtPFnNbTLt8XcwDZaxxZaaHocJTZqyDY6Ar8Dm%2bDByc/qwHoEnz%2bJSGstBJmeghfbcpirCVyMVRHEWSPW3QB3rmehv7NOMdBdJ0BIAG6WZMuSEkLfDYBeWfZ6cJCHhISISUrBx16mpl3C4HA7Zmf7OBHWY2S0gwAG0FVfis4r4XSBIei/IgDI0X85BoO5sRikPW6nTW6nuelibrdQ4vWxTmhg8auPcUWj3EX6sMMdTnnV4ZZo5OnfomJuuJ9D0%2bVY3HZlwXTQRDEBXDE7gQjVnXDftw5%2bZ4/iDgetS67nEGiiggBrfWSx3kR6XIS9gRIihGrSw1Bfc1MxOdqOnvbKV7fF2%2b7Jhnqr3w0gODhEAsDg5VFRUYiOjlLU1Ja/nJjqxfziKCfCFnR3N2ByehB9g60YH%2b9GR34setkJhgsY9FU5r6N5suHoTgmSzE4jA26mf29K9GHl96AqXNgC7VAVboPyECuU%2bpugjnXhDmV/3UEL91OonCgX3HLUwi1nHZQ6n0GBrRritXfDn/leX1OOkbFB5IQ6ItpBD6EcrqI9rJDKrhPsbAw7/ZPwsz2LK8mhigaqtaIk/dW7wyUZsoqSS%2b8GEB4e/gpAcIg8PSMVbR33FQ8XR1%2bOTvRg4dEU%2bgea0N3zAIuPpqmEZkzPj6KTI3AbJd3HE%2b/OYuAciDq59zAFmjn71zKn6zgN1rK4VUcy0BBLBmtOa2yBG/5muBXIawZ/y8sQVawfLTz9O256KHfXR7nbWdzh49ecNJBopozGqtuYW5jB4FAvbqRHIt7ZAFeTIxFInxDhboH0SC%2bEu1nARk%2bFIFQUQQ4GiPG1lABEeJjJkkPs3w2gqOiKBCAnJ10%2bPtmP%2bYVRxcR0/8vhkW4GPYWOrvsYHu3Bsx8W6RI7%2bGIm0N1yF9WXPClpdzQkeKEl1R%2btnOTakjkn0PvXMqi7wVYMWpy2mbSu%2b19kx7BEaZAVbnOvCLiIe/6maM1PRA2Nlbh3cM/bCDVUR4WHPq6zLnQ0VmLxyUNMTAyhf7AbZYWZTANDlBVloO7eDVTezpM%2buH3rRj4uJ0WyS8Uoejrr%2bdzOVynQ0yIbHu17N4CFxSkJAE9Y/suvz4TUFcOjXS8nJocwPTOItvY6PjaEx8/maJK6MPdwDL0DrehououajHBUxXmyxztLxayG01tVuAPKRIBBIngLXPO5iBu0waW0xmWhtrjD/R5XlajebIkP6B4r3HRR5WuM2gBTVPmc4/zggOGeZjx5/ghzcxMYFwAGutDR/gCZoS64kRWN/v42jup1uFtxDcV5qaisKMHAYI9ienoYTQ13Xr073FQla264/W4AT5/PSwCe/7Ao//mXJ5iY7Ff09jW/fLgwxT/Yip7eZszOj2Hx8TRPohczc6N8rAWTMyMYm%2bhDZ1MlKguSUZubgHL28VIOPjc5BImPxd/jTHCfo3IdC18V0%2bEOK/891oEa1oEaeodWzvrVVEKVzwXUBZpSAedQlxqCmclBPGbwi49mMf9wCkPDvbTovXi4OIuy4hzpY/S385PRcL8S1ZU3uErQN9CJxvo7ipaGMjTVV0gAGmtvy9rbqv8IwEMJwLMXAsBzAuhT9PW1vlxYnEQXi9/IaLdUCx4ujmNyakACMDjUiSmqYvbhuFQTulgjfvrnz6i%2blonrPP2W7DA00yt0cIRupXFqTPJGLbvAvXBbVAVdRCXT4cGVODRzjK6jEupZHyqpgFa2skdP5vHsxWM8efoQD5n7U9OjEoCJyWHCmGQ69uNOaSGyoryQmxCI24WpaG2qRktzDSrLixRTU0MYHnn9xshgt4y/924Az188egXg%2baL8n//8G0bHexSjY70vZ%2beG0dPThKmZAXaDcUIYpxJGpXSYmHwFQqyHBNXWVoMnP3KQGmpHlqMBOjgtCtvbxNrQkOiN%2bzRAtZwea6OdUM0C2Faej6GWKtT5maKOaqgWN01rSvH8by/ww0/P8OLHp9Lpi%2bDFEikwPTOGmdlxHkg/xidH0d3bgbrqMjQ3VrFLtVINd9Db26748aenmJuflADw%2bTLG90cKWJAAPH46L/%2bf//kPjI33Kii7l%2bPsAqIQzhDE4pNpSQEPF5mPlOfs/Dj/yTh/Ngb%2bPpgyPJlePP/pMbI9xSzPfs/AGyj9B0k%2b0nV9PAsma0UtAXTfLUJLVgQf80b//TLMz0/hp3/8HT///Wf8%2bLcfmG5zmGXuMxD6kHEpeAFibHyQ/6uDKdgure6ednqVXjx4UI32tgYBSvH4yRxbd48EgEqQdff8wWeEnr5YlL3aH8n/6//8h1QEKT%2bOw%2b0kPsagp6kABj7Vxxc2w7zvx0O2xJlZcTojePHDY0kJnV0NmH80g%2briDNzwppxTGXScmwRDFMhqDkF13BuS/dFdfQODTfco94f426%2b/4O%2b//gM/MfCnz1j0Hk4z8Kn/BsBdyF%2bcfP8APUhnMwNvY3q2oq%2b/UyqMLc21QvYCEAHMY3Ts1WeERsYGZFPT4%2b8G8LdfXkgA/v7rj/L/%2bt%2b/inxXPH%2bxwDbYjsc8iUdPZkVhZNFjJ3g6z%2btBKT/FC5uZGWe%2bLuI5IYha0d75CkIdC2Ili14NT7yK0r%2bfyfmhPBfj3U0QxfXJD8/w8z9/xc%2b//B0//iQCf8z/%2b%2brUJ6dGKP85Kf/nCUMscfIiWLE6u1okCGIJNTQz9yl9qU5wKRb5/4eGXrVB7rKJ8T9og7/880cJwD/%2bx8/y//xfv/LFLCiePJt7KWywoCkAjIz18MWN4cmzBek0WC/4AqelFiWe8%2bLHJ1igUrq6H2BgqIty/gkzInf5omYp32c/PmOR/AU//8c/8ZQ5/sNPL/D8%2bTMCXpQq%2b8zsBKYp9aWTnpwalWQvlCB%2bNjjUI524CFjsLa0NeNBUi5aWWrR3NEoeQShgYLBLMc%2bO1d/XKgHo622RLcz%2btgj%2bXzpsDyFRMAivAAAAAElFTkSuQmCC' 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\n
\nThe ThreeFold Foundation is changing the way how \"we\" as a whole approach the internet and its underlying technology. We believe building the internet back from the ground up is the only way to dismantle the monster it has grown into – a polluting greed-machine that allows people’s data to be abused for money all while just being accessible to just half of the earth’s inhabitants.\n
\n
\nAnd the best part is, you can have a part in the global shift towards a more sustainable, inclusive, and respectful internet by becoming a ThreeFold Farmer.\n
\n
\n

So what are farmers?

\n

Simply put: Farmers are people that add capacity to the ThreeFold Grid for anyone to use.

\n

What is this \"capacity\"?

\n

Capacity is the raw building blocks needed for any internet grid: CPU (processors), Hard Drives, Solid-state drives, memory, etc. Capacity can then be rented by developers and engineers that would like to run their applications on the ThreeFold Grid.

\n

What is in it for me?

\n

As mentioned in the previous paragraph, capacity is rented. This means people that put capacity on the ThreeFold Grid are getting paid by anybody that uses their capacity. But there is more, ThreeFold also incentivizes farmers to add capacity by giving them tokens simply for adding the capacity to the ThreeFold Grid. The amount they receive depends on the specifications of the capacity they put online (how much, how powerful, etc). These tokens are then gradually released over the course of 60 months. So in short, you get paid to do this.

\n

What else?

\n

Capacity for the ThreeFold Grid can be added in all shapes and sizes. It could be a small box no larger than a modem that you put in your office or home, or could be a fully-fledged data center node. The idea is that the grid becomes spread out as much as it can be, as this has some huge benefits for all users and the environment.\n
\n

\n
    \n
  1. Less power waste: Less energy is needed to cool all these smaller nodes that are far away from each other, than putting the same resources in a giant room together and having them sit on top off, and beside each other (this is what happens now in large scale data centers).
    2. \n
  2. Less bandwidth waste: The closer the capacity is to the end-user, the less unnecessary miles it has to travel. (e.g. a text message in a messaging app might travel from the Netherlands to a data center in America to then forward it to the person living down the street). When concentrating on decentralization and having nodes everywhere in the world this problem resolves itself. And data will take the shortest route possible.
    3. \n
  3. More Privacy: This decentralized approach makes it so that there is no \"all-seeing eye\" within the network – unlike the current setup where tech giants basically own all their users’ data by putting it in their own data centers.
    4. \n
  4. More Accessibility: Due to the fact that these resources can be added in small form-factors, it makes it possible to now put internet resources anywhere in the world where there’s a network to plug into (cables in the ground). And this makes it that now people that have limited-to-no funds have access to what the UN declared a human right: the internet. ut more than that, education, connection, entertainment, all the internet brought the western world over the past decade.\n
    \n
    5. \n
\n

To find out more about how you can become a farmer, please visit ThreeFold’s website www.threefold.io. Our wiki or register to for first access to our next batch of 3Node here: https://pre-register.threefold.io/. We are currently collecting interest for all types of nodes that anyone can host in their home, office, or anywhere else with a power outlet and internet connection.

\n","excerpt":"The ThreeFold Foundation is changing the way how \"we\" as a whole approach the internet and its underlying technology..","humanTime":"03 May 2020","datetime":"Sun May 03 2020 12:00:00 UTC+00:00","timeToRead":3,"tags":[{"id":"farming","title":"farming","path":"/blog/tags/farming/"},{"id":"threefold_grid","title":"threefold_grid","path":"/blog/tags/threefold_grid/"}],"authors":[{"id":"roel_van_sabben","name":"Roel van Sabben","image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/roel_van_sabben.36a08ae.7758a1234e41e98c8b7cce0d9f41162b.jpg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/roel_van_sabben.36a08ae.7758a1234e41e98c8b7cce0d9f41162b.jpg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter 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Why should I care?

\n
\n

Do you remember when you could create your own safe space and decide what others see and know? Now, whether you are at home, in the middle of a city, or hiking a mountain, you’re never really alone. More and more, the technology we used is connected to the internet. Cars, fridges, energy meters, even baby monitors send out data about you and your family 24/7 beyond your control.

\n
\n

Behind the scene

\n
\n

This data is collected for spurious purposes: to better predict your behaviour and target you with ads. The targeted advertising ecosystem, using trackers included in the sites you visit and Software Development Kits (SDKs) in the apps you use, aims to get a better picture of you to present you with more relevant ads.

\n
\n

But it doesn't stop there. The ad tech ecosystem has one main feature: connecting companies to you through an opaque and technically complex infrastructure, allowing almost anyone to enter the data collection and exchange market. Moreover, this means any companies can participate in processes such as Real-Time Bidding (an automated process that enables advertisers to target particular groups of people on different websites, videos, apps without having to negotiate prices directly), only to collect data and never display ads. 

\n
\n

This means that companies, such as two AdTech companies that track your activities on a different set of sites, can grab data from each other to consolidate the data and profiles they have on people. Consequently, companies participating in this ecosystem (or sometimes on their own) can sell your data to clients that may not be using it to try and sell you stuff. This is the unhealthy and unsustainable digital cycle that we live in.

\n
 \n

Given these examples, it is not hard to imagine that your personal data can be used to influence the price of products and services proposed to you, particularly from companies and institutions. 

\n
\n

So, let's join forces together and, as a community, reclaim our freedom and get back ownership of your data. With Digital Twin, you are at the centre of your digital world. No one else. 

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rq7e4bVd7tXVRx3Aiq/PyYU%2bMxum/AJUFxQig6lQcemiojbG/T1a%2baXoPf%2bsOoesLIzqnGD0sxPguTFwvfAyHpyWiDun7sGcNVfx8MLDKuf/QGcl78WkIP4noz/%2b02TKVR0aNHS%2bvgb1ddUUUtWsP7U4kvwzeoJ%2bjrc%2bgEWui0VPuoT8i264titFqCNYOp1OTX2yj2FzWuHvCNwoqtL%2bWDjVLDFo0k7FZG4QLRGTyfzXMPrWggLo2Q0aMrOQz5FYYzajd83qaCEU6ouTN2sAOScAsqouMPZpbHrtQ9wee1i1QXF2qPXddZPdE7sft0/cib0XSznBGZlyNahjAaytrkR9fTWuMwjHjp9TewKmpiZVyQMUOyZTkwJANjVlS0v%2bNZlMSihJI5H9Czf1gTvM1thGi3iU84N7abdshAgwIq9FQcZkSN4z%2buasHGjIhMr0DKZEGRwUGGHm48CMKUrx/aoQ4nk/r2P0U/DHzsZj8/bjDirAe2bvG257Qybnd9N5EUILN6ao4auxoRG1lTWoqST1ywWAOpxPSUdy8gXV8mTU9flEB7QP7%2bOJGhRgZH4QB/R6vdpqF8CGmNE3FOn%2bW6N/QxT1q90lkdUx6VmZqM3grE7TcwQuZTW2VVbBwIcxW4zoKctA96ypwKiR0f4/GHVVB0QHsBC2zn8bmtQU7DmdhkcXHFBSWORvVATtVbT/3dS9uIP9/601lxlRToShFug1RtSV1aOmtBaVrAcNdTocPfczLl%2b5rqJmMBiUcxH2dk29Rik/kb86XaOSx82UtQ0NOjX7%2b1vC8FEkBWWPkECIhf%2bNRTqjO0IeMismjXSvz8iEPT0TFmEBU0DHcwNXt06DLg9Hy9zrcPzwHTpnz0C/pIPk/YQX0T43Fra4TahiGpUwfUrzsnHleibe33AWI5dQEc6OiqC/zt3PGeEwvk08iyajFV2c2oL%2bFlg0DjQUmaAp0KM6h12gthmJ%2b48hLTVLMcDA8bxNSdwWxQDZFwyr3Vy7YoKD%2bsFud/A4ul3ezeiLdYmJEqR1DlrH0DaazBVqx7hLARGTkSUOZ8EjLMjJQ40AwDTQEhBdAQcXQymMpZzxS/JRn50G3cWz0J49hTquJRlpyM3nIJWeity068gke3LZx8uK89jXM3HyQgqOnLmKk4xqyrWfkZF6HeZGL9rD/OPBDnjrW2HPD8Ga64cx1QVTeRBr47agIDdf0VSvNygZLMqvngzooWMyBxiMJrWzq2/UEQSn2t2R2cXDoqacG3RaABgCpUcpwqgyHNpekwFM7QmaM7IRYvSNeVRidL4xLQO1NA2dadEVEYhUlKddRXHGdeRn08mcTOTlZvFBs1CSn4Py4gLUVpWjrKQQKdev41rKdaReT6FdRcrVy7h86QJOnT6N5NPnoKs3w%2bcMwmX1wVLjhKnYAUORHfpcG2rLmrFyzXpVE4TiWo7mEmkvNX9Tk1mNxKrQuT3qdcl/mQxlG8zB94RI/1a%2bf4jqKhV4LXiTBWQ7ju9vicjGiR4xuUwBJ6Pvo1Ux%2biV8eA2tmmZlf/YYa6GpKEYdHdSyVRka6mE26GAzG%2bG0meF2NFNc2OBzO2CzmCipyympSzhXFKmN1jzqDNlnKCgq4NBVwgJmUlGMVvMmnhuUNZkMqGRL/GLF9zAx8lLQhpyWL22M7ALCiiYWQGtzswJAo9GofT9JDakPwpChrTO1Dtw0Dd50XTqAMEhYEFOalobm66nQ0wqvXoWWjDCVlaKJD%2bOnVg54HPA6m%2bF1syLz2C/mdSrzeZzqmphXrXLdRcq61LFck895qMzcrmY4HVZ4CFTA74XfJ7u5NjjsnPubRa2ZUEyQl37yBXwu2c72oLFRrwCwWMwseHb00UHJf6X92yIsknrV/loYWS9rg781goBE%2baaIh9oGCyIBapEvVzo6VAeQrTOffDVWe/UaKuh46ZUrqEpNg7vZwofz8AFccNFxt80Eu5mSskkHC81qboTVIl86mNSD25rNfCgz7LboarPRITplF8fs0WvNtiY0N0fNyXv66LyA5CYwLoIiIHgoYjIK87D43aVUfm2K2jYWuB5OcOKo9HsZlaUzyC6vfMsk2/iBYEhFv6%2bve7jny/5Pn5oIo2OwbLNL8Yuw8HVIbSAAEekoakPk/EVknL%2bAwsuXUFdajCZdPZooS4XmzWYD7HTarK%2bHUVcLA02vrI4FiFXb0ECB0ggzKWxhyxQHlfPiFFPD4RSz8eFvmFsYJAzgNOb1uQi0Q2n3QMCN5J8vYvHCxVHBY3eoVJF/FqZKqxqLQVZ5FCu6ujpVasjGhuwjFFfqoTF44PJG1LdHwTCjTQnd3R2dCofAkZ8CyKas7CtEmBIxGRcvojAtFVWlRdDUVkJfVwWjtobO1sNC525En5EnIDZGXqLtpINuF%2bktNGc6eIX2Plc0ukPGa15lTvWNsZicCwCykSkzvcdDpvE%2bwYCPU1oGlq/6FsdZMLft3o1dSQdw9ORJbNu5EydOncLln3/GkWPHWVcK1e712XPnFQsa9SZMemcnHn1tI56ZuQ1jY3ci9p/JmL/8HKYvO4k5n5/FAk6lH6%2b/Bq8/CqSkk/XIQcRYWcwcdivpblMOed1Duexmr/YiHPQpCw3a0HFwyALyuwJv1AYjO2Q%2bn2cYDO8wGG51PeCXz8vvEQLKfPxsQ5MR5ZUVKCouZBEtRkFxEfKKipCRm4PLKdeQfPYMDh8/jqRDh5G4axcSOLDFbd6CuITNWPXDOvzz69X49JuNWPzRSsye/zEmx36Il6e%2bjxfeeA9jX38f/4hdieOnLlFosSWz2yXPnokYeRi/eiBxYvChhowPFhZT5790etCCQ8dREPxifu9wlKPO07jKa7KJKV9WypZWs82K6roapGam49T5szh15jR2bNmKbT8lYM%2bWLdgZH4%2bDu3fi5MEDOHX0MK5ePI%2bUK5eQdvVn5GakIz%2bHcwvByWHhzsrMQHZWBnKyM7mmI4saJSszDXl5PM9JY3u%2bgkuXL%2bDA4aPYmrgdGzbFYdX6HxEjkVA/jRn8ecwvLRSKghG8CYAbTt9qUaejkfcKqAH5UYQ4HFIA2ulwvaYWWXzw8xcvYN%2bBJGzZnoifNm/G1h3bkXz4ML5f9gWWv/Mx4j5bgWWz5mDJG9Pw2Zvz8NaEVzF7/Et4Z/JUvPnSy5g14RW8PXESYl99DQtnxWLpgkV47%2b15%2bHD%2bQnz8zrv49N338M0nn2LNipXYvDEO28mSJLLmaNJ%2bnOTfOU0mHT9yhADIruqvWBSQIef9v%2brwL50WGgeFMS1BxRwnHRbtkEmVeJQRjN%2bSgB/Wr8fqNWuwnugn0PFtiYnYyRzfwoiv/vobrKXj%2b9ckYOP7n%2bKT16dg9cy38NWkmXh77HN4//mX8AFH7imPP4lZI57i%2bXhMeeIpjHvgIbw2YiQm8PiZvz2Il54cgZdHjMCI%2b%2b7DKJ5P4mcnPD0azz85Ei%2bOGoPxT4/B2CdGYOxTo/49AIFBAIKD0R922u8bprfQWByWCIv5WNAMnB8KqBRPJx%2bjY9uwIW4d1m1ai7Wb1mPj5ngeb8KPmzZi97692LN/H36K%2bwm79%2bzB3n37ELd2HTavWofd327E5qWfYe2b87Fq%2bptYNOpZLHpqNL56YQIWP/YUpvzlfix66GEsfugRvHr3vZj%2byGNY8uxzeP3Bh/Hi/Q9gzlMjMWf0KIy7/z5MeOBhzKSjEx5%2bBGP42j%2befAYvPf0cHrn7fjzyl//9/wMg6vyNNSw/goqEFa2bWUSry4px7dJ5HNi/C/HxP2Ldj9/TVmM9Hd/I802bNyA%2bMZ6VfQd2Ju3D/iOHcPjEMRw9dRLHmPcnz57FCVb%2bQwcP4fjeQzi7%2bxCuJx3BmR/jse%2brVdj/2XLseH8Z4uctwtoZsfhh8jSsfm0iVjAVPhJmPPMslnF9%2b5EnMOv%2bB7Hw4Uex4InHCM6fMPmuezD/ocfx6r1/xbg/3o0JfyFID47EyD/fj8f%2bfN//IwWCN9eEISD8KvqGOg0yLl/FIbaqTevXYNXK5Vix4kus%2bm45vl%2bzEmvWf4e1GwjCxtVYF/cDNiSsx6atcYjfvgVbWdR27mf0DyYh6TCBOHoUx44fQ3LySZwjEBdPnMaFPYdwLj4Rp1b/iBNffYvDyz7HgaUf4cC77%2bMgc/vgu0tw4J3FSFq4APsXLcTexYuxm8e7Fi/CrkWLkTh/ARLejMWGGTPwI2vIVy/%2bA5%2b89A%2bsnDQdn74yFQvHT8LEEWMw7uEnEBO8her%2bXxTAIbvRFQQAr90Nq8lK0WTiDN9ABlShKKcAGSlpuHyOg8%2bJEzhy8CD27t6FxMSt2JwQj7if4rAx4SfEsQ5I%2b0rcsQP7mAbHyIaTx4/yM8dw9sRxJB88ghPb9yI5fiuOr/kRR5avQhLl8V4CsOudJdjBIrdj7lvYHjsbiTNnIHHGNGxTNhXbZk7F9pnTsXPGdOyaOQ27ebx7xizsmj4T26fNwJZps7Aldj42zFmEFTPn4q2xLyAmJI7e4uyQyQ%2babrWWcEitnV3yPT71N5Wak2Oo1%2bFC2M9RlAqru6MLPZ3d6OHa2dapvqwIBcOcAbwUVCyKtVpUl1ehrKgUhRx7s9mPUynHr128hPMnT%2bH0oeO4cugULiQmIXldAg4vX419H32BXUs%2bROKCd7BlztuInxmLzbNjsTU2lg7RqTmx2E5LfHM2trG3byMwW6dOwZbJk7D59YmIf%2bU1bHz5Fax78RV88%2byLWDpqHOY%2bOQozHh%2bJmBsOhoYtWtSi38uJya8/ZVdGvnWJMPflXOqBhcJFI1%2bnFRejkON0fhrH5Oscl2kFPC7mtYr8QtSVVaq0cZqtBMpPrR9RP2nr6Y1%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qWRLI84kolCD24ws5f78nh8wtFPHN/NqekibuWqlnQrCZWEmfw1J%2bTFDGBMmckqfHTiPCfgF%2b1ZOoRKWxoOIlyyd/rl6nYNl/DfbusPPqAh6On7Ww/nMLOnYls3aqSmUri7FkX6waM2MWYGAw/Y//aWLYt1VHoCWVJl561C8xyQZl5AUAfH87BWXm8vXcGb%2b/v4SMFAOn4d/cN8/15OS4s5dbVVdx6YJRb1%2bV8fSW3ri3ju4uLBYQhLvUXYdXFkWZQUV5plASYQnmPmKZmjcx5Gcs3pJEqEbdX8slzhzJ4YpGLP23N5NcXXKwUsb53k5PCtDBf94On/AxtzCQyU4JRh08mKkgA6JkdzZl7M9i50UxtWbB49ABObzGwfTSOeZ3S7aMOjgsLju1QsXtrksy%2bJMB%2bNdUZEaxdrJEjhaMb9Fwc99JRnERMxM9IiFE%2bfApRInyG%2bDDO9hXw9r5uKX4On57s58vTg3x/cYTbl1dx%2b8oqfnhgPbcf2sDtm%2bu4dXOU2zdWcOvykI8FlwbLZMVGkaKKkvxhoqorhY4lbvKbdPQMuhhaYWTnSh3zZERXt2kJvvsuDkkDNs6JJ8cezssPlLFeVqT/pP%2bJ/8SfYU4OwCmROybkLnGXIoKrlqZw%2bEQWDzxSwG8fKOfKuJMnBckT%2b/Ts25nAPUd1PH7FyfXTFgFCBO%2bYmbUj0WxdGc%2bVU0auHMmhvTie9OTptFXIzBZMJ8PrL/PvT0jAFNzaMH65qoq39s7k76eW8O3VUSlsLbfvXyPFj/LDjfX88NBmbj%2byiVsPj8l5PbceHOX7azIaD6zggWWVZJnVpFs0ZGWpySgQv1Kvp21uOqNba%2bgV0b66xcmVMStDXfG05kRxfdTLlY2pdJXFct9WFy%2be9LK6J4myXFm/Aopd0mlk4J1ES8bxa2mKYGTUwqF9aZzd7%2bQ%2bAeDFi1m8%2bGi20MjJMxe9fPRSFa89nsmj5yXeHklh0/p4Nm8M5d6DKVw/nEupV2ytdgLV2SpxkHGysqajVYvQ%2bEtMLjNzbl4B%2b7pLZBQq2T%2b3kuurO/ng2ABfnxUdEA34/vJKAWQVPLEZfrUdnt7OD4%2bLFlyXEVhURJaIoCNFRV6eTkxaFHllKjYeaGf/kTqG%2buLon5XAlpFEDm1Wc1iicV1mLE8dSePz814%2buJDBt8dL%2bPT%2bfEYWqJkzI4mmKjFPubIR4ibj58y4m1XLUhnfkMzGZbEsG9QzOmjkpet5vHolkz9eyubp83Y%2bfbGaV2/m8uz1TGGFhV3jao6MJ0gwSuPQmhTOrBXfvcHL7uVOds/LwKWJIFp0YF93NtcGK3lstIOn13dxaFYx8wpEYNsyeHljC1%2bd6udrEcWPDs3nxe29PLy%2bm%2bd29/HuGRmRK0vZ15aGNi6ElMQIsrPiMLsDSBfB27Aqn3v3ZnH5hJO1q3WMr1dzcYeRZzZ42L7MyNKliRxuN/P%2bLi9IPvjbeAFbl%2bu5eaWQE0c94nXEgEmT/FyS9Lo741kwM5JtG5I4v9tBe2EC3fVxrFyo4qHDLq7uTeaxE1bevFnIYxfKuXqylPsOFPP0uSr%2b8EQtf71cxtu7y3j%2bcjNX%2b3N5oqOEA50ForTB3D9cyVNrmtje4GK42MqKKjdbGyVDNLvFEzSIFqzgizOLeX60hoOtAmZ3Ho%2bPtvLKjlm8fWge25vSZHVNx2vXUidGxy009uQEcHDQyxP7yzmx18yy%2bbH88mgqZ8aSODykZtPyGIaWquhvjuLYGi1PrbOzsiGR%2bvooblyr5Pj%2bHGKj70AXNQm/VDEGbr3YypSJHBgzcHKrmbaSKEzi/uxZkyktD2FsUSI7VsdxZrOVjaMmCUAuzm/O4f49eTxzqYTfX8hiebskv115nO1M48W%2bRq4tqqPZoeLZja08v7GdK/1VnJ5VyuleiaZ9NTzSV8Eb473cfmAT/760jNfWV3OsM4u1tR4uD8hz29r58swijs3NQxXuL9Y5mr4lKuYtTqS/38CF8Tru31rIlaMu5rTEs28olT/eSOf4Xp2s5FTula113/4Qrh4SZuw0iGeJYOFwGKuXp7J6iVU06m7KcqLxs0dOJXna3VjEWfX0RDCjKxB3wRRyy8RyFgUJ3abjdk5m%2baBQSj5497iZSnGI24dMPLQjnesHxXicyWRIutBUE8GuHguvr5jByZYcxmrs/GFnL%2b8fXMSH%2bxbxwfZ5fLh9Pp/uH%2bSdHfP5YM8C2QBbRPGX8%2bm%2bWfx6SR0nOgo42VPAE4MlfHu6j/NDZRSZVVzqK%2bSQWNolKyMkecZyYm0xewbN7FyRTpk3Hm3UNC5uz%2bKPDxfx2%2bMZPHYsgWuHI/j1WQ2vXXHx3OlkyS4aTo4lsnGpkfltOvZJM/1MsVPQBN9Bql4SYNE0GjoC6JwrgWhmCLVNMVSIN2hqnsbhDUZeFl04uyUdk2kCQ3PVvH21lGfvzaS2Noz8ojABy1/WaASPLW7m8YEmtjR4eGVrN58eGeabk6N8e2Yd351dx1cnVvH21tl8fnQJP9xUABjhh0sr%2bPLEIJ/tnceXR/v5Stwi11ZybWkl%2b2Zk89f%2bGh6dbRcGJjIunuXw0lSq08NJjJlCXOhkpk/%2bXz6/f2xFGt11IRzbqOKx43Fc2BnP9S0O/i3J9fn9Lt644ObZ%2bxyc2uaksywevziNfIAUbxL/X1sWwjIRj/Gdet8XkgsXizmq9mfBvDCeOJDGxdVOeksSKS4OJTMviP65CaxdrsOTH0BmUShZxRHEJ9zBqND4rV0LWCQu7ldrWvns6FK%2buXcNt86vk/Mq3hUWvCcMuHVJdv8jO/heVuP3Mga3H94iXmAz31%2bR18qa5NoKHhYmvLqukY8H6/mDdP3ps4VsnGvAqp4qnn4CqojJhEy7kyyrzPsOO6vmSYcXmrhx2MC9W6OozwmkWBLptU1pLGiM4PruFF47J7om4zyrRoWfKll2tiYIq2o6Vu10iZ%2bhdLfF43H5UyFRsmVGJIOLwtkwoCI3OQh1yERshikkJ06SqBsguV30wzmd4pow2iUVur2B4rQieG7TbNbWuLk0UMYHB/v4%2b1Hx%2bkeHeW/3Av732i7%2ba%2bMsvhVAfnhwq1jhDfz71GK%2bPrVUAJEV%2bNgOeXyTgDLEowOFvD1Sz5tDNYx1Gzmy2UlLRbSErLsJl10eHzFJPP0vGOty8OzZbJ67x8pHl7N4/3oOT29ziCZpqEmPwhA3lfKcUJ4/5uGLm9X8/Uox754tx8/sjZGgMBldwESxrf7olCN6isyUFKqbSnudih0rdGwfScIiYEUF34VO%2bZIhfiL2uEkUSZbobYhn3Xods0cSaF%2bYJDk9DLesLSXlHZmVy%2bvbunlj1xz%2bsnsOb%2b5YyK9FI853F/Hq2hn8VR5/Y6yVb44slFXVydcnh/nhqmQBYcXHx%2beJre3g63vmcU78ic0xidzCAKrqw8n0RBIReBexoRPlnsSD2KLF48v%2bH8/mqY3Zoi8VPLnRw18uZPLgQTNb%2bxJ4YtzN19dr%2beS%2bKv55uZbPr9Tj53ZGYIwSIQwXLYibgkETiDE5mNjpd6IOnsRgXSQHZEVeHNZR7Q0iTjVBIqjsYsd07IlT2bXaxNMn0nnznIfRNUnUdMaxfIHs5X4ra9tS2Nyazms7u3h150yujrRydqCRe%2bY3sKohl11tuRzqLeTJdZ0y8yv4656Z/GFNHV8cXSCjskiAa%2bG9Q7N4YKeDSxcN5OcEYbEEUVIeQVLsZOLDp0rekGZETsZrCCF02l1UulQUmKLJ00aydbY4WNGst27m8PsrZt45m85z23N542AlH5%2bu54NTtfhlaKajD1H%2bUjPZ99caY1KADwCdiEu0/924EqdwYG44e%2bfFs75TL6IzGXeGP0XFAeTmRLJ3iYVvd9fz8tFs9u5OpU5c2opZRv50o5JTotCr6538bryb5dUu3Anh9BVK6mwr5Hh7CZdmV3Gxu4zHlzTz3IZunhqbweMjNaIRHXx6fC73Cf2vjLlZNidQ9r2GAbmH1MRQ3OYQX%2bfV0UHoJHKn6cNx6kOJC5tIWOAECT53EiX3maoJxhgdwJFhGY8DXu5fY6MkJYwXttWKy%2bzh5BIXflmmYHLEGxemBJKuDxILG4Ba5iUpcgJJ4ROIDriL6tzprG4NpsQViN4wWQxFMOU1k2mpS%2bDQYjuvjRXy4NpMTo2nM7bMzMAcnYhQPrsG0qh2JrKpM4/5hans6SrgaKt0fFUvL8oovLV7ER%2bLLvz1yGJeXtPO6twUDvXk8PE94gq3tjHY6uTU9lRGpQGj/XEckZ9PbE2lJT%2bOWEmaiVH%2bvjFIkiJjQqcIKJMlhU4kUlKeUepwGcMJm34HqjB/UuMC0IZPIyF8Em0FSezt9TBck4xfoTWUxY1G8fHheGwhJCVMQW8M8/0RQxs5CYd1KmlZwdQU%2b1Mpau/KDKZPktbS4XgG%2bxNZtCCOtZsMPLQmh0/2tPHMxkJWN0uaHHCypstOZnIEVWka9vUW8cKOeby4eibvrFzIF8fX849LY/zr5na%2bvn8TX%2b8Z4LXNPdwzN5/fbG5lx6xsBofz2H24in0SbI5uTeTKSRsPnrIzMlsjzYqW4ifJMUGKn0xkiDQseprowd0kijAeHDIzpyqesKl3oI8LJk60Sx8bgF4bRKJsvrDoiZJcp%2bB3ZWc%2b1e4o2guicJtE5eMnkSjeIF4oFiPoauMnk2ycgqswlMCIO0lLmc7aARG83jhmNsdSKSuxu19i8nwr747n8/vDxTw46uHgUjfblzjoq0rBGBvMCvEED69qkb3eyOMLW/j70gXc2iqrb/co/96xjK/EE3x%2b33Je2dXD3u4cuhqdzF2UQ55Xcv9cG5cOpfHwGTfXjtv53YPZrJlnEiurfCMd5dOCEJn/MP/JkvAmY4oP5PS6DK7tslOcHoM2OljYPEnGezoqlax9Ee940a8ElWSB/kY99oTp5NqDSRE2pDhCUcdMIjl%2bCklRIooxAZh1Qn3xCoW2KJa2m5jfneT7%2b31%2bRgS9nYmMLDL6vhfYUy/UH3LxsOTxp7dkcmC9lXsW5lFoiqU4TcvjG7r49boZPvEbLHAwXuXh%2bsxy/rhxBn87Pp%2b/nVzEhaV19EjqW9dvZoNoSH%2b1iso0Na2lGh466eH0VhOLOo30NBmxaaMxJ0SQLJG7OC%2beTSOpvvFTfi6qiqOlKxmPPQaLKkyaOUF8w12EBtzpM0/RAki0sMbv5j7JzruzqC1PRGOUOZEjTZhgE0%2bgCldc1iQ0YjNVQVPYNsfN1Y1ZLJmvo3%2bRlYZGuegGFz1Vama3J/j%2bmFkuBum4iM7xQRtDiyK5vLSI8RYv%2bphAVrQU8PLeRbyys49zA/Xs6sjh0ZFGicYL%2bdeFYZ7c1MGCEjsPjRbx4cNe9izV89wZL5vnGGkqM7B0sYXNIzaq85JoqdKzQUBqLIiloVbPge3CkOtuTsja23KoiGFJphv21MqKtlHqUpNhCGdJTwoza5N8WyMqRPlW%2bE78%2bK9GnjjlxSkGSKv3x5AqxbsjSYhWXqSo6l0%2bpOJlS4RM%2bDkm8QhlJSHMW6BhUZ%2bBkSGrMCFMMnsYK%2baaObMnmyMbRRC3prF%2b1MKNDT3cWFzG3Jxk7OpYBmT9XRnp4NmxWTy/fRZvSk546%2bhiHt0yi54iC4%2bsrBSVrmOtFN1bo2Nlt02itpv57SpamvWyCZJprU5idJaFPz3u5Y3n0ti8Il7scSo3Jf9v3mdhbH8Bu%2b5pZbkAWZaj5YnzFRzfLPfTJ6t5gQW1uMdwqStC%2bULk5fstfPachbMSebOyxM%2b7Y0gxRxKlaECYqKpQJV4CU4x4ArPMjTt5OkVZ4VSViW40R9PWEMO8GUbJEoFs6ZPQcbSSpfM0jM03MNDfylP37OSJ5VVcHapkuNTmo2O%2bVUtrjp15MgIDtZn0FKdJ8Q6uDxbz7dkFPHJ2P61lDhGxODqK1cxqE3u7Rs%2b%2bbakS1w3sW6Vj1fxEieUG3ns1S15vwRB/N13VOk4fd7FgoVqA6CAzLZYci4SiIxW%2bv2InhwehCp0qIin1CLMjlO8E//myl09/l8bt1z2ckw9XRwWIoPyCoKm/IDZsCqrIKcKECb4Xp6gDfS4xSbaDSoTHY4oUdxhMgUdDeXYc57emc3NrJsU5ceiSo6iobuXF53/HjZUdPLWyjoeX1bOzLYdqi4osmd9yq4q%2bEgtbWzy8sKGZT3a38M1LV/jlb39LedZnw/EAABK1SURBVGEGwzPUrBxIYHSlmg0S1bdvS%2bbaQQMvnbFw79pklvUmc3mvk7%2b/WMqcOg1p6gjmNVtYNWCTFW3Bpg4izx7HktlJbFhi4t6xIrJTRTRla8SFiQYE3YXfrdfL%2beGtMj5/wcM3r%2bVQ4QljyuSfExEqRQdOFPoLXQLu9gWOyBDli86JTJ3yC5oz1dS5Epkw8edkOiV17apkqDuTwiy7CKaZ8GgtOQXV/PHPf%2beZB67ywEAlv1nXwa9G23hMfP0jAyW8sLqat7e38fGBHt7ZXMc71w6g/NsyvgtLWjYN9V6W90u2F40a35LM4OIYto9quLZDPP5aKwvr4zk7lsOle3JEhxKYUWgUA%2bdPclIgNaVaMs3RUo%2bW/HR/VvVrWNCUQqLUoI350Q/YkoLxGx8x8o%2bXKvn7r4v48pUSnrqShVOERSfGKFwACJl%2bt7x4mhiMSYT734lHPEKcaIPLGC3rMpTwKNELtR61zkpQpIGIWCPqZBtxCUbM9hx%2b89zr/PXTb3nu/tM8OVzB79a28MpYJ29s6%2bFP2yUjjLdKJqjmLzfv8RX/wkv/m9KqNnKKasjIrSQhySxs8LBxYw6jI1qObzXQ2yJaMlfHyd1Wesu1dM5wkaf8BTo%2bhExZm4WZWnLT4qT7iXjNcXK/Mr5ihByJolXueKyaEKrLzDI2/vj1zIuisSmSnpnxNLQmsGrIQKkEoPjEaTIGP/fZSsVyKn%2b6josOx6iNR50QT0RMEvFqM0mGNDQpGai0acRr5ENT3WgNThJ1dhK1Dk6ff4R3P/iaDwWE1x46y6%2bWVfP8aDMvb2yTVFjPSwLIe8/e8BX/739/zdKRMfLKWiisaqGougWVLpXYxFRS7VmUlxcwND%2bbpqY4du5M4Q/PlzHQoaVMZt2kiZCRFdPmiGVGnYtyr4ocWwxVBXqc5lCKMmLpmKFneL2NBQNmRsfL8Xji8Tt%2bxk5udTglorA1XakYnSE4M6WricFERUShStCSpJVCpSC13kGiXgpLlqKNGWhNWeIbckm2eFFL0Y6MQszOPJLNWRgs2UQnmFm1fj8ffnyLN//yGZ98eZu3njjPs6IHv1vdJBlhIR%2b99hw/8OO/Rx59gsqGHiobe2WPt1Nc3YHRminOLRVbWp4wqoBURyG29HwKS3Pp6shj8QIv/Z1WdLFRItSSULXBtFYZmFmlI8cQRnepmeqsJBoqNMycq8eVHsDCFQ4BIJ/GTid%2bW0dtNBRHU5AeTnGzpLnZBkE7UkbAgd7sQWdyo5Euaw0uNMkuKdSNLjULo9yM1V2G0ZZHXKKFaJURbYpLVmiRzG%2bR3HiuAGChb/F6Pvr4e95691%2b8%2b/5nfPbZx7x0aCW/FRZ89u5/8dk/PuSbr/7hA2DZyjHpeoeAMIuS6k7ySptkFBpItWT5PteeXohDDrN8vsleSIpN7iGjROx5Ka6MPOw2O3aD2GQR51m1skar9RR6RDsazcyr0aAOm0ZVdRyrlus5uLfQt2L9sovjqCiPJT1FTFDiZJy50SSnCOUc%2bVKoB60PBA/JpkzpbA4GWz4WV7F0oUxupJik5HTi1DbitTZiNXZhQy4p9nxhQK5vLPoXr%2bPt977k7Xe%2b4G8ffciX337Lnx%2b9LJlhNrduf8snH/6Z27e%2b4tXfv0Zt02wZv268%2bfXkFjdJYeUCZBZ2uY4rqwant0KuW0qqUwFZwMgoxS6Hw1MueaUKd04d%2baUtVDV0MmewjINn29mws42%2bNh0v3qhg46CdrWvN3HfCwnNni/nioRb8dq3LorhGJUcCNrMoqFnjK8IsFzBYFXrn%2bDqebM6WwvJ8Xbd7KwX5MnSWTCnaRqKww5VdQ3pugzxXJTdYLB0qEnA80tXt/Pntf/L2u3/n44//xtff/ptXLpzgV%2bOSA374ng/ff1N6f5tjJy9TUD6D4qou0jIrfYdybb2Mk1Ouly7FpWVWS8EV0gABwVGMNa3U95xbru3KqRHgGskv66CudREdc3vZcqyJvuE0cnKDmNUZzzOXSvnlxXxuHPPwx4sivJdr8Hv6TBHrVxqpnKGjoD6StFyTCFuGFCpFOAuk6AJ0UrxeZtriLhWka3AI2mZ3ibAj0/faWI2T9LwGMgqaccjNKCBYBCidKYede87yznuf89577/HxJ1/xyadf88m7b/HJ%2b%2b/x%2bRf/4J23Xuf7775l%2beqdFFR0kV/eiSevXj6jAqt01p5R7uuwO1sBQK7tqfQ1wZxW4jsrjynAewqbySlpI6uwhfr2BZTXddLWnkX7nFjmjaiZv8zFldMNfPDLel5/sJZnLuTxp0fq8bvvVCZv/KaAsS02Miv0Ms9yJFlweMtIFRAUtFNEeHQCgF0unp7XiDu/yXdzybZcYUkBCckZ8vpqskraSS9okjFSCqiWGS3ixOmbfPkNvPmnt/nrh5/zt79/Jp2/9ZPqf8Wt72U7/PENoe1c6X4vuaXtsv7qsXmk0%2bnl0uEq3z0oALik2P8wQDkUMDLkfrKKWqX4dnmvuD8BIL%2bsjbK6LuYOZLF6q5kFywxs2OZlx%2bFmzhwt5tXH2riwM41nzlTg9%2bxvSnjrhQr6ZiaQYNBJGPLITFsF3RLsmVWyEaqwCc0SjV7f3GcLxdIFbeU5k4hRqoyC3lGAWW4sv7ILb1GLsKgepzDF4i7n/KVHfcX%2b47N/8fs/vMWHH34kM/8dPwgIt29/73vu5Omr5JR2yurrIbu4TWa5HqsUb5XumxyK2Jb7HnMKALb0SmlIsYxZiY%2bNmdL1nIoZFFT3kCXvzRMQyut6REy7JA02ML7bS0tDLNU1WrplHOasLeLi2SYurkmj0B4hafCxEm5cykUj7ik6XkOCrDtlhRlFyJxZ1biFju78BpIEAJOzkDwp0iNF2mUeLXKDzpxaKb6cVLnh/OpuMsvacQsL3EJLl3Ttwv1P%2bdbcd99%2bx3%2b9/gHvv/%2bx/PbDjywQDfjyq29Yumq37%2baVEVC66cyqle6XCQhlJIsOOX%2biuXJOlc4ni/pb0it8jCupnUVp/RyK5Zwtv5fWzqSwopOimm5h1UyGV3gZWmWlZb6XsUN1HLos4exSOydWpJFtFABa2/XMa1VjSI6TXW8VR%2bcUY%2bMhTWZZASC9qBlPSSsaEUKDiGC2MqPKTYooKaOgMMKRXYtJ5jG/RrpQ3uF7fYaAkJHXxJXrz/oA%2bP6770UIv5A1%2bJVP9H7s/m3%2b/JePaO4e9nUur0w%2bW95nUeZcRsAsYpoiDHDJtRQAlDEzSGNSZAvkyHWLKrvFL/QI3Wf7flberxwFlTOobpsnwj6b3tkljB8tpWtJDuWicfc%2b1MrVh/u4ubuIQ0uy8du3Jp2nD5fiTTMQJ4pusuWI8MmOldVjz64mo7gFb2kbSamZPwEwgyy5iFeKzJJu/weAFOlMrjAgS9BXaOmVMVG6%2bcDDv5NZl1Jv3eKjv33F1//%2b9v8D4Mlnfi%2bGZ6aI3wwyi1uFcQ3CrEphmF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qWRLI84kolCD24ws5f78nh8wtFPHN/NqekibuWqlnQrCZWEmfw1J%2bTFDGBMmckqfHTiPCfgF%2b1ZOoRKWxoOIlyyd/rl6nYNl/DfbusPPqAh6On7Ww/nMLOnYls3aqSmUri7FkX6waM2MWYGAw/Y//aWLYt1VHoCWVJl561C8xyQZl5AUAfH87BWXm8vXcGb%2b/v4SMFAOn4d/cN8/15OS4s5dbVVdx6YJRb1%2bV8fSW3ri3ju4uLBYQhLvUXYdXFkWZQUV5plASYQnmPmKZmjcx5Gcs3pJEqEbdX8slzhzJ4YpGLP23N5NcXXKwUsb53k5PCtDBf94On/AxtzCQyU4JRh08mKkgA6JkdzZl7M9i50UxtWbB49ABObzGwfTSOeZ3S7aMOjgsLju1QsXtrksy%2bJMB%2bNdUZEaxdrJEjhaMb9Fwc99JRnERMxM9IiFE%2bfApRInyG%2bDDO9hXw9r5uKX4On57s58vTg3x/cYTbl1dx%2b8oqfnhgPbcf2sDtm%2bu4dXOU2zdWcOvykI8FlwbLZMVGkaKKkvxhoqorhY4lbvKbdPQMuhhaYWTnSh3zZERXt2kJvvsuDkkDNs6JJ8cezssPlLFeVqT/pP%2bJ/8SfYU4OwCmROybkLnGXIoKrlqZw%2bEQWDzxSwG8fKOfKuJMnBckT%2b/Ts25nAPUd1PH7FyfXTFgFCBO%2bYmbUj0WxdGc%2bVU0auHMmhvTie9OTptFXIzBZMJ8PrL/PvT0jAFNzaMH65qoq39s7k76eW8O3VUSlsLbfvXyPFj/LDjfX88NBmbj%2byiVsPj8l5PbceHOX7azIaD6zggWWVZJnVpFs0ZGWpySgQv1Kvp21uOqNba%2bgV0b66xcmVMStDXfG05kRxfdTLlY2pdJXFct9WFy%2be9LK6J4myXFm/Aopd0mlk4J1ES8bxa2mKYGTUwqF9aZzd7%2bQ%2bAeDFi1m8%2bGi20MjJMxe9fPRSFa89nsmj5yXeHklh0/p4Nm8M5d6DKVw/nEupV2ytdgLV2SpxkHGysqajVYvQ%2bEtMLjNzbl4B%2b7pLZBQq2T%2b3kuurO/ng2ABfnxUdEA34/vJKAWQVPLEZfrUdnt7OD4%2bLFlyXEVhURJaIoCNFRV6eTkxaFHllKjYeaGf/kTqG%2buLon5XAlpFEDm1Wc1iicV1mLE8dSePz814%2buJDBt8dL%2bPT%2bfEYWqJkzI4mmKjFPubIR4ibj58y4m1XLUhnfkMzGZbEsG9QzOmjkpet5vHolkz9eyubp83Y%2bfbGaV2/m8uz1TGGFhV3jao6MJ0gwSuPQmhTOrBXfvcHL7uVOds/LwKWJIFp0YF93NtcGK3lstIOn13dxaFYx8wpEYNsyeHljC1%2bd6udrEcWPDs3nxe29PLy%2bm%2bd29/HuGRmRK0vZ15aGNi6ElMQIsrPiMLsDSBfB27Aqn3v3ZnH5hJO1q3WMr1dzcYeRZzZ42L7MyNKliRxuN/P%2bLi9IPvjbeAFbl%2bu5eaWQE0c94nXEgEmT/FyS9Lo741kwM5JtG5I4v9tBe2EC3fVxrFyo4qHDLq7uTeaxE1bevFnIYxfKuXqylPsOFPP0uSr%2b8EQtf71cxtu7y3j%2bcjNX%2b3N5oqOEA50ForTB3D9cyVNrmtje4GK42MqKKjdbGyVDNLvFEzSIFqzgizOLeX60hoOtAmZ3Ho%2bPtvLKjlm8fWge25vSZHVNx2vXUidGxy009uQEcHDQyxP7yzmx18yy%2bbH88mgqZ8aSODykZtPyGIaWquhvjuLYGi1PrbOzsiGR%2bvooblyr5Pj%2bHGKj70AXNQm/VDEGbr3YypSJHBgzcHKrmbaSKEzi/uxZkyktD2FsUSI7VsdxZrOVjaMmCUAuzm/O4f49eTxzqYTfX8hiebskv115nO1M48W%2bRq4tqqPZoeLZja08v7GdK/1VnJ5VyuleiaZ9NTzSV8Eb473cfmAT/760jNfWV3OsM4u1tR4uD8hz29r58swijs3NQxXuL9Y5mr4lKuYtTqS/38CF8Tru31rIlaMu5rTEs28olT/eSOf4Xp2s5FTula113/4Qrh4SZuw0iGeJYOFwGKuXp7J6iVU06m7KcqLxs0dOJXna3VjEWfX0RDCjKxB3wRRyy8RyFgUJ3abjdk5m%2baBQSj5497iZSnGI24dMPLQjnesHxXicyWRIutBUE8GuHguvr5jByZYcxmrs/GFnL%2b8fXMSH%2bxbxwfZ5fLh9Pp/uH%2bSdHfP5YM8C2QBbRPGX8%2bm%2bWfx6SR0nOgo42VPAE4MlfHu6j/NDZRSZVVzqK%2bSQWNolKyMkecZyYm0xewbN7FyRTpk3Hm3UNC5uz%2bKPDxfx2%2bMZPHYsgWuHI/j1WQ2vXXHx3OlkyS4aTo4lsnGpkfltOvZJM/1MsVPQBN9Bql4SYNE0GjoC6JwrgWhmCLVNMVSIN2hqnsbhDUZeFl04uyUdk2kCQ3PVvH21lGfvzaS2Noz8ojABy1/WaASPLW7m8YEmtjR4eGVrN58eGeabk6N8e2Yd351dx1cnVvH21tl8fnQJP9xUABjhh0sr%2bPLEIJ/tnceXR/v5Stwi11ZybWkl%2b2Zk89f%2bGh6dbRcGJjIunuXw0lSq08NJjJlCXOhkpk/%2bXz6/f2xFGt11IRzbqOKx43Fc2BnP9S0O/i3J9fn9Lt644ObZ%2bxyc2uaksywevziNfIAUbxL/X1sWwjIRj/Gdet8XkgsXizmq9mfBvDCeOJDGxdVOeksSKS4OJTMviP65CaxdrsOTH0BmUShZxRHEJ9zBqND4rV0LWCQu7ldrWvns6FK%2buXcNt86vk/Mq3hUWvCcMuHVJdv8jO/heVuP3Mga3H94iXmAz31%2bR18qa5NoKHhYmvLqukY8H6/mDdP3ps4VsnGvAqp4qnn4CqojJhEy7kyyrzPsOO6vmSYcXmrhx2MC9W6OozwmkWBLptU1pLGiM4PruFF47J7om4zyrRoWfKll2tiYIq2o6Vu10iZ%2bhdLfF43H5UyFRsmVGJIOLwtkwoCI3OQh1yERshikkJ06SqBsguV30wzmd4pow2iUVur2B4rQieG7TbNbWuLk0UMYHB/v4%2b1Hx%2bkeHeW/3Av732i7%2ba%2bMsvhVAfnhwq1jhDfz71GK%2bPrVUAJEV%2bNgOeXyTgDLEowOFvD1Sz5tDNYx1Gzmy2UlLRbSErLsJl10eHzFJPP0vGOty8OzZbJ67x8pHl7N4/3oOT29ziCZpqEmPwhA3lfKcUJ4/5uGLm9X8/Uox754tx8/sjZGgMBldwESxrf7olCN6isyUFKqbSnudih0rdGwfScIiYEUF34VO%2bZIhfiL2uEkUSZbobYhn3Xods0cSaF%2bYJDk9DLesLSXlHZmVy%2bvbunlj1xz%2bsnsOb%2b5YyK9FI853F/Hq2hn8VR5/Y6yVb44slFXVydcnh/nhqmQBYcXHx%2beJre3g63vmcU78ic0xidzCAKrqw8n0RBIReBexoRPlnsSD2KLF48v%2bH8/mqY3Zoi8VPLnRw18uZPLgQTNb%2bxJ4YtzN19dr%2beS%2bKv55uZbPr9Tj53ZGYIwSIQwXLYibgkETiDE5mNjpd6IOnsRgXSQHZEVeHNZR7Q0iTjVBIqjsYsd07IlT2bXaxNMn0nnznIfRNUnUdMaxfIHs5X4ra9tS2Nyazms7u3h150yujrRydqCRe%2bY3sKohl11tuRzqLeTJdZ0y8yv4656Z/GFNHV8cXSCjskiAa%2bG9Q7N4YKeDSxcN5OcEYbEEUVIeQVLsZOLDp0rekGZETsZrCCF02l1UulQUmKLJ00aydbY4WNGst27m8PsrZt45m85z23N542AlH5%2bu54NTtfhlaKajD1H%2bUjPZ99caY1KADwCdiEu0/924EqdwYG44e%2bfFs75TL6IzGXeGP0XFAeTmRLJ3iYVvd9fz8tFs9u5OpU5c2opZRv50o5JTotCr6538bryb5dUu3Anh9BVK6mwr5Hh7CZdmV3Gxu4zHlzTz3IZunhqbweMjNaIRHXx6fC73Cf2vjLlZNidQ9r2GAbmH1MRQ3OYQX%2bfV0UHoJHKn6cNx6kOJC5tIWOAECT53EiX3maoJxhgdwJFhGY8DXu5fY6MkJYwXttWKy%2bzh5BIXflmmYHLEGxemBJKuDxILG4Ba5iUpcgJJ4ROIDriL6tzprG4NpsQViN4wWQxFMOU1k2mpS%2bDQYjuvjRXy4NpMTo2nM7bMzMAcnYhQPrsG0qh2JrKpM4/5hans6SrgaKt0fFUvL8oovLV7ER%2bLLvz1yGJeXtPO6twUDvXk8PE94gq3tjHY6uTU9lRGpQGj/XEckZ9PbE2lJT%2bOWEmaiVH%2bvjFIkiJjQqcIKJMlhU4kUlKeUepwGcMJm34HqjB/UuMC0IZPIyF8Em0FSezt9TBck4xfoTWUxY1G8fHheGwhJCVMQW8M8/0RQxs5CYd1KmlZwdQU%2b1Mpau/KDKZPktbS4XgG%2bxNZtCCOtZsMPLQmh0/2tPHMxkJWN0uaHHCypstOZnIEVWka9vUW8cKOeby4eibvrFzIF8fX849LY/zr5na%2bvn8TX%2b8Z4LXNPdwzN5/fbG5lx6xsBofz2H24in0SbI5uTeTKSRsPnrIzMlsjzYqW4ifJMUGKn0xkiDQseprowd0kijAeHDIzpyqesKl3oI8LJk60Sx8bgF4bRKJsvrDoiZJcp%2bB3ZWc%2b1e4o2guicJtE5eMnkSjeIF4oFiPoauMnk2ycgqswlMCIO0lLmc7aARG83jhmNsdSKSuxu19i8nwr747n8/vDxTw46uHgUjfblzjoq0rBGBvMCvEED69qkb3eyOMLW/j70gXc2iqrb/co/96xjK/EE3x%2b33Je2dXD3u4cuhqdzF2UQ55Xcv9cG5cOpfHwGTfXjtv53YPZrJlnEiurfCMd5dOCEJn/MP/JkvAmY4oP5PS6DK7tslOcHoM2OljYPEnGezoqlax9Ee940a8ElWSB/kY99oTp5NqDSRE2pDhCUcdMIjl%2bCklRIooxAZh1Qn3xCoW2KJa2m5jfneT7%2b31%2bRgS9nYmMLDL6vhfYUy/UH3LxsOTxp7dkcmC9lXsW5lFoiqU4TcvjG7r49boZPvEbLHAwXuXh%2bsxy/rhxBn87Pp%2b/nVzEhaV19EjqW9dvZoNoSH%2b1iso0Na2lGh466eH0VhOLOo30NBmxaaMxJ0SQLJG7OC%2beTSOpvvFTfi6qiqOlKxmPPQaLKkyaOUF8w12EBtzpM0/RAki0sMbv5j7JzruzqC1PRGOUOZEjTZhgE0%2bgCldc1iQ0YjNVQVPYNsfN1Y1ZLJmvo3%2bRlYZGuegGFz1Vama3J/j%2bmFkuBum4iM7xQRtDiyK5vLSI8RYv%2bphAVrQU8PLeRbyys49zA/Xs6sjh0ZFGicYL%2bdeFYZ7c1MGCEjsPjRbx4cNe9izV89wZL5vnGGkqM7B0sYXNIzaq85JoqdKzQUBqLIiloVbPge3CkOtuTsja23KoiGFJphv21MqKtlHqUpNhCGdJTwoza5N8WyMqRPlW%2bE78%2bK9GnjjlxSkGSKv3x5AqxbsjSYhWXqSo6l0%2bpOJlS4RM%2bDkm8QhlJSHMW6BhUZ%2bBkSGrMCFMMnsYK%2baaObMnmyMbRRC3prF%2b1MKNDT3cWFzG3Jxk7OpYBmT9XRnp4NmxWTy/fRZvSk546%2bhiHt0yi54iC4%2bsrBSVrmOtFN1bo2Nlt02itpv57SpamvWyCZJprU5idJaFPz3u5Y3n0ti8Il7scSo3Jf9v3mdhbH8Bu%2b5pZbkAWZaj5YnzFRzfLPfTJ6t5gQW1uMdwqStC%2bULk5fstfPachbMSebOyxM%2b7Y0gxRxKlaECYqKpQJV4CU4x4ArPMjTt5OkVZ4VSViW40R9PWEMO8GUbJEoFs6ZPQcbSSpfM0jM03MNDfylP37OSJ5VVcHapkuNTmo2O%2bVUtrjp15MgIDtZn0FKdJ8Q6uDxbz7dkFPHJ2P61lDhGxODqK1cxqE3u7Rs%2b%2bbakS1w3sW6Vj1fxEieUG3ns1S15vwRB/N13VOk4fd7FgoVqA6CAzLZYci4SiIxW%2bv2InhwehCp0qIin1CLMjlO8E//myl09/l8bt1z2ckw9XRwWIoPyCoKm/IDZsCqrIKcKECb4Xp6gDfS4xSbaDSoTHY4oUdxhMgUdDeXYc57emc3NrJsU5ceiSo6iobuXF53/HjZUdPLWyjoeX1bOzLYdqi4osmd9yq4q%2bEgtbWzy8sKGZT3a38M1LV/jlb39LedZnw/EAABK1SURBVGEGwzPUrBxIYHSlmg0S1bdvS%2bbaQQMvnbFw79pklvUmc3mvk7%2b/WMqcOg1p6gjmNVtYNWCTFW3Bpg4izx7HktlJbFhi4t6xIrJTRTRla8SFiQYE3YXfrdfL%2beGtMj5/wcM3r%2bVQ4QljyuSfExEqRQdOFPoLXQLu9gWOyBDli86JTJ3yC5oz1dS5Epkw8edkOiV17apkqDuTwiy7CKaZ8GgtOQXV/PHPf%2beZB67ywEAlv1nXwa9G23hMfP0jAyW8sLqat7e38fGBHt7ZXMc71w6g/NsyvgtLWjYN9V6W90u2F40a35LM4OIYto9quLZDPP5aKwvr4zk7lsOle3JEhxKYUWgUA%2bdPclIgNaVaMs3RUo%2bW/HR/VvVrWNCUQqLUoI350Q/YkoLxGx8x8o%2bXKvn7r4v48pUSnrqShVOERSfGKFwACJl%2bt7x4mhiMSYT734lHPEKcaIPLGC3rMpTwKNELtR61zkpQpIGIWCPqZBtxCUbM9hx%2b89zr/PXTb3nu/tM8OVzB79a28MpYJ29s6%2bFP2yUjjLdKJqjmLzfv8RX/wkv/m9KqNnKKasjIrSQhySxs8LBxYw6jI1qObzXQ2yJaMlfHyd1Wesu1dM5wkaf8BTo%2bhExZm4WZWnLT4qT7iXjNcXK/Mr5ihByJolXueKyaEKrLzDI2/vj1zIuisSmSnpnxNLQmsGrIQKkEoPjEaTIGP/fZSsVyKn%2b6josOx6iNR50QT0RMEvFqM0mGNDQpGai0acRr5ENT3WgNThJ1dhK1Dk6ff4R3P/iaDwWE1x46y6%2bWVfP8aDMvb2yTVFjPSwLIe8/e8BX/739/zdKRMfLKWiisaqGougWVLpXYxFRS7VmUlxcwND%2bbpqY4du5M4Q/PlzHQoaVMZt2kiZCRFdPmiGVGnYtyr4ocWwxVBXqc5lCKMmLpmKFneL2NBQNmRsfL8Xji8Tt%2bxk5udTglorA1XakYnSE4M6WricFERUShStCSpJVCpSC13kGiXgpLlqKNGWhNWeIbckm2eFFL0Y6MQszOPJLNWRgs2UQnmFm1fj8ffnyLN//yGZ98eZu3njjPs6IHv1vdJBlhIR%2b99hw/8OO/Rx59gsqGHiobe2WPt1Nc3YHRminOLRVbWp4wqoBURyG29HwKS3Pp6shj8QIv/Z1WdLFRItSSULXBtFYZmFmlI8cQRnepmeqsJBoqNMycq8eVHsDCFQ4BIJ/GTid%2bW0dtNBRHU5AeTnGzpLnZBkE7UkbAgd7sQWdyo5Euaw0uNMkuKdSNLjULo9yM1V2G0ZZHXKKFaJURbYpLVmiRzG%2bR3HiuAGChb/F6Pvr4e95691%2b8%2b/5nfPbZx7x0aCW/FRZ89u5/8dk/PuSbr/7hA2DZyjHpeoeAMIuS6k7ySptkFBpItWT5PteeXohDDrN8vsleSIpN7iGjROx5Ka6MPOw2O3aD2GQR51m1skar9RR6RDsazcyr0aAOm0ZVdRyrlus5uLfQt2L9sovjqCiPJT1FTFDiZJy50SSnCOUc%2bVKoB60PBA/JpkzpbA4GWz4WV7F0oUxupJik5HTi1DbitTZiNXZhQy4p9nxhQK5vLPoXr%2bPt977k7Xe%2b4G8ffciX337Lnx%2b9LJlhNrduf8snH/6Z27e%2b4tXfv0Zt02wZv268%2bfXkFjdJYeUCZBZ2uY4rqwant0KuW0qqUwFZwMgoxS6Hw1MueaUKd04d%2baUtVDV0MmewjINn29mws42%2bNh0v3qhg46CdrWvN3HfCwnNni/nioRb8dq3LorhGJUcCNrMoqFnjK8IsFzBYFXrn%2bDqebM6WwvJ8Xbd7KwX5MnSWTCnaRqKww5VdQ3pugzxXJTdYLB0qEnA80tXt/Pntf/L2u3/n44//xtff/ptXLpzgV%2bOSA374ng/ff1N6f5tjJy9TUD6D4qou0jIrfYdybb2Mk1Ouly7FpWVWS8EV0gABwVGMNa3U95xbru3KqRHgGskv66CudREdc3vZcqyJvuE0cnKDmNUZzzOXSvnlxXxuHPPwx4sivJdr8Hv6TBHrVxqpnKGjoD6StFyTCFuGFCpFOAuk6AJ0UrxeZtriLhWka3AI2mZ3ibAj0/faWI2T9LwGMgqaccjNKCBYBCidKYede87yznuf89577/HxJ1/xyadf88m7b/HJ%2b%2b/x%2bRf/4J23Xuf7775l%2beqdFFR0kV/eiSevXj6jAqt01p5R7uuwO1sBQK7tqfQ1wZxW4jsrjynAewqbySlpI6uwhfr2BZTXddLWnkX7nFjmjaiZv8zFldMNfPDLel5/sJZnLuTxp0fq8bvvVCZv/KaAsS02Miv0Ms9yJFlweMtIFRAUtFNEeHQCgF0unp7XiDu/yXdzybZcYUkBCckZ8vpqskraSS9okjFSCqiWGS3ixOmbfPkNvPmnt/nrh5/zt79/Jp2/9ZPqf8Wt72U7/PENoe1c6X4vuaXtsv7qsXmk0%2bnl0uEq3z0oALik2P8wQDkUMDLkfrKKWqX4dnmvuD8BIL%2bsjbK6LuYOZLF6q5kFywxs2OZlx%2bFmzhwt5tXH2riwM41nzlTg9%2bxvSnjrhQr6ZiaQYNBJGPLITFsF3RLsmVWyEaqwCc0SjV7f3GcLxdIFbeU5k4hRqoyC3lGAWW4sv7ILb1GLsKgepzDF4i7n/KVHfcX%2b47N/8fs/vMWHH34kM/8dPwgIt29/73vu5Omr5JR2yurrIbu4TWa5HqsUb5XumxyK2Jb7HnMKALb0SmlIsYxZiY%2bNmdL1nIoZFFT3kCXvzRMQyut6REy7JA02ML7bS0tDLNU1WrplHOasLeLi2SYurkmj0B4hafCxEm5cykUj7ik6XkOCrDtlhRlFyJxZ1biFju78BpIEAJOzkDwp0iNF2mUeLXKDzpxaKb6cVLnh/OpuMsvacQsL3EJLl3Ttwv1P%2bdbcd99%2bx3%2b9/gHvv/%2bx/PbDjywQDfjyq29Yumq37%2baVEVC66cyqle6XCQhlJIsOOX%2biuXJOlc4ni/pb0it8jCupnUVp/RyK5Zwtv5fWzqSwopOimm5h1UyGV3gZWmWlZb6XsUN1HLos4exSOydWpJFtFABa2/XMa1VjSI6TXW8VR%2bcUY%2bMhTWZZASC9qBlPSSsaEUKDiGC2MqPKTYooKaOgMMKRXYtJ5jG/RrpQ3uF7fYaAkJHXxJXrz/oA%2bP6770UIv5A1%2bJVP9H7s/m3%2b/JePaO4e9nUur0w%2bW95nUeZcRsAsYpoiDHDJtRQAlDEzSGNSZAvkyHWLKrvFL/QI3Wf7flberxwFlTOobpsnwj6b3tkljB8tpWtJDuWicfc%2b1MrVh/u4ubuIQ0uy8du3Jp2nD5fiTTMQJ4pusuWI8MmOldVjz64mo7gFb2kbSamZPwEwgyy5iFeKzJJu/weAFOlMrjAgS9BXaOmVMVG6%2bcDDv5NZl1Jv3eKjv33F1//%2b9v8D4Mlnfi%2bGZ6aI3wwyi1uFcQ3CrEphmFBdRNjsKcMlI6UAYJWuG%2bXe3Ll1FMi2yJRreKUJeTI%2bRVXCvsJGMouayK3o8AHQ3D1I56wulo562TiaSXl1EAMiiPvWZbClN42OvET8Pn3Vy2%2bv5mO1WsR2ukiVuXYJ7a0y9xqhn7ugwQdAguIDFABk3nyHdDr7p2IVNigAZAvyPhAUIZONkC/PP/nMK/xLHKBC%2b88//5Jbt77/vwAozDhy74NkS/cV/ciQghT9SJMRsImmKE1Q9CdNPl/RFEULnMKCfCkws6CRDHncLmDlloguSRPSsmQl5tdR1jSHpu7FtPQOUtvcS0ObmfN7Kji4ysaiuZFsG7GyoCKZYnsSfl%2b/ncnpAzYiY1Nkzl2y7nJ9Hc2XeUyVPWuUDeAtbiYpxYtRvIFHOp4pxedKsdmVnT5w3HIzyghky3sKanvJkefTpJNFAsZvX3iTf331g6/or2XeFfFTDqEE//r6NqvGjgpTWnzzny573CGaooCgaIoyCsrcO6R4hY0OEd5sYWRuSYsYoypcAo5iyjJya0W3cnyrUWlYroCZJ00qrumivmMumZkpzO/Vs3m1h9WDJjYvs7K8yUhbkRY/PqlibCSd0CijmA6vb74URVdop9AryeCRixQRm2QVASrBIwVnSQdyK2b4RkDpmrL6lBvOkQsX1c2Ujrb7Cimpm8VLr36A6J8U/YMcChN%2bAkDO77z3T7rmraFQ3pdfNsPnJdKUfS9HqngOh2iQUrxT9ChNilSez5NrurIFGK8ikjKmYoON9mwR7zSfXtgEJGWUyupnU9U8h8auhXiy06nIjePBayXsOOBl74FSTmwp4fiqAvz%2b8NsyCopMxCTZBIBMn4FxKTeS%2b%2bMqStQ7pXgL4RJzFVq6FVEUEBTq/6d4ZSsooOUI5RUGKI8pN17RvIA/SQhS/inF/9j92z8BAE8//zblDfOlU72%2bHa50W9kcithZ5fMUEVZ%2bdwkjlblX5jtHLLLFXSA%2bowSzSwr2lMr9mQUAp8%2bCK8VXiKeob%2b%2bX4gckWM2ib/lMWppT2bXQwI0bbYxtL%2bbieDFPHp6B38CQQ8KOCKBOzqYM3%2bpxCxUVimeWtgoALsJi9BJ1Hb697Myr84GjgKQcSrFeuagyAsrsK2vSN8dy1LQv4o23/wPAfy/%2bFt%2bIFJy6/7ei2N0igr0%2bI%2bPMrPUpvu86UryyiXwGSDmLLuUI9T15snHsueIHSsQLiF2XJBoZrfeFNMWeK6uwSFZhTVsfDZ39AsAcZg10s3NXNd35KsYGs9m5u5ptSzysnenAz6qOJD5e79v/Sq5XXJ8CQKZ0OV%2bUVjFEwRFqCTt2ESVJZHJjdhEpR/b/A%2bI/I6Cc/yOKipo3dA7yl/c/9wHgE72f5v%2bHH77jH%2bIOtx2%2bKjPdKgxQxqbNR3Gn%2bAulCb6iZYwUV6ic02UEskTlXVkVYo5yRPAqfCMQm2giLFqHWla3Yp/zZE2XCv1r2hZS39lHVdNcyQWtLBvOpL1Uz45tQv3DtXR1mXlgZx1%2bbkucGCC1uD%2bzL9QoQcapFCeIK8VkCeWjJOrGyPPKDjaJDigbwq5kguwfBUspXBkB5XfvTx5BKaZpxhLe/%2bgLnwB%2b//2P68/nAMUA/e2fMLz2gNC62bfSPCWy0gqbJPL%2baH/d8llKAPrxqPUJXWaB3JdXjJApXcKQmDWbl6DQeB9DE/RuGQkRQXldXnm7jNZMX7LMEWDnDLRy/HQZqzcUsf/eOtbvy2XuXBsnRorwsxjiiElIJkEja1C6rDF5fdTzrSbZrWVCIYOITJQqRc65vlWo7GaLgGD7CQSFMQptbTK7Ppcoiu0WYFq6hvjo4y98lP/vACjnN9//isaeIXGALeLoWgW4ZjFOojuyTtNEyFyKC5XPUX5Wzum5VQJCFQ630F4A0CbbiYrTMT0oWvTLIiOQIU61SNZvg29NFlTNkC00Q8S1ncGRXp56Za4AkUr/ynRW7ylkZHsuu0/U4peQpCE%2bKdXnAhNEBxJklpRNoMxSoYhTqQCQkV9DZJxBYnEmWrHJJpk/s9DU5qn0WWLFDiviaZEZdBfUCxskpQkwLV1L%2bOQfPzo/Zf//8B8GyCNPPf8uhcrKFJ3xyBr1dV/cn9X9Y75Xsr9SuEsAUPa7M1M%2b35VHqi0Ttd5GaLQW/5BYYuINJCoCKJ7FW/Dj6i2VTVTVOp%2bGjn6qZQRm93Vw7qYUPW6jb1U6i8QILVxl4eBpicNqrQmNzH%2bSIBqvtRKvTxM/4MEoo6AAUN4wR9ZUJzHCgAStE/VPhkjRCiWRKZ1Xvh9QVqTiGVw5//Hx5bT3Dsmu/87HgB81QDFA3/G92ILj55702d5c6b5HXF6adNws61b5wsMuADqEZXZPie%2bLj1RHnjjUbClSrp2SRnScHpM2hbh4nbDAQHSCOFi5F0VISyQUlTfMpkIaVynFF1V10trRwrp1mZSWR5BbEM3SLfnMW%2bNm8SY7fvGJBlQy3yqdTQrPwKDs0p/cV4mIifJhSrJKTHYKC1Lk7P7xOz9B3GD7CQgpNkUMic6a51uVSmo0SmBpmbGYrxS559Z/E8DvxRghAWi/FFnh8xqZiv%2bX4lNkxH7c8eW%2bjtsyigWUfCwy72bpvMmiJNVUzLoU3jq8measbCYGqxho72TX0iXkFzX4vhMoreulccYATV2LqW1ZQF1rB7tGGzmwpobONg3nr1WxeksVs/oy8ItTJcuKs0imd0jyyhO3VywiV%2b2bayViVjbN8wGQYs0mODLJ5wm0si2UcVC%2bsVG%2bEzQ5inxAaOQxJTEqX6bo5blSCSqf/fNLnw3%2bvwDI/7f/%2bgW1rf2%2bYhWaK9/oGIVVJqdY7xwBP6vcdzhE8GwZYswcWZisHt%2b3zUHhcezrrOGDAxsoNKVwT1cdXD8CvzxNa1G5T8BrpGgFAOVo7RmmpUfWYqmOTQtLOLajht0Hs9m8P4uxffn8Hy73MdE9WxpiAAAAAElFTkSuQmCC' 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qWRLI84kolCD24ws5f78nh8wtFPHN/NqekibuWqlnQrCZWEmfw1J%2bTFDGBMmckqfHTiPCfgF%2b1ZOoRKWxoOIlyyd/rl6nYNl/DfbusPPqAh6On7Ww/nMLOnYls3aqSmUri7FkX6waM2MWYGAw/Y//aWLYt1VHoCWVJl561C8xyQZl5AUAfH87BWXm8vXcGb%2b/v4SMFAOn4d/cN8/15OS4s5dbVVdx6YJRb1%2bV8fSW3ri3ju4uLBYQhLvUXYdXFkWZQUV5plASYQnmPmKZmjcx5Gcs3pJEqEbdX8slzhzJ4YpGLP23N5NcXXKwUsb53k5PCtDBf94On/AxtzCQyU4JRh08mKkgA6JkdzZl7M9i50UxtWbB49ABObzGwfTSOeZ3S7aMOjgsLju1QsXtrksy%2bJMB%2bNdUZEaxdrJEjhaMb9Fwc99JRnERMxM9IiFE%2bfApRInyG%2bDDO9hXw9r5uKX4On57s58vTg3x/cYTbl1dx%2b8oqfnhgPbcf2sDtm%2bu4dXOU2zdWcOvykI8FlwbLZMVGkaKKkvxhoqorhY4lbvKbdPQMuhhaYWTnSh3zZERXt2kJvvsuDkkDNs6JJ8cezssPlLFeVqT/pP%2bJ/8SfYU4OwCmROybkLnGXIoKrlqZw%2bEQWDzxSwG8fKOfKuJMnBckT%2b/Ts25nAPUd1PH7FyfXTFgFCBO%2bYmbUj0WxdGc%2bVU0auHMmhvTie9OTptFXIzBZMJ8PrL/PvT0jAFNzaMH65qoq39s7k76eW8O3VUSlsLbfvXyPFj/LDjfX88NBmbj%2byiVsPj8l5PbceHOX7azIaD6zggWWVZJnVpFs0ZGWpySgQv1Kvp21uOqNba%2bgV0b66xcmVMStDXfG05kRxfdTLlY2pdJXFct9WFy%2be9LK6J4myXFm/Aopd0mlk4J1ES8bxa2mKYGTUwqF9aZzd7%2bQ%2bAeDFi1m8%2bGi20MjJMxe9fPRSFa89nsmj5yXeHklh0/p4Nm8M5d6DKVw/nEupV2ytdgLV2SpxkHGysqajVYvQ%2bEtMLjNzbl4B%2b7pLZBQq2T%2b3kuurO/ng2ABfnxUdEA34/vJKAWQVPLEZfrUdnt7OD4%2bLFlyXEVhURJaIoCNFRV6eTkxaFHllKjYeaGf/kTqG%2buLon5XAlpFEDm1Wc1iicV1mLE8dSePz814%2buJDBt8dL%2bPT%2bfEYWqJkzI4mmKjFPubIR4ibj58y4m1XLUhnfkMzGZbEsG9QzOmjkpet5vHolkz9eyubp83Y%2bfbGaV2/m8uz1TGGFhV3jao6MJ0gwSuPQmhTOrBXfvcHL7uVOds/LwKWJIFp0YF93NtcGK3lstIOn13dxaFYx8wpEYNsyeHljC1%2bd6udrEcWPDs3nxe29PLy%2bm%2bd29/HuGRmRK0vZ15aGNi6ElMQIsrPiMLsDSBfB27Aqn3v3ZnH5hJO1q3WMr1dzcYeRZzZ42L7MyNKliRxuN/P%2bLi9IPvjbeAFbl%2bu5eaWQE0c94nXEgEmT/FyS9Lo741kwM5JtG5I4v9tBe2EC3fVxrFyo4qHDLq7uTeaxE1bevFnIYxfKuXqylPsOFPP0uSr%2b8EQtf71cxtu7y3j%2bcjNX%2b3N5oqOEA50ForTB3D9cyVNrmtje4GK42MqKKjdbGyVDNLvFEzSIFqzgizOLeX60hoOtAmZ3Ho%2bPtvLKjlm8fWge25vSZHVNx2vXUidGxy009uQEcHDQyxP7yzmx18yy%2bbH88mgqZ8aSODykZtPyGIaWquhvjuLYGi1PrbOzsiGR%2bvooblyr5Pj%2bHGKj70AXNQm/VDEGbr3YypSJHBgzcHKrmbaSKEzi/uxZkyktD2FsUSI7VsdxZrOVjaMmCUAuzm/O4f49eTxzqYTfX8hiebskv115nO1M48W%2bRq4tqqPZoeLZja08v7GdK/1VnJ5VyuleiaZ9NTzSV8Eb473cfmAT/760jNfWV3OsM4u1tR4uD8hz29r58swijs3NQxXuL9Y5mr4lKuYtTqS/38CF8Tru31rIlaMu5rTEs28olT/eSOf4Xp2s5FTula113/4Qrh4SZuw0iGeJYOFwGKuXp7J6iVU06m7KcqLxs0dOJXna3VjEWfX0RDCjKxB3wRRyy8RyFgUJ3abjdk5m%2baBQSj5497iZSnGI24dMPLQjnesHxXicyWRIutBUE8GuHguvr5jByZYcxmrs/GFnL%2b8fXMSH%2bxbxwfZ5fLh9Pp/uH%2bSdHfP5YM8C2QBbRPGX8%2bm%2bWfx6SR0nOgo42VPAE4MlfHu6j/NDZRSZVVzqK%2bSQWNolKyMkecZyYm0xewbN7FyRTpk3Hm3UNC5uz%2bKPDxfx2%2bMZPHYsgWuHI/j1WQ2vXXHx3OlkyS4aTo4lsnGpkfltOvZJM/1MsVPQBN9Bql4SYNE0GjoC6JwrgWhmCLVNMVSIN2hqnsbhDUZeFl04uyUdk2kCQ3PVvH21lGfvzaS2Noz8ojABy1/WaASPLW7m8YEmtjR4eGVrN58eGeabk6N8e2Yd351dx1cnVvH21tl8fnQJP9xUABjhh0sr%2bPLEIJ/tnceXR/v5Stwi11ZybWkl%2b2Zk89f%2bGh6dbRcGJjIunuXw0lSq08NJjJlCXOhkpk/%2bXz6/f2xFGt11IRzbqOKx43Fc2BnP9S0O/i3J9fn9Lt644ObZ%2bxyc2uaksywevziNfIAUbxL/X1sWwjIRj/Gdet8XkgsXizmq9mfBvDCeOJDGxdVOeksSKS4OJTMviP65CaxdrsOTH0BmUShZxRHEJ9zBqND4rV0LWCQu7ldrWvns6FK%2buXcNt86vk/Mq3hUWvCcMuHVJdv8jO/heVuP3Mga3H94iXmAz31%2bR18qa5NoKHhYmvLqukY8H6/mDdP3ps4VsnGvAqp4qnn4CqojJhEy7kyyrzPsOO6vmSYcXmrhx2MC9W6OozwmkWBLptU1pLGiM4PruFF47J7om4zyrRoWfKll2tiYIq2o6Vu10iZ%2bhdLfF43H5UyFRsmVGJIOLwtkwoCI3OQh1yERshikkJ06SqBsguV30wzmd4pow2iUVur2B4rQieG7TbNbWuLk0UMYHB/v4%2b1Hx%2bkeHeW/3Av732i7%2ba%2bMsvhVAfnhwq1jhDfz71GK%2bPrVUAJEV%2bNgOeXyTgDLEowOFvD1Sz5tDNYx1Gzmy2UlLRbSErLsJl10eHzFJPP0vGOty8OzZbJ67x8pHl7N4/3oOT29ziCZpqEmPwhA3lfKcUJ4/5uGLm9X8/Uox754tx8/sjZGgMBldwESxrf7olCN6isyUFKqbSnudih0rdGwfScIiYEUF34VO%2bZIhfiL2uEkUSZbobYhn3Xods0cSaF%2bYJDk9DLesLSXlHZmVy%2bvbunlj1xz%2bsnsOb%2b5YyK9FI853F/Hq2hn8VR5/Y6yVb44slFXVydcnh/nhqmQBYcXHx%2beJre3g63vmcU78ic0xidzCAKrqw8n0RBIReBexoRPlnsSD2KLF48v%2bH8/mqY3Zoi8VPLnRw18uZPLgQTNb%2bxJ4YtzN19dr%2beS%2bKv55uZbPr9Tj53ZGYIwSIQwXLYibgkETiDE5mNjpd6IOnsRgXSQHZEVeHNZR7Q0iTjVBIqjsYsd07IlT2bXaxNMn0nnznIfRNUnUdMaxfIHs5X4ra9tS2Nyazms7u3h150yujrRydqCRe%2bY3sKohl11tuRzqLeTJdZ0y8yv4656Z/GFNHV8cXSCjskiAa%2bG9Q7N4YKeDSxcN5OcEYbEEUVIeQVLsZOLDp0rekGZETsZrCCF02l1UulQUmKLJ00aydbY4WNGst27m8PsrZt45m85z23N542AlH5%2bu54NTtfhlaKajD1H%2bUjPZ99caY1KADwCdiEu0/924EqdwYG44e%2bfFs75TL6IzGXeGP0XFAeTmRLJ3iYVvd9fz8tFs9u5OpU5c2opZRv50o5JTotCr6538bryb5dUu3Anh9BVK6mwr5Hh7CZdmV3Gxu4zHlzTz3IZunhqbweMjNaIRHXx6fC73Cf2vjLlZNidQ9r2GAbmH1MRQ3OYQX%2bfV0UHoJHKn6cNx6kOJC5tIWOAECT53EiX3maoJxhgdwJFhGY8DXu5fY6MkJYwXttWKy%2bzh5BIXflmmYHLEGxemBJKuDxILG4Ba5iUpcgJJ4ROIDriL6tzprG4NpsQViN4wWQxFMOU1k2mpS%2bDQYjuvjRXy4NpMTo2nM7bMzMAcnYhQPrsG0qh2JrKpM4/5hans6SrgaKt0fFUvL8oovLV7ER%2bLLvz1yGJeXtPO6twUDvXk8PE94gq3tjHY6uTU9lRGpQGj/XEckZ9PbE2lJT%2bOWEmaiVH%2bvjFIkiJjQqcIKJMlhU4kUlKeUepwGcMJm34HqjB/UuMC0IZPIyF8Em0FSezt9TBck4xfoTWUxY1G8fHheGwhJCVMQW8M8/0RQxs5CYd1KmlZwdQU%2b1Mpau/KDKZPktbS4XgG%2bxNZtCCOtZsMPLQmh0/2tPHMxkJWN0uaHHCypstOZnIEVWka9vUW8cKOeby4eibvrFzIF8fX849LY/zr5na%2bvn8TX%2b8Z4LXNPdwzN5/fbG5lx6xsBofz2H24in0SbI5uTeTKSRsPnrIzMlsjzYqW4ifJMUGKn0xkiDQseprowd0kijAeHDIzpyqesKl3oI8LJk60Sx8bgF4bRKJsvrDoiZJcp%2bB3ZWc%2b1e4o2guicJtE5eMnkSjeIF4oFiPoauMnk2ycgqswlMCIO0lLmc7aARG83jhmNsdSKSuxu19i8nwr747n8/vDxTw46uHgUjfblzjoq0rBGBvMCvEED69qkb3eyOMLW/j70gXc2iqrb/co/96xjK/EE3x%2b33Je2dXD3u4cuhqdzF2UQ55Xcv9cG5cOpfHwGTfXjtv53YPZrJlnEiurfCMd5dOCEJn/MP/JkvAmY4oP5PS6DK7tslOcHoM2OljYPEnGezoqlax9Ee940a8ElWSB/kY99oTp5NqDSRE2pDhCUcdMIjl%2bCklRIooxAZh1Qn3xCoW2KJa2m5jfneT7%2b31%2bRgS9nYmMLDL6vhfYUy/UH3LxsOTxp7dkcmC9lXsW5lFoiqU4TcvjG7r49boZPvEbLHAwXuXh%2bsxy/rhxBn87Pp%2b/nVzEhaV19EjqW9dvZoNoSH%2b1iso0Na2lGh466eH0VhOLOo30NBmxaaMxJ0SQLJG7OC%2beTSOpvvFTfi6qiqOlKxmPPQaLKkyaOUF8w12EBtzpM0/RAki0sMbv5j7JzruzqC1PRGOUOZEjTZhgE0%2bgCldc1iQ0YjNVQVPYNsfN1Y1ZLJmvo3%2bRlYZGuegGFz1Vama3J/j%2bmFkuBum4iM7xQRtDiyK5vLSI8RYv%2bphAVrQU8PLeRbyys49zA/Xs6sjh0ZFGicYL%2bdeFYZ7c1MGCEjsPjRbx4cNe9izV89wZL5vnGGkqM7B0sYXNIzaq85JoqdKzQUBqLIiloVbPge3CkOtuTsja23KoiGFJphv21MqKtlHqUpNhCGdJTwoza5N8WyMqRPlW%2bE78%2bK9GnjjlxSkGSKv3x5AqxbsjSYhWXqSo6l0%2bpOJlS4RM%2bDkm8QhlJSHMW6BhUZ%2bBkSGrMCFMMnsYK%2baaObMnmyMbRRC3prF%2b1MKNDT3cWFzG3Jxk7OpYBmT9XRnp4NmxWTy/fRZvSk546%2bhiHt0yi54iC4%2bsrBSVrmOtFN1bo2Nlt02itpv57SpamvWyCZJprU5idJaFPz3u5Y3n0ti8Il7scSo3Jf9v3mdhbH8Bu%2b5pZbkAWZaj5YnzFRzfLPfTJ6t5gQW1uMdwqStC%2bULk5fstfPachbMSebOyxM%2b7Y0gxRxKlaECYqKpQJV4CU4x4ArPMjTt5OkVZ4VSViW40R9PWEMO8GUbJEoFs6ZPQcbSSpfM0jM03MNDfylP37OSJ5VVcHapkuNTmo2O%2bVUtrjp15MgIDtZn0FKdJ8Q6uDxbz7dkFPHJ2P61lDhGxODqK1cxqE3u7Rs%2b%2bbakS1w3sW6Vj1fxEieUG3ns1S15vwRB/N13VOk4fd7FgoVqA6CAzLZYci4SiIxW%2bv2InhwehCp0qIin1CLMjlO8E//myl09/l8bt1z2ckw9XRwWIoPyCoKm/IDZsCqrIKcKECb4Xp6gDfS4xSbaDSoTHY4oUdxhMgUdDeXYc57emc3NrJsU5ceiSo6iobuXF53/HjZUdPLWyjoeX1bOzLYdqi4osmd9yq4q%2bEgtbWzy8sKGZT3a38M1LV/jlb39LedZnw/EAABK1SURBVGEGwzPUrBxIYHSlmg0S1bdvS%2bbaQQMvnbFw79pklvUmc3mvk7%2b/WMqcOg1p6gjmNVtYNWCTFW3Bpg4izx7HktlJbFhi4t6xIrJTRTRla8SFiQYE3YXfrdfL%2beGtMj5/wcM3r%2bVQ4QljyuSfExEqRQdOFPoLXQLu9gWOyBDli86JTJ3yC5oz1dS5Epkw8edkOiV17apkqDuTwiy7CKaZ8GgtOQXV/PHPf%2beZB67ywEAlv1nXwa9G23hMfP0jAyW8sLqat7e38fGBHt7ZXMc71w6g/NsyvgtLWjYN9V6W90u2F40a35LM4OIYto9quLZDPP5aKwvr4zk7lsOle3JEhxKYUWgUA%2bdPclIgNaVaMs3RUo%2bW/HR/VvVrWNCUQqLUoI350Q/YkoLxGx8x8o%2bXKvn7r4v48pUSnrqShVOERSfGKFwACJl%2bt7x4mhiMSYT734lHPEKcaIPLGC3rMpTwKNELtR61zkpQpIGIWCPqZBtxCUbM9hx%2b89zr/PXTb3nu/tM8OVzB79a28MpYJ29s6%2bFP2yUjjLdKJqjmLzfv8RX/wkv/m9KqNnKKasjIrSQhySxs8LBxYw6jI1qObzXQ2yJaMlfHyd1Wesu1dM5wkaf8BTo%2bhExZm4WZWnLT4qT7iXjNcXK/Mr5ihByJolXueKyaEKrLzDI2/vj1zIuisSmSnpnxNLQmsGrIQKkEoPjEaTIGP/fZSsVyKn%2b6josOx6iNR50QT0RMEvFqM0mGNDQpGai0acRr5ENT3WgNThJ1dhK1Dk6ff4R3P/iaDwWE1x46y6%2bWVfP8aDMvb2yTVFjPSwLIe8/e8BX/739/zdKRMfLKWiisaqGougWVLpXYxFRS7VmUlxcwND%2bbpqY4du5M4Q/PlzHQoaVMZt2kiZCRFdPmiGVGnYtyr4ocWwxVBXqc5lCKMmLpmKFneL2NBQNmRsfL8Xji8Tt%2bxk5udTglorA1XakYnSE4M6WricFERUShStCSpJVCpSC13kGiXgpLlqKNGWhNWeIbckm2eFFL0Y6MQszOPJLNWRgs2UQnmFm1fj8ffnyLN//yGZ98eZu3njjPs6IHv1vdJBlhIR%2b99hw/8OO/Rx59gsqGHiobe2WPt1Nc3YHRminOLRVbWp4wqoBURyG29HwKS3Pp6shj8QIv/Z1WdLFRItSSULXBtFYZmFmlI8cQRnepmeqsJBoqNMycq8eVHsDCFQ4BIJ/GTid%2bW0dtNBRHU5AeTnGzpLnZBkE7UkbAgd7sQWdyo5Euaw0uNMkuKdSNLjULo9yM1V2G0ZZHXKKFaJURbYpLVmiRzG%2bR3HiuAGChb/F6Pvr4e95691%2b8%2b/5nfPbZx7x0aCW/FRZ89u5/8dk/PuSbr/7hA2DZyjHpeoeAMIuS6k7ySptkFBpItWT5PteeXohDDrN8vsleSIpN7iGjROx5Ka6MPOw2O3aD2GQR51m1skar9RR6RDsazcyr0aAOm0ZVdRyrlus5uLfQt2L9sovjqCiPJT1FTFDiZJy50SSnCOUc%2bVKoB60PBA/JpkzpbA4GWz4WV7F0oUxupJik5HTi1DbitTZiNXZhQy4p9nxhQK5vLPoXr%2bPt977k7Xe%2b4G8ffciX337Lnx%2b9LJlhNrduf8snH/6Z27e%2b4tXfv0Zt02wZv268%2bfXkFjdJYeUCZBZ2uY4rqwant0KuW0qqUwFZwMgoxS6Hw1MueaUKd04d%2baUtVDV0MmewjINn29mws42%2bNh0v3qhg46CdrWvN3HfCwnNni/nioRb8dq3LorhGJUcCNrMoqFnjK8IsFzBYFXrn%2bDqebM6WwvJ8Xbd7KwX5MnSWTCnaRqKww5VdQ3pugzxXJTdYLB0qEnA80tXt/Pntf/L2u3/n44//xtff/ptXLpzgV%2bOSA374ng/ff1N6f5tjJy9TUD6D4qou0jIrfYdybb2Mk1Ouly7FpWVWS8EV0gABwVGMNa3U95xbru3KqRHgGskv66CudREdc3vZcqyJvuE0cnKDmNUZzzOXSvnlxXxuHPPwx4sivJdr8Hv6TBHrVxqpnKGjoD6StFyTCFuGFCpFOAuk6AJ0UrxeZtriLhWka3AI2mZ3ibAj0/faWI2T9LwGMgqaccjNKCBYBCidKYede87yznuf89577/HxJ1/xyadf88m7b/HJ%2b%2b/x%2bRf/4J23Xuf7775l%2beqdFFR0kV/eiSevXj6jAqt01p5R7uuwO1sBQK7tqfQ1wZxW4jsrjynAewqbySlpI6uwhfr2BZTXddLWnkX7nFjmjaiZv8zFldMNfPDLel5/sJZnLuTxp0fq8bvvVCZv/KaAsS02Miv0Ms9yJFlweMtIFRAUtFNEeHQCgF0unp7XiDu/yXdzybZcYUkBCckZ8vpqskraSS9okjFSCqiWGS3ixOmbfPkNvPmnt/nrh5/zt79/Jp2/9ZPqf8Wt72U7/PENoe1c6X4vuaXtsv7qsXmk0%2bnl0uEq3z0oALik2P8wQDkUMDLkfrKKWqX4dnmvuD8BIL%2bsjbK6LuYOZLF6q5kFywxs2OZlx%2bFmzhwt5tXH2riwM41nzlTg9%2bxvSnjrhQr6ZiaQYNBJGPLITFsF3RLsmVWyEaqwCc0SjV7f3GcLxdIFbeU5k4hRqoyC3lGAWW4sv7ILb1GLsKgepzDF4i7n/KVHfcX%2b47N/8fs/vMWHH34kM/8dPwgIt29/73vu5Omr5JR2yurrIbu4TWa5HqsUb5XumxyK2Jb7HnMKALb0SmlIsYxZiY%2bNmdL1nIoZFFT3kCXvzRMQyut6REy7JA02ML7bS0tDLNU1WrplHOasLeLi2SYurkmj0B4hafCxEm5cykUj7ik6XkOCrDtlhRlFyJxZ1biFju78BpIEAJOzkDwp0iNF2mUeLXKDzpxaKb6cVLnh/OpuMsvacQsL3EJLl3Ttwv1P%2bdbcd99%2bx3%2b9/gHvv/%2bx/PbDjywQDfjyq29Yumq37%2baVEVC66cyqle6XCQhlJIsOOX%2biuXJOlc4ni/pb0it8jCupnUVp/RyK5Zwtv5fWzqSwopOimm5h1UyGV3gZWmWlZb6XsUN1HLos4exSOydWpJFtFABa2/XMa1VjSI6TXW8VR%2bcUY%2bMhTWZZASC9qBlPSSsaEUKDiGC2MqPKTYooKaOgMMKRXYtJ5jG/RrpQ3uF7fYaAkJHXxJXrz/oA%2bP6770UIv5A1%2bJVP9H7s/m3%2b/JePaO4e9nUur0w%2bW95nUeZcRsAsYpoiDHDJtRQAlDEzSGNSZAvkyHWLKrvFL/QI3Wf7flberxwFlTOobpsnwj6b3tkljB8tpWtJDuWicfc%2b1MrVh/u4ubuIQ0uy8du3Jp2nD5fiTTMQJ4pusuWI8MmOldVjz64mo7gFb2kbSamZPwEwgyy5iFeKzJJu/weAFOlMrjAgS9BXaOmVMVG6%2bcDDv5NZl1Jv3eKjv33F1//%2b9v8D4Mlnfi%2bGZ6aI3wwyi1uFcQ3CrEphmFBdRNjsKcMlI6UAYJWuG%2bXe3Ll1FMi2yJRreKUJeTI%2bRVXCvsJGMouayK3o8AHQ3D1I56wulo562TiaSXl1EAMiiPvWZbClN42OvET8Pn3Vy2%2bv5mO1WsR2ukiVuXYJ7a0y9xqhn7ugwQdAguIDFABk3nyHdDr7p2IVNigAZAvyPhAUIZONkC/PP/nMK/xLHKBC%2b88//5Jbt77/vwAozDhy74NkS/cV/ciQghT9SJMRsImmKE1Q9CdNPl/RFEULnMKCfCkws6CRDHncLmDlloguSRPSsmQl5tdR1jSHpu7FtPQOUtvcS0ObmfN7Kji4ysaiuZFsG7GyoCKZYnsSfl%2b/ncnpAzYiY1Nkzl2y7nJ9Hc2XeUyVPWuUDeAtbiYpxYtRvIFHOp4pxedKsdmVnT5w3HIzyghky3sKanvJkefTpJNFAsZvX3iTf331g6/or2XeFfFTDqEE//r6NqvGjgpTWnzzny573CGaooCgaIoyCsrcO6R4hY0OEd5sYWRuSYsYoypcAo5iyjJya0W3cnyrUWlYroCZJ00qrumivmMumZkpzO/Vs3m1h9WDJjYvs7K8yUhbkRY/PqlibCSd0CijmA6vb74URVdop9AryeCRixQRm2QVASrBIwVnSQdyK2b4RkDpmrL6lBvOkQsX1c2Ujrb7Cimpm8VLr36A6J8U/YMcChN%2bAkDO77z3T7rmraFQ3pdfNsPnJdKUfS9HqngOh2iQUrxT9ChNilSez5NrurIFGK8ikjKmYoON9mwR7zSfXtgEJGWUyupnU9U8h8auhXiy06nIjePBayXsOOBl74FSTmwp4fiqAvz%2b8NsyCopMxCTZBIBMn4FxKTeS%2b%2bMqStQ7pXgL4RJzFVq6FVEUEBTq/6d4ZSsooOUI5RUGKI8pN17RvIA/SQhS/inF/9j92z8BAE8//zblDfOlU72%2bHa50W9kcithZ5fMUEVZ%2bdwkjlblX5jtHLLLFXSA%2bowSzSwr2lMr9mQUAp8%2bCK8VXiKeob%2b%2bX4gckWM2ib/lMWppT2bXQwI0bbYxtL%2bbieDFPHp6B38CQQ8KOCKBOzqYM3%2bpxCxUVimeWtgoALsJi9BJ1Hb697Myr84GjgKQcSrFeuagyAsrsK2vSN8dy1LQv4o23/wPAfy/%2bFt%2bIFJy6/7ei2N0igr0%2bI%2bPMrPUpvu86UryyiXwGSDmLLuUI9T15snHsueIHSsQLiF2XJBoZrfeFNMWeK6uwSFZhTVsfDZ39AsAcZg10s3NXNd35KsYGs9m5u5ptSzysnenAz6qOJD5e79v/Sq5XXJ8CQKZ0OV%2bUVjFEwRFqCTt2ESVJZHJjdhEpR/b/A%2bI/I6Cc/yOKipo3dA7yl/c/9wHgE72f5v%2bHH77jH%2bIOtx2%2bKjPdKgxQxqbNR3Gn%2bAulCb6iZYwUV6ic02UEskTlXVkVYo5yRPAqfCMQm2giLFqHWla3Yp/zZE2XCv1r2hZS39lHVdNcyQWtLBvOpL1Uz45tQv3DtXR1mXlgZx1%2bbkucGCC1uD%2bzL9QoQcapFCeIK8VkCeWjJOrGyPPKDjaJDigbwq5kguwfBUspXBkB5XfvTx5BKaZpxhLe/%2bgLnwB%2b//2P68/nAMUA/e2fMLz2gNC62bfSPCWy0gqbJPL%2baH/d8llKAPrxqPUJXWaB3JdXjJApXcKQmDWbl6DQeB9DE/RuGQkRQXldXnm7jNZMX7LMEWDnDLRy/HQZqzcUsf/eOtbvy2XuXBsnRorwsxjiiElIJkEja1C6rDF5fdTzrSbZrWVCIYOITJQqRc65vlWo7GaLgGD7CQSFMQptbTK7Ppcoiu0WYFq6hvjo4y98lP/vACjnN9//isaeIXGALeLoWgW4ZjFOojuyTtNEyFyKC5XPUX5Wzum5VQJCFQ630F4A0CbbiYrTMT0oWvTLIiOQIU61SNZvg29NFlTNkC00Q8S1ncGRXp56Za4AkUr/ynRW7ylkZHsuu0/U4peQpCE%2bKdXnAhNEBxJklpRNoMxSoYhTqQCQkV9DZJxBYnEmWrHJJpk/s9DU5qn0WWLFDiviaZEZdBfUCxskpQkwLV1L%2bOQfPzo/Zf//8B8GyCNPPf8uhcrKFJ3xyBr1dV/cn9X9Y75Xsr9SuEsAUPa7M1M%2b35VHqi0Ttd5GaLQW/5BYYuINJCoCKJ7FW/Dj6i2VTVTVOp%2bGjn6qZQRm93Vw7qYUPW6jb1U6i8QILVxl4eBpicNqrQmNzH%2bSIBqvtRKvTxM/4MEoo6AAUN4wR9ZUJzHCgAStE/VPhkjRCiWRKZ1Xvh9QVqTiGVw5//Hx5bT3Dsmu/87HgB81QDFA3/G92ILj55702d5c6b5HXF6adNws61b5wsMuADqEZXZPie%2bLj1RHnjjUbClSrp2SRnScHpM2hbh4nbDAQHSCOFi5F0VISyQUlTfMpkIaVynFF1V10trRwrp1mZSWR5BbEM3SLfnMW%2bNm8SY7fvGJBlQy3yqdTQrPwKDs0p/cV4mIifJhSrJKTHYKC1Lk7P7xOz9B3GD7CQgpNkUMic6a51uVSmo0SmBpmbGYrxS559Z/E8DvxRghAWi/FFnh8xqZiv%2bX4lNkxH7c8eW%2bjtsyigWUfCwy72bpvMmiJNVUzLoU3jq8measbCYGqxho72TX0iXkFzX4vhMoreulccYATV2LqW1ZQF1rB7tGGzmwpobONg3nr1WxeksVs/oy8ItTJcuKs0imd0jyyhO3VywiV%2b2bayViVjbN8wGQYs0mODLJ5wm0si2UcVC%2bsVG%2bEzQ5inxAaOQxJTEqX6bo5blSCSqf/fNLnw3%2bvwDI/7f/%2bgW1rf2%2bYhWaK9/oGIVVJqdY7xwBP6vcdzhE8GwZYswcWZisHt%2b3zUHhcezrrOGDAxsoNKVwT1cdXD8CvzxNa1G5T8BrpGgFAOVo7RmmpUfWYqmOTQtLOLajht0Hs9m8P4uxffn8Hy73MdE9WxpiAAAAAElFTkSuQmCC' 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RXKAC4ubmJ1ysBqKiokLF9vz%2bAubk5UAkKQpAU0NPTi6HhYfT2dOHmjSKkxoeh%2bpI77kbYojLKAZWR9nhwyQvTJUns%2bRl4QgCPCWCuKAFPbqbRDHGnMp6WphNIAhbyOCNcjWLvpxUmPMkJshtMsBYIBzhKCMMZXlIKDKS6oSPWDtVhVigNt0desB1S/a3haarB098PyzMHkORtDB9HMxxXUhL2V9wIUURHRwsVSwCoBBkL%2bLsBDA4O/g6AUMDg4ABzvw1XL6dB94wqNPesw3nl3dA5uQcGSrvhqq8CV0M1BBiqoMjdiJaV7SubJ1sYz7YYg2elaTRHYZIiHl1PxWyuMEIslPnsAnzOfL6YFaKkljhB4zPM3j/AmjCQ5okBKqGPKdEaZY3KABPkeZsgw8cc/uancV5lN4yVd8BS6xCyg61gY3oWm77bzNF4mdQGc3JywFgkAJxeZSzi7weAu3x%2bfl5KgZGR0ZcFBXlQO3UCq77%2bHEf2boE8yBEZwfaIsdWFh94JONKV6akchLvWAQSqbMHRreuge3Q33DmxFXheRH24IxrCHDDBwGeuREv%2bYP56IqfBOEwXxKI/1Q89Sd4chEKkljjALtDLjtD/GkAPr5sirXEv4ALS7M4gmv/XUe84Tu3ZAK0Dm2CjcxRXwmygramCNWvXSXeIVq78RkHZi0OUADD/ZUzldwMYGhr6DQBRBCcnp15Ghgfhk7/%2bBWtWfoVb11JJtQ4NNDWVchdku59HvJcloj0tEe9hgjSL4zj%2b7Qp89Oln%2bPCTT7Hpmy/gcHgz7GlbY4xV4E%2blBJucQZK1Hi47nUOp70Xc9jFDses53PA4j1bmuQDQLyBQBV00Q530AU3Rtij3NkCssTJcdY/BXPMQNPZvgvLO9YRxApkB5tBQPY71324Qt8HEHWJxQ1ccogSAtUDGeP4cAJECAwODL9taH8BMVxXqR/egqeEmh6EKNBPAbeZ9AVtRqJ8HbH19EJOahLu0x2obVuBD2cfYvOZraKz7Am67V2LFsk9guncDTn0vVWgc3rwOxid2w4GTnNbhnXDVU0GU2Wlc5rhbS6m3MuCeRFe0yO1RH2mFunALXHM6A3e1vTA4tgOah7dDbe9GaB/cDDdDJURZa8Lw9FGspgI%2b/PAD6X7AsKhZr2uAuNfBdPjzAHrpA0YnJnEt6xJCLyqjqfEmWpvvoJ3V/QH7eEdOJG5E%2byHY3R6FfM5I7Q14G6pjzTIZQgyVUeZ2HnkW6nA4thnhmrsRyuHFnaeXwBzOdDiLJHtD2Oqo0M6qwu2iLqz0lJFwUQU3XbRR5W%2bM2hAqhCdf7qmHOI29OLXhG%2bzftg5HCHL3plU4d%2bJ7eBpyIDqzD5bahzgFvgLMwUchvAwLeMrSqM%2b43g8AdwkAibEL9L4cGBxCY20lQi3VUFmei86mcnTSx/ewjw%2bypw8wlzvSQ9GWGYXOtHDIbY2w%2bstlSDXXQl%2biL0o9zeB5aiciDI4jykAFWbaGyLY7h0gXc8RF%2b6A4PQJlif6o5HNzAm2gfmQHzI5/j3zHM7jpdhbJF44j4PR%2b2Jw%2bBuUju6Q3VNawHm1c/SU0dq%2bHh/5BmChtg43GbmzeuI4APgAHH8XCwoIwbylLk%2b4fAqBkfgeAKnhJCBgZHUNkgCuyLgVh6MEt9ORGoI%2b9fJTDzXhpMkbY37vZ2no4IIVYG2HzV1%2bgMcga44leiNE5DqWNq%2bB9aj/kRqeQ72SCQlsTpAe5wzHQF9ZBgfANC0RxUijnfXMYqx7Cim9WQGnnRthqHKAqVGBzUR9ehGZ0bCcOb/wGm79ejgMrv4TOtjUw2L8B%2bke2wEFzJ7Z/t0ZKv6jISMWjR4/eABCDHuN6fwAPHz6UAHC9JAQMDg2jsa4KxbSkw%2bUpHICi0Un3NlwSj9GbiRii%2bektkNMWpyGCCvBjB3jE/j6R6Ikc9mvlzWsQdPoAUqy0cIM9/JanOWqivHA13AdJgZ4oT45ES0o4ynxtWByNsPW79fj0y8%2bhpnoEcX62uOppgmIHTXgc3wrdrWtguWsDnHZvhM7m1VDdugqqrAeutMS7%2bX%2bWfbYcl7OzfwfgvRXA/Q0A/tJL7ujv68PA0Ahu5yajNNQUE5zrB1kDxujqpugAx%2bjzp9jaJq8n4zLzvifBG3OZIRiIdEIxJ7Zdq75AiPpe5FhpotDdBLVRrujNjsDkzQyMX0tGP687U0LQzQmzLsYNewngwPYNSOHQI%2bpAfaApqryZNpp74Xd8OxJ0DsJt33fQ2rIG2rvWYee6L2GvtRf7tq7FqtVrUF5epnj8%2bPGbLiBM3sjIyLsB8Amy17tc5A%2bDfwNALBZEDLKyFsUHwJWyLvWxxEAG5396/RkqYObGJenObSnb2mOOy7NpoWj1tUS5hQa0v98Ag90bcM/TGA3hTuhkqoxcT8Pk7WxCSMVIoRz9nBzHOEhVyT2xf%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%2bMpDUWcwGHo4JLKI9wR6KJGoaS3DGW4Yf%2bRA/0JriikypoibLHPd8LtNQW6OUwlWuhCZvDW3H24HewObUDZ2iyxFxwUumIeGMUfn5%2bitDQUHh6er5RANXw/gBEAflXAEIBvf0DGL1/EwvladLI%2b6L8Mn4oz8HslRhMX43F07xkPLlKONkJmEwMRAcBlLvq45qNOgrMT/H0XdGdGAQ3LVWEcohqiHDATe%2bLcKOkbZX28XRNMZkuBiIfDKV4oTfRDd1UQkOYLe75XEBzsr/0/5M4Ajue2gcj%2bgUnziDnj26GqcZ%2bnFQ5CXNzc1D%2bEgAfHx8JAHcZH/vzCmAavCQEUQ%2bkOtBDTzBQlY%2bFinQJwI93cjBH%2bztAI/O0NBMvrhHIrQI8K76M6ZRQdES6oJInX%2blpiFIbTZTa6WOOBfL5zSsYyYjkzB/MUdcLzREemOL1wyuRmMwKpQIC%2bTNf2mE3tMkdURdsgSoW15GG2%2bhix0g6Q2NEG22ptg9Wp3ZzIBMfs1GC0smTsLOzkwAEBweDJ/9GAVzvBjA%2bPi57vUsKYDHkNDjyUnhqEfzw8Ajq66vQyVx9XJmFp5z7F/Li0RPtgWmOtk9vE8DNyxKEx7lJGEkOQlu0G%2bXLHI5yxD035q%2bzCQYTAjki83m3svGE0n%2bSK4pmFCZSAzGa5s%2bROBQTmeEY5JTYwfxvjrJDtY8xGjPZOepuoN7PAmWu52F6YifshVE6tQteF05IH8w6ceIkHOztGbinIiAgAO7u7hIA7n%2bcAhMTE28APHny5A2AoSEBoB8trU3ITo5ACy3w46oc6XZ37yVvjPHFTxUmYIBzwRhBDGdEcJQNwT3a2ssWWiiwM6Cvt8JdtwvolvtggLVhviARz29n4bG4J3A5DJM88WEGPMJ9LCsEI%2bnB6LnkIb0Z0hRhjQpPI7QX0i8k%2b2I00hU55towVdoJK9U9sNPcB29zFehpHsdJKsDW1laywsx/sPBJALjLXFxc3g8Ad/nTp08lAFzSDZGm5kYU5GUgjCam6WoEntXkSG93t6f4oTc3Bh08tQepAWhM8Ud1gg9q6AGKA6yRYKaGSxe1UOhyHvWhThjh48OsDaPJIUyVbDyifZ7ODmLwPhhMI4CsYGkNsQ50xjmjNdYBDcFmqKShKo/2RnOoM4LPqkCFVd9SZRcsuJw4YLmaqkJX/RDU1VVhYWEBKysrBYMGq/%2bbLkAwfx6AqAEDg72ob6hBKAuU1dlDaMgJx9PKTPRkBKApMwj30wLRmMadEq5PCcQ91oObMR4oj/NGaZgDioRkg2zRIPfAgxh3FjZ/dEV74lExCyYHqQk6yj7prXFvtlI/DIkOkOqNthgHFk075r85CkPdsOGbL/HN55/gs0//Cq29m2Cnxn6vsQ8e507A0VQduqcPQ0dbHRcvXhSFUMEWCFNTUwkAdxkfezeAycnJ3wGQjNBgP5qaahEdaA8HSq/mcgQWy5LRfZlOj6uWJ1efJgL3RQ39QHmMJwqD7FAR74NyFsFcGqVbIfa4y45QEcKAIp3RSDc4kBKMp7TOk1n0C0me6CWEAQY%2bmOaNbra/Dvb%2bByHmqIt1Q4CBFj7/6C/4fPlfsW3t17A4uQO2BOCmdxTuhsdgpq8MbfXDuHBOB2YEYGZqqqAKYGxsLAHgLjMzM3t/BYgasNQFuKO9vQWZ7O1ezmYoivPFIgei3qJYPGDO3otxQVu6eJcoCl05Ebgn90ZJiAPuXfJDVbwnboba4Va4I8pC7SXHWBZsg8ogG9SFOuAxbfAkc14E3Mv%2bP5juI6mhK94FnXSA93n6d1g3LLZvxIpPZfj6i2XYu3Ele/8uWLP6u%2bkfg7vRcQJQgbrKfpga68LE1ET6kBQDFm%2bVSwC4y/jY%2bwMQXWDJCS61wNbWFhQX5yM3LZYDUDJ6CmNwO9xOOqFGdoKWSA8WqWAMZkehl1V8lN6gj6nRGs82l0D5c1XGOKM61hU1VMNdP0vpbbOJy8H0Bm7SfUABoYd9v5v53xJmiZoET%2bQ5XIAph53Pl32MVSs%2bx0EOQDbqDF7nMNwNjsLtghIcOXAZcT6wtzSEickF6XOCJiYm4saIBIC7jBD%2bnBHiLilA3BYXH3%2b/VlyM%2bIQ4xMREYKQiC91Xw3niYdK9gAH2777EYLSGeaItkvkb4Yn7Pg6odrfC/UAX3PUwR5GNHkpZD9pYN%2brj3HEnwBLTnConrgTR97tiIJ2/x6LXEm1H72/Pockad6iiJJ60BYMWAFZ8/ilO7PiWs/8%2beOkdg7P4GB0HJHsqQffELthYGLEGGBPAOQVl/waAvr7%2bHwNYemdI3BZn/oMTlOLy5eyXkZGR8Pf3B9sIhwxb%2bPK67XYO%2bvIiMM7hZawkHrWXvNCTFYYJDkKjmVSAPBDdkT5oCXJGvT/TwcsKN5zOocT9Aqo47jaxe1SG22P2WjyGs3zRkeCCwQxfNHHyE32/iZb3PjtGvpMRUlS2MgXWYfWXyyUIR7d/CzuNvfA0OAZ77SPSZwR8zNWgrXECOjqalL8%2bpW%2boML5gLD4wJQHg/scA4uLiJAAJCQlyfsHDw0Ph7Oz8UgwVInhnZ2m4gLePL/Iy4tHELtAtevgNOVpoXUsCLJj7tqiIdceDJD90JvrxNGljI%2bxwn0t8xKWelb2WKVMX54EmPmeRqdSb4iF9CKqXrbAx0pEQXqXVPaZT9tkDyKLLc9yxHgfWfoUvl30C5d2baID2wNdICZbiE6jqBxBHp5nN9iqPDYG9vQXOGekr9PT1cFb3rARAR0f3jwEwYNlr1yTnMAE3NzeFq6vLS0IQhoJ/2J4GwxFxcTGoKCtEA4PvzAxGfz4tbT47Ait5RYQjcn3MUeDL1uVjiiLPC7hGE1PJYtbKQtfG1Z3hj/p4D8ILx2RRNJpY8NqTWUPiXFHH2aAq2BoN2XJc5%2bBUaHIc2fqH4LlnAyx3rsfGL5fhzL6N8NU/jGD2fmutwzA5fRA%2blqeRHGCG%2b3fz0dVei6K8VIWPjzN0dc9IAAwN9WRUx7sB0DnJXu9vAHARgAuCggJQVHwVVZWF6OysxcR0H7pofdsyOfCw8vdfJQTxVjgd3nBhEtrpBOuinVEbRUnL7aV7%2b%2b1JlL7cGV30%2bMJA9bCFdl4pIg0AAAiVSURBVBLGvTAbtPFnNbTLt8XcwDZaxxZaaHocJTZqyDY6Ar8Dm%2bDByc/qwHoEnz%2bJSGstBJmeghfbcpirCVyMVRHEWSPW3QB3rmehv7NOMdBdJ0BIAG6WZMuSEkLfDYBeWfZ6cJCHhISISUrBx16mpl3C4HA7Zmf7OBHWY2S0gwAG0FVfis4r4XSBIei/IgDI0X85BoO5sRikPW6nTW6nuelibrdQ4vWxTmhg8auPcUWj3EX6sMMdTnnV4ZZo5OnfomJuuJ9D0%2bVY3HZlwXTQRDEBXDE7gQjVnXDftw5%2bZ4/iDgetS67nEGiiggBrfWSx3kR6XIS9gRIihGrSw1Bfc1MxOdqOnvbKV7fF2%2b7Jhnqr3w0gODhEAsDg5VFRUYiOjlLU1Ja/nJjqxfziKCfCFnR3N2ByehB9g60YH%2b9GR34setkJhgsY9FU5r6N5suHoTgmSzE4jA26mf29K9GHl96AqXNgC7VAVboPyECuU%2bpugjnXhDmV/3UEL91OonCgX3HLUwi1nHZQ6n0GBrRritXfDn/leX1OOkbFB5IQ6ItpBD6EcrqI9rJDKrhPsbAw7/ZPwsz2LK8mhigaqtaIk/dW7wyUZsoqSS%2b8GEB4e/gpAcIg8PSMVbR33FQ8XR1%2bOTvRg4dEU%2bgea0N3zAIuPpqmEZkzPj6KTI3AbJd3HE%2b/OYuAciDq59zAFmjn71zKn6zgN1rK4VUcy0BBLBmtOa2yBG/5muBXIawZ/y8sQVawfLTz9O256KHfXR7nbWdzh49ecNJBopozGqtuYW5jB4FAvbqRHIt7ZAFeTIxFInxDhboH0SC%2bEu1nARk%2bFIFQUQQ4GiPG1lABEeJjJkkPs3w2gqOiKBCAnJ10%2bPtmP%2bYVRxcR0/8vhkW4GPYWOrvsYHu3Bsx8W6RI7%2bGIm0N1yF9WXPClpdzQkeKEl1R%2btnOTakjkn0PvXMqi7wVYMWpy2mbSu%2b19kx7BEaZAVbnOvCLiIe/6maM1PRA2Nlbh3cM/bCDVUR4WHPq6zLnQ0VmLxyUNMTAyhf7AbZYWZTANDlBVloO7eDVTezpM%2buH3rRj4uJ0WyS8Uoejrr%2bdzOVynQ0yIbHu17N4CFxSkJAE9Y/suvz4TUFcOjXS8nJocwPTOItvY6PjaEx8/maJK6MPdwDL0DrehououajHBUxXmyxztLxayG01tVuAPKRIBBIngLXPO5iBu0waW0xmWhtrjD/R5XlajebIkP6B4r3HRR5WuM2gBTVPmc4/zggOGeZjx5/ghzcxMYFwAGutDR/gCZoS64kRWN/v42jup1uFtxDcV5qaisKMHAYI9ienoYTQ13Xr073FQla264/W4AT5/PSwCe/7Ao//mXJ5iY7Ff09jW/fLgwxT/Yip7eZszOj2Hx8TRPohczc6N8rAWTMyMYm%2bhDZ1MlKguSUZubgHL28VIOPjc5BImPxd/jTHCfo3IdC18V0%2bEOK/891oEa1oEaeodWzvrVVEKVzwXUBZpSAedQlxqCmclBPGbwi49mMf9wCkPDvbTovXi4OIuy4hzpY/S385PRcL8S1ZU3uErQN9CJxvo7ipaGMjTVV0gAGmtvy9rbqv8IwEMJwLMXAsBzAuhT9PW1vlxYnEQXi9/IaLdUCx4ujmNyakACMDjUiSmqYvbhuFQTulgjfvrnz6i%2blonrPP2W7DA00yt0cIRupXFqTPJGLbvAvXBbVAVdRCXT4cGVODRzjK6jEupZHyqpgFa2skdP5vHsxWM8efoQD5n7U9OjEoCJyWHCmGQ69uNOaSGyoryQmxCI24WpaG2qRktzDSrLixRTU0MYHnn9xshgt4y/924Az188egXg%2baL8n//8G0bHexSjY70vZ%2beG0dPThKmZAXaDcUIYpxJGpXSYmHwFQqyHBNXWVoMnP3KQGmpHlqMBOjgtCtvbxNrQkOiN%2bzRAtZwea6OdUM0C2Faej6GWKtT5maKOaqgWN01rSvH8by/ww0/P8OLHp9Lpi%2bDFEikwPTOGmdlxHkg/xidH0d3bgbrqMjQ3VrFLtVINd9Db26748aenmJuflADw%2bTLG90cKWJAAPH46L/%2bf//kPjI33Kii7l%2bPsAqIQzhDE4pNpSQEPF5mPlOfs/Dj/yTh/Ngb%2bPpgyPJlePP/pMbI9xSzPfs/AGyj9B0k%2b0nV9PAsma0UtAXTfLUJLVgQf80b//TLMz0/hp3/8HT///Wf8%2bLcfmG5zmGXuMxD6kHEpeAFibHyQ/6uDKdgure6ednqVXjx4UI32tgYBSvH4yRxbd48EgEqQdff8wWeEnr5YlL3aH8n/6//8h1QEKT%2bOw%2b0kPsagp6kABj7Vxxc2w7zvx0O2xJlZcTojePHDY0kJnV0NmH80g%2briDNzwppxTGXScmwRDFMhqDkF13BuS/dFdfQODTfco94f426%2b/4O%2b//gM/MfCnz1j0Hk4z8Kn/BsBdyF%2bcfP8APUhnMwNvY3q2oq%2b/UyqMLc21QvYCEAHMY3Ts1WeERsYGZFPT4%2b8G8LdfXkgA/v7rj/L/%2bt%2b/inxXPH%2bxwDbYjsc8iUdPZkVhZNFjJ3g6z%2btBKT/FC5uZGWe%2bLuI5IYha0d75CkIdC2Ili14NT7yK0r%2bfyfmhPBfj3U0QxfXJD8/w8z9/xc%2b//B0//iQCf8z/%2b%2brUJ6dGKP85Kf/nCUMscfIiWLE6u1okCGIJNTQz9yl9qU5wKRb5/4eGXrVB7rKJ8T9og7/880cJwD/%2bx8/y//xfv/LFLCiePJt7KWywoCkAjIz18MWN4cmzBek0WC/4AqelFiWe8%2bLHJ1igUrq6H2BgqIty/gkzInf5omYp32c/PmOR/AU//8c/8ZQ5/sNPL/D8%2bTMCXpQq%2b8zsBKYp9aWTnpwalWQvlCB%2bNjjUI524CFjsLa0NeNBUi5aWWrR3NEoeQShgYLBLMc%2bO1d/XKgHo622RLcz%2btgj%2bXzpsDyFRMAivAAAAAElFTkSuQmCC' 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Q3 Pre-registration is Live!","excerpt":"After Tactical Investing covered our project, the Q2 Titan V2 3Node batch is offically sold out!","image":{"type":"image","mimeType":"image/png","src":"/threefold/assets/static/q2_batch_sold_out.4250cd3.7b80691dfdfb1bda09b2f9557bf106cd.png","size":{"width":800,"height":400},"sizes":"(max-width: 800px) 100vw, 800px","srcset":["/threefold/assets/static/q2_batch_sold_out.1b91758.7b80691dfdfb1bda09b2f9557bf106cd.png 480w","/threefold/assets/static/q2_batch_sold_out.4250cd3.7b80691dfdfb1bda09b2f9557bf106cd.png 800w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 800 400' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-0e7b131280c0ec0a996eeacf860e2e37'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-0e7b131280c0ec0a996eeacf860e2e37)' width='800' height='400' 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RXKAC4ubmJ1ysBqKiokLF9vz%2bAubk5UAkKQpAU0NPTi6HhYfT2dOHmjSKkxoeh%2bpI77kbYojLKAZWR9nhwyQvTJUns%2bRl4QgCPCWCuKAFPbqbRDHGnMp6WphNIAhbyOCNcjWLvpxUmPMkJshtMsBYIBzhKCMMZXlIKDKS6oSPWDtVhVigNt0desB1S/a3haarB098PyzMHkORtDB9HMxxXUhL2V9wIUURHRwsVSwCoBBkL%2bLsBDA4O/g6AUMDg4ABzvw1XL6dB94wqNPesw3nl3dA5uQcGSrvhqq8CV0M1BBiqoMjdiJaV7SubJ1sYz7YYg2elaTRHYZIiHl1PxWyuMEIslPnsAnzOfL6YFaKkljhB4zPM3j/AmjCQ5okBKqGPKdEaZY3KABPkeZsgw8cc/uancV5lN4yVd8BS6xCyg61gY3oWm77bzNF4mdQGc3JywFgkAJxeZSzi7weAu3x%2bfl5KgZGR0ZcFBXlQO3UCq77%2bHEf2boE8yBEZwfaIsdWFh94JONKV6akchLvWAQSqbMHRreuge3Q33DmxFXheRH24IxrCHDDBwGeuREv%2bYP56IqfBOEwXxKI/1Q89Sd4chEKkljjALtDLjtD/GkAPr5sirXEv4ALS7M4gmv/XUe84Tu3ZAK0Dm2CjcxRXwmygramCNWvXSXeIVq78RkHZi0OUADD/ZUzldwMYGhr6DQBRBCcnp15Ghgfhk7/%2bBWtWfoVb11JJtQ4NNDWVchdku59HvJcloj0tEe9hgjSL4zj%2b7Qp89Oln%2bPCTT7Hpmy/gcHgz7GlbY4xV4E%2blBJucQZK1Hi47nUOp70Xc9jFDses53PA4j1bmuQDQLyBQBV00Q530AU3Rtij3NkCssTJcdY/BXPMQNPZvgvLO9YRxApkB5tBQPY71324Qt8HEHWJxQ1ccogSAtUDGeP4cAJECAwODL9taH8BMVxXqR/egqeEmh6EKNBPAbeZ9AVtRqJ8HbH19EJOahLu0x2obVuBD2cfYvOZraKz7Am67V2LFsk9guncDTn0vVWgc3rwOxid2w4GTnNbhnXDVU0GU2Wlc5rhbS6m3MuCeRFe0yO1RH2mFunALXHM6A3e1vTA4tgOah7dDbe9GaB/cDDdDJURZa8Lw9FGspgI%2b/PAD6X7AsKhZr2uAuNfBdPjzAHrpA0YnJnEt6xJCLyqjqfEmWpvvoJ3V/QH7eEdOJG5E%2byHY3R6FfM5I7Q14G6pjzTIZQgyVUeZ2HnkW6nA4thnhmrsRyuHFnaeXwBzOdDiLJHtD2Oqo0M6qwu2iLqz0lJFwUQU3XbRR5W%2bM2hAqhCdf7qmHOI29OLXhG%2bzftg5HCHL3plU4d%2bJ7eBpyIDqzD5bahzgFvgLMwUchvAwLeMrSqM%2b43g8AdwkAibEL9L4cGBxCY20lQi3VUFmei86mcnTSx/ewjw%2bypw8wlzvSQ9GWGYXOtHDIbY2w%2bstlSDXXQl%2biL0o9zeB5aiciDI4jykAFWbaGyLY7h0gXc8RF%2b6A4PQJlif6o5HNzAm2gfmQHzI5/j3zHM7jpdhbJF44j4PR%2b2Jw%2bBuUju6Q3VNawHm1c/SU0dq%2bHh/5BmChtg43GbmzeuI4APgAHH8XCwoIwbylLk%2b4fAqBkfgeAKnhJCBgZHUNkgCuyLgVh6MEt9ORGoI%2b9fJTDzXhpMkbY37vZ2no4IIVYG2HzV1%2bgMcga44leiNE5DqWNq%2bB9aj/kRqeQ72SCQlsTpAe5wzHQF9ZBgfANC0RxUijnfXMYqx7Cim9WQGnnRthqHKAqVGBzUR9ehGZ0bCcOb/wGm79ejgMrv4TOtjUw2L8B%2bke2wEFzJ7Z/t0ZKv6jISMWjR4/eABCDHuN6fwAPHz6UAHC9JAQMDg2jsa4KxbSkw%2bUpHICi0Un3NlwSj9GbiRii%2bektkNMWpyGCCvBjB3jE/j6R6Ikc9mvlzWsQdPoAUqy0cIM9/JanOWqivHA13AdJgZ4oT45ES0o4ynxtWByNsPW79fj0y8%2bhpnoEcX62uOppgmIHTXgc3wrdrWtguWsDnHZvhM7m1VDdugqqrAeutMS7%2bX%2bWfbYcl7OzfwfgvRXA/Q0A/tJL7ujv68PA0Ahu5yajNNQUE5zrB1kDxujqpugAx%2bjzp9jaJq8n4zLzvifBG3OZIRiIdEIxJ7Zdq75AiPpe5FhpotDdBLVRrujNjsDkzQyMX0tGP687U0LQzQmzLsYNewngwPYNSOHQI%2bpAfaApqryZNpp74Xd8OxJ0DsJt33fQ2rIG2rvWYee6L2GvtRf7tq7FqtVrUF5epnj8%2bPGbLiBM3sjIyLsB8Amy17tc5A%2bDfwNALBZEDLKyFsUHwJWyLvWxxEAG5396/RkqYObGJenObSnb2mOOy7NpoWj1tUS5hQa0v98Ag90bcM/TGA3hTuhkqoxcT8Pk7WxCSMVIoRz9nBzHOEhVyT2xf%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%2bMpDUWcwGHo4JLKI9wR6KJGoaS3DGW4Yf%2bRA/0JriikypoibLHPd8LtNQW6OUwlWuhCZvDW3H24HewObUDZ2iyxFxwUumIeGMUfn5%2bitDQUHh6er5RANXw/gBEAflXAEIBvf0DGL1/EwvladLI%2b6L8Mn4oz8HslRhMX43F07xkPLlKONkJmEwMRAcBlLvq45qNOgrMT/H0XdGdGAQ3LVWEcohqiHDATe%2bLcKOkbZX28XRNMZkuBiIfDKV4oTfRDd1UQkOYLe75XEBzsr/0/5M4Ajue2gcj%2bgUnziDnj26GqcZ%2bnFQ5CXNzc1D%2bEgAfHx8JAHcZH/vzCmAavCQEUQ%2bkOtBDTzBQlY%2bFinQJwI93cjBH%2bztAI/O0NBMvrhHIrQI8K76M6ZRQdES6oJInX%2blpiFIbTZTa6WOOBfL5zSsYyYjkzB/MUdcLzREemOL1wyuRmMwKpQIC%2bTNf2mE3tMkdURdsgSoW15GG2%2bhix0g6Q2NEG22ptg9Wp3ZzIBMfs1GC0smTsLOzkwAEBweDJ/9GAVzvBjA%2bPi57vUsKYDHkNDjyUnhqEfzw8Ajq66vQyVx9XJmFp5z7F/Li0RPtgWmOtk9vE8DNyxKEx7lJGEkOQlu0G%2bXLHI5yxD035q%2bzCQYTAjki83m3svGE0n%2bSK4pmFCZSAzGa5s%2bROBQTmeEY5JTYwfxvjrJDtY8xGjPZOepuoN7PAmWu52F6YifshVE6tQteF05IH8w6ceIkHOztGbinIiAgAO7u7hIA7n%2bcAhMTE28APHny5A2AoSEBoB8trU3ITo5ACy3w46oc6XZ37yVvjPHFTxUmYIBzwRhBDGdEcJQNwT3a2ssWWiiwM6Cvt8JdtwvolvtggLVhviARz29n4bG4J3A5DJM88WEGPMJ9LCsEI%2bnB6LnkIb0Z0hRhjQpPI7QX0i8k%2b2I00hU55towVdoJK9U9sNPcB29zFehpHsdJKsDW1laywsx/sPBJALjLXFxc3g8Ad/nTp08lAFzSDZGm5kYU5GUgjCam6WoEntXkSG93t6f4oTc3Bh08tQepAWhM8Ud1gg9q6AGKA6yRYKaGSxe1UOhyHvWhThjh48OsDaPJIUyVbDyifZ7ODmLwPhhMI4CsYGkNsQ50xjmjNdYBDcFmqKShKo/2RnOoM4LPqkCFVd9SZRcsuJw4YLmaqkJX/RDU1VVhYWEBKysrBYMGq/%2bbLkAwfx6AqAEDg72ob6hBKAuU1dlDaMgJx9PKTPRkBKApMwj30wLRmMadEq5PCcQ91oObMR4oj/NGaZgDioRkg2zRIPfAgxh3FjZ/dEV74lExCyYHqQk6yj7prXFvtlI/DIkOkOqNthgHFk075r85CkPdsOGbL/HN55/gs0//Cq29m2Cnxn6vsQ8e507A0VQduqcPQ0dbHRcvXhSFUMEWCFNTUwkAdxkfezeAycnJ3wGQjNBgP5qaahEdaA8HSq/mcgQWy5LRfZlOj6uWJ1efJgL3RQ39QHmMJwqD7FAR74NyFsFcGqVbIfa4y45QEcKAIp3RSDc4kBKMp7TOk1n0C0me6CWEAQY%2bmOaNbra/Dvb%2bByHmqIt1Q4CBFj7/6C/4fPlfsW3t17A4uQO2BOCmdxTuhsdgpq8MbfXDuHBOB2YEYGZqqqAKYGxsLAHgLjMzM3t/BYgasNQFuKO9vQWZ7O1ezmYoivPFIgei3qJYPGDO3otxQVu6eJcoCl05Ebgn90ZJiAPuXfJDVbwnboba4Va4I8pC7SXHWBZsg8ogG9SFOuAxbfAkc14E3Mv%2bP5juI6mhK94FnXSA93n6d1g3LLZvxIpPZfj6i2XYu3Ele/8uWLP6u%2bkfg7vRcQJQgbrKfpga68LE1ET6kBQDFm%2bVSwC4y/jY%2bwMQXWDJCS61wNbWFhQX5yM3LZYDUDJ6CmNwO9xOOqFGdoKWSA8WqWAMZkehl1V8lN6gj6nRGs82l0D5c1XGOKM61hU1VMNdP0vpbbOJy8H0Bm7SfUABoYd9v5v53xJmiZoET%2bQ5XIAph53Pl32MVSs%2bx0EOQDbqDF7nMNwNjsLtghIcOXAZcT6wtzSEickF6XOCJiYm4saIBIC7jBD%2bnBHiLilA3BYXH3%2b/VlyM%2bIQ4xMREYKQiC91Xw3niYdK9gAH2777EYLSGeaItkvkb4Yn7Pg6odrfC/UAX3PUwR5GNHkpZD9pYN%2brj3HEnwBLTnConrgTR97tiIJ2/x6LXEm1H72/Pockad6iiJJ60BYMWAFZ8/ilO7PiWs/8%2beOkdg7P4GB0HJHsqQffELthYGLEGGBPAOQVl/waAvr7%2bHwNYemdI3BZn/oMTlOLy5eyXkZGR8Pf3B9sIhwxb%2bPK67XYO%2bvIiMM7hZawkHrWXvNCTFYYJDkKjmVSAPBDdkT5oCXJGvT/TwcsKN5zOocT9Aqo47jaxe1SG22P2WjyGs3zRkeCCwQxfNHHyE32/iZb3PjtGvpMRUlS2MgXWYfWXyyUIR7d/CzuNvfA0OAZ77SPSZwR8zNWgrXECOjqalL8%2bpW%2boML5gLD4wJQHg/scA4uLiJAAJCQlyfsHDw0Ph7Oz8UgwVInhnZ2m4gLePL/Iy4tHELtAtevgNOVpoXUsCLJj7tqiIdceDJD90JvrxNGljI%2bxwn0t8xKWelb2WKVMX54EmPmeRqdSb4iF9CKqXrbAx0pEQXqXVPaZT9tkDyKLLc9yxHgfWfoUvl30C5d2baID2wNdICZbiE6jqBxBHp5nN9iqPDYG9vQXOGekr9PT1cFb3rARAR0f3jwEwYNlr1yTnMAE3NzeFq6vLS0IQhoJ/2J4GwxFxcTGoKCtEA4PvzAxGfz4tbT47Ait5RYQjcn3MUeDL1uVjiiLPC7hGE1PJYtbKQtfG1Z3hj/p4D8ILx2RRNJpY8NqTWUPiXFHH2aAq2BoN2XJc5%2bBUaHIc2fqH4LlnAyx3rsfGL5fhzL6N8NU/jGD2fmutwzA5fRA%2blqeRHGCG%2b3fz0dVei6K8VIWPjzN0dc9IAAwN9WRUx7sB0DnJXu9vAHARgAuCggJQVHwVVZWF6OysxcR0H7pofdsyOfCw8vdfJQTxVjgd3nBhEtrpBOuinVEbRUnL7aV7%2b%2b1JlL7cGV30%2bMJA9bCFdl4pIg0AAAiVSURBVBLGvTAbtPFnNbTLt8XcwDZaxxZaaHocJTZqyDY6Ar8Dm%2bDByc/qwHoEnz%2bJSGstBJmeghfbcpirCVyMVRHEWSPW3QB3rmehv7NOMdBdJ0BIAG6WZMuSEkLfDYBeWfZ6cJCHhISISUrBx16mpl3C4HA7Zmf7OBHWY2S0gwAG0FVfis4r4XSBIei/IgDI0X85BoO5sRikPW6nTW6nuelibrdQ4vWxTmhg8auPcUWj3EX6sMMdTnnV4ZZo5OnfomJuuJ9D0%2bVY3HZlwXTQRDEBXDE7gQjVnXDftw5%2bZ4/iDgetS67nEGiiggBrfWSx3kR6XIS9gRIihGrSw1Bfc1MxOdqOnvbKV7fF2%2b7Jhnqr3w0gODhEAsDg5VFRUYiOjlLU1Ja/nJjqxfziKCfCFnR3N2ByehB9g60YH%2b9GR34setkJhgsY9FU5r6N5suHoTgmSzE4jA26mf29K9GHl96AqXNgC7VAVboPyECuU%2bpugjnXhDmV/3UEL91OonCgX3HLUwi1nHZQ6n0GBrRritXfDn/leX1OOkbFB5IQ6ItpBD6EcrqI9rJDKrhPsbAw7/ZPwsz2LK8mhigaqtaIk/dW7wyUZsoqSS%2b8GEB4e/gpAcIg8PSMVbR33FQ8XR1%2bOTvRg4dEU%2bgea0N3zAIuPpqmEZkzPj6KTI3AbJd3HE%2b/OYuAciDq59zAFmjn71zKn6zgN1rK4VUcy0BBLBmtOa2yBG/5muBXIawZ/y8sQVawfLTz9O256KHfXR7nbWdzh49ecNJBopozGqtuYW5jB4FAvbqRHIt7ZAFeTIxFInxDhboH0SC%2bEu1nARk%2bFIFQUQQ4GiPG1lABEeJjJkkPs3w2gqOiKBCAnJ10%2bPtmP%2bYVRxcR0/8vhkW4GPYWOrvsYHu3Bsx8W6RI7%2bGIm0N1yF9WXPClpdzQkeKEl1R%2btnOTakjkn0PvXMqi7wVYMWpy2mbSu%2b19kx7BEaZAVbnOvCLiIe/6maM1PRA2Nlbh3cM/bCDVUR4WHPq6zLnQ0VmLxyUNMTAyhf7AbZYWZTANDlBVloO7eDVTezpM%2buH3rRj4uJ0WyS8Uoejrr%2bdzOVynQ0yIbHu17N4CFxSkJAE9Y/suvz4TUFcOjXS8nJocwPTOItvY6PjaEx8/maJK6MPdwDL0DrehououajHBUxXmyxztLxayG01tVuAPKRIBBIngLXPO5iBu0waW0xmWhtrjD/R5XlajebIkP6B4r3HRR5WuM2gBTVPmc4/zggOGeZjx5/ghzcxMYFwAGutDR/gCZoS64kRWN/v42jup1uFtxDcV5qaisKMHAYI9ienoYTQ13Xr073FQla264/W4AT5/PSwCe/7Ao//mXJ5iY7Ff09jW/fLgwxT/Yip7eZszOj2Hx8TRPohczc6N8rAWTMyMYm%2bhDZ1MlKguSUZubgHL28VIOPjc5BImPxd/jTHCfo3IdC18V0%2bEOK/891oEa1oEaeodWzvrVVEKVzwXUBZpSAedQlxqCmclBPGbwi49mMf9wCkPDvbTovXi4OIuy4hzpY/S385PRcL8S1ZU3uErQN9CJxvo7ipaGMjTVV0gAGmtvy9rbqv8IwEMJwLMXAsBzAuhT9PW1vlxYnEQXi9/IaLdUCx4ujmNyakACMDjUiSmqYvbhuFQTulgjfvrnz6i%2blonrPP2W7DA00yt0cIRupXFqTPJGLbvAvXBbVAVdRCXT4cGVODRzjK6jEupZHyqpgFa2skdP5vHsxWM8efoQD5n7U9OjEoCJyWHCmGQ69uNOaSGyoryQmxCI24WpaG2qRktzDSrLixRTU0MYHnn9xshgt4y/924Az188egXg%2baL8n//8G0bHexSjY70vZ%2beG0dPThKmZAXaDcUIYpxJGpXSYmHwFQqyHBNXWVoMnP3KQGmpHlqMBOjgtCtvbxNrQkOiN%2bzRAtZwea6OdUM0C2Faej6GWKtT5maKOaqgWN01rSvH8by/ww0/P8OLHp9Lpi%2bDFEikwPTOGmdlxHkg/xidH0d3bgbrqMjQ3VrFLtVINd9Db26748aenmJuflADw%2bTLG90cKWJAAPH46L/%2bf//kPjI33Kii7l%2bPsAqIQzhDE4pNpSQEPF5mPlOfs/Dj/yTh/Ngb%2bPpgyPJlePP/pMbI9xSzPfs/AGyj9B0k%2b0nV9PAsma0UtAXTfLUJLVgQf80b//TLMz0/hp3/8HT///Wf8%2bLcfmG5zmGXuMxD6kHEpeAFibHyQ/6uDKdgure6ednqVXjx4UI32tgYBSvH4yRxbd48EgEqQdff8wWeEnr5YlL3aH8n/6//8h1QEKT%2bOw%2b0kPsagp6kABj7Vxxc2w7zvx0O2xJlZcTojePHDY0kJnV0NmH80g%2briDNzwppxTGXScmwRDFMhqDkF13BuS/dFdfQODTfco94f426%2b/4O%2b//gM/MfCnz1j0Hk4z8Kn/BsBdyF%2bcfP8APUhnMwNvY3q2oq%2b/UyqMLc21QvYCEAHMY3Ts1WeERsYGZFPT4%2b8G8LdfXkgA/v7rj/L/%2bt%2b/inxXPH%2bxwDbYjsc8iUdPZkVhZNFjJ3g6z%2btBKT/FC5uZGWe%2bLuI5IYha0d75CkIdC2Ili14NT7yK0r%2bfyfmhPBfj3U0QxfXJD8/w8z9/xc%2b//B0//iQCf8z/%2b%2brUJ6dGKP85Kf/nCUMscfIiWLE6u1okCGIJNTQz9yl9qU5wKRb5/4eGXrVB7rKJ8T9og7/880cJwD/%2bx8/y//xfv/LFLCiePJt7KWywoCkAjIz18MWN4cmzBek0WC/4AqelFiWe8%2bLHJ1igUrq6H2BgqIty/gkzInf5omYp32c/PmOR/AU//8c/8ZQ5/sNPL/D8%2bTMCXpQq%2b8zsBKYp9aWTnpwalWQvlCB%2bNjjUI524CFjsLa0NeNBUi5aWWrR3NEoeQShgYLBLMc%2bO1d/XKgHo622RLcz%2btgj%2bXzpsDyFRMAivAAAAAElFTkSuQmCC' 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TAG connects thousands of teachers and millions of students around one purpose: climate action.

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ThreeFold Cloud is the first fully comprehensive peer-to-peer cloud integrated with industry standards.

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Artheon is redefining access to global art, history and culture by building the world’s largest VR museum.

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ThreeFold looks at updating the current $3.9 Billion IT with a new paradigm that serves people and our planet.","button":"Our Values","link":"https://threefold.io/aci/about","button2":"","link2":""},"comparisonSecs":[{"id":"private","svg":{"type":"image","mimeType":"image/png","src":"/threefold/assets/static/private.6ef341c.db10ee6d6076dd5eaa75184185b2e9e7.png","size":{"width":600,"height":470},"sizes":"(max-width: 600px) 100vw, 600px","srcset":["/threefold/assets/static/private.6ef341c.db10ee6d6076dd5eaa75184185b2e9e7.png 600w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 600 470' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-95609020b0d658eed25cf59afa0d5e67'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-95609020b0d658eed25cf59afa0d5e67)' width='600' height='470' 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A tamper-proof experience that allows security to coexist with efficiency.

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Scalable everywhere and to everyone.

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We must rethink our resource consumption if we want to save our planet.

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ThreeFold exists for humanity to thrive, while regenerating our planet. We provide the foundation for people and projects that help to build a better world – whether they have moonshot visions or down-to-earth ambitions. We aren’t the hero of our story. They are.

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tnnLlNFSaj4LJHyUvmoMNuBec9hwJ2q0XuUvaWUXSVkbf9br%2b2gbGVC9gjKiYpLe3w7U8E8OzFs/jaXN%2bS2OBzMZD8UI8zEW5FEcnNBf7Vya4XI73PxfheTvW%2bnOxdl%2bRdG%2b9ZE%2bd%2bLtzvTDgswTPUyyEqOaq8vFDCulVwrjbI1b6surl5mN2HE9xAcsuvDJy7WN82zOxCsNDU%2beIa%2bA6VgJ0q/nsUnIAuI2%2b3R8Flh0b8Fp2ju5R9ZBTBuw%2bY7d2vZmJmZWxq6gjxiExIuHv3owBe/xziS6/KcUsHeRwGe2aBoemOCcdchHQkn9gLOx/smOnqddzPr9Df/yTUM9/HLd877IhbeL6nfYaHV6JzcBIkNiOwsaKYdAMFBdtlpOc19JIv91FaULyaNkx6/vnYrLMXGkYGadJrA7SDBuE71SNkVKDfKdjvlTP9Tt5mp3rMVs2k3Uru3yk67ZDRMDJ3sbZztLSwcnUFh8JC19bWPgLgTUj8rYqUwRus8wMhhREBxaE%2bhb5N7SfuU8aX2%2bun%2bxuLz8Z6nfZzKfQPLIV5X4BBzgT55UL9T4UGnogJPxwQlhYYnQkLTnBur68bqm5zgjgmpqfhxwlzGLQQhx7u7G2%2b3tPZ0jfciyD39WuZxP3HHvB/KsC%2blvf5eo/xtztU9u7X2wMIj5z1nv0GW7bv1zEw09EzsrKwsLKyiYyIeK8/92sA73QcwSe4XUwIqs7yrcl0u5R2tKvo5eMHvO4GafdVfkNVY2VOdHUWqDQGciU1oCXLtyUL2pwFa8kOakgNup4ecgGwu6Cqigt3%2bqdQ/UPXb1xdpWCReVnC9suv74he31t8iB9c6q67PXD1/LELru4ZFtZhWqYxxmZBWnqe/6GStkUtQmafzk4ZFQ0NYztbd7kDcupqqooHZc%2beLfpnE/Q%2bABtvnhDeXfKsS/a8lOxVm%2bxTk%2bJSHj0Av/x69fGzJdFDPmONMXGPgkGOXIvKPWwWFOqQFmGXEmaTFmN1NMXqZIbb6RgoFHQ46XD3ZfjKwCyw3tP7D9YWFu/SaZLBtvv44buYnrvY3ic83AYf/Zo/9oSJvkeA/0RD/khFR8eUbN1vvWOvnrLcoZSkgvxL7JNn2%2bKP1MenFTOZvE8C8C5y/%2bLVy6SmU%2bCLMX6X0nwvpbmXJTjn%2bl%2b9UrSxcvOVdOmpZGZDMvN6kh7kk6GiE6Kh6aOg6KR4CKKo4n1AFbrXKFHOKnm7bvxBbdfEmMyK85c6OhAIBIGEpWPa%2bkcb2nDXW3m9/WL4yFRzk6j1qrTzsrSzdqGtfLmnZrHhTKarjaqsgqrsgSO5NUfLx7Jyq7Jzy3NPX3m0%2buyTnLlfmHB5tANQA7eiaOdTMJfjYfZ5YTrxLk2tFa8fPVqXzj%2blDdGv1xnYxJmA4o1s47RNQjT1PTUM/OR0wrdoZ/xdK/tLnWPfaCT%2bbZ/9t5t3btm8c9fW7XL79qur6%2brrm1taOLg6QQK8gqLCko4k5Z7LOZcTkaIru89USdbskLKlmpr83v2GmloldZiUvKsyCobfHbKIi4r7HRead87G9K0FUAnM9nSQ7ekA29PBNrlBeqlu4Gyfh0szr9dWbyIbc%2bIitc0iLJzSzB0PmzkeMbGOVjGJ22py6guzi18YF39pdAroO/TTDxwC7KPtTkXH3fv1dm7bsXXbd5t3KHy9R/vL3Tpffbvrm2%2b2bdm2a8u23Zu37/12%2b77N2/dtl7X/StZdT8%2b%2b%2biomNLVKG5KbVUnhTUl%2bK7/2oUt9dscF26Iwp6JI27PBNif97M/4GWd755dnEbsuw06Eavg5Kyia65lBdYx8NXRc1LQc1DRtZdXdN2vFb9FO3KwZv0MrbodG9H413x2qYZt0Cv6ie%2bK/tNL%2bS%2bfol0ZnvjXI/dYwb5tm1E4l5x0KYODoBezmXiWwzH4Dmf36m2VdtHWdK69gopIKzXxzizsW1p/%2bnjvxL1LEEE86FIW7no/1vJgAuRAHuRDrVZLoVBhlecLf4WKM29kINXVVOTlleTk5uf175Q98ryC3X0l230FZOQVZ%2bUNKaqpKaibGjmB7fydQsKnTYQ1Qjozxka90j/1FLf1vynFfaGZsV/baI2%2b1e5/2Tjnb3cBhLGcrI2shI2%2bzTdZRQ9O%2bsYsXnnjOBBwPZz34QHrzI4GtM53Vzqcivc8mehTFexQnuBXFuhfFeJyPgxTHeZckWFibaKvpaKprqqqoqquoqqioHlRQPiCnsl9WWV5eUUFBWUtT39zEyscVEh8QEu0HOKPQ3Jj0xLAskGO8gi4McH6%2b/t5q837rrQfstu/V2/m97ndylnsVXbYrQQ0M3Lvg0w5Rld4xBa8%2bmLr5CIDFe8vgohjHwnDn4lDn8%2bH252EuxZHuJXEexbF%2b51Ms3e011Ax0tHQBDJrqWkoq2nIK6kpKqgeU9OVUTNT1HTWNwEbmzgbGtkrqRuqaBoYGxuaW9o7OfukxqQXZBYmwVIhXppF5iIqa7UEF3e/3ym6RMfhWKfSvux10NcxyW6QykCoMGvNe6/lJwd13r3VREVY5AU5nYKZ5nkbpYNMMT1COn90RqMPhYAsvex0lVUN9MzUNHXV1DW1NLRMzkIoF9IAFTNkyTNcmUMvK38za09bO3cLS2c7Ozc7e29DCTdvIXsvYxdg%2bRM82KDI0NjYgGObjHwTxiQsIifIO8PM/5gNNKjh8xDq6IbEc98Y32PjD4fXchmKNMEubUCvrGDv9FGejDEfjdLBJhqdeOMjS3NDV3tXeMdjaDASydgDZe5iAvC1A3hpmXvoW7nqWEMBo6pq5GtpCTR2CLB38nZ19bGxcDfRM9XSNAM6Ymjno6Rqra%2bhoa2gYaGuCnVwLjma3VNV0VFdXny188ODBR1MEnwRg9flaXHkSJNrM8bCrwzEna4BuHwu7EAuzeJBJhJ2ri6mrG8jc3drdw8XK2k5H305b315L30bDwE7J1FfJ2EfJFKpqG6kCilWxjdS3D9Mwg2gag3UNbc2sPcwtXTWMXExsvL08Q3y9gt3A3n7e0ITQwPyUhNW36dc/muD4RZDuPLyXdCbePcDZP9QVEuIQHuObEOkfmxgaEOMTkxaRnJkYmBDglOFqkQmxDHeygLia27kbmTnrm4F1zdxUTL2UTH1UTb00TT00jV20TV21TN2NAd0wtNIxctA2AWvo2xkY2Zmauzi7QC1sPKCePoLpyTee5cuXf1qODBgfrj2%2b0FB5sqQk/0xBQIavq7%2bFQ6CdE8zOPtA2OC7oWN5RW3drQ5C%2buYu%2bEUgD5GHp5Q0Nj0jxg0ZDIKF%2bEKi9jYOmluEhDaODmtYHtByUNS10dYxUdSxVdGyUNEyV1I019W3klXRMzOx4vMkPK%2b6/kqV8dzI8XH1U3lGfW1SUdCQlJNjf2cfF3MHI2dUa5G7lBXHzdQE7WVtbGZmALCzdHEHeboAvlJSZnBkDi0uOST8Sn5Qa7GdnYW1gYKmrY6qnpW%2bgpXVAyeCgsra8khZA%2bmaZQ9bg4MVFySfu/e9OswJXBYAVz14%2bb%2bpqCowJTEpKzUw/lpIQHx7s4%2bUO9nF39/f2cXOy9/J0C/L1DfSFekEgQb5%2b3m6eQT7%2bESGRMRExCbFRsOAAP3dXWzsbsJ0ZyMRQR9NATlFru4zSll1yqZnHHj3%2b8V0ZwGfM1P%2bcOFtYuFRzKTUxvbCg4tjR7JTE5OzDJwrOlDo4WLm4WkcEQn293cA%2b9rZ2Fsb6hmaGhnaWViAra1trCw%2bIU0iAv7sHyAVsBXYBWZkb6mvrODq4wEdQ79b/vQVFv79W4r9vbUCbmxM1NfeWlF4%2bcbq8vKbz%2bJlyQz1tXQ1VSxMjSxNjU0MjP4hfoF%2bQrZUFyAbkZA92dnIA2Vr5B0CDQgMDgwOTUzNOFhSPj2PW19ffic3G566V%2bB9xevny1dtAHzCRLt9ubm4FxCk4MFJfW9MXGgyFwuxtHUHWNmBHF0szS1cn%2b/AAKAAJBLKPTz52vKAm92Tx9cYmAhb7LhkMLPL8%2bfN/Q8HTP9b5PHr4gMlgNjfdqKi6cuZsZXJyTgQsKjgwzMcrEAz2DguNjo%2bIzEg93HS9TShaWVt7%2bssan2htPmPJGSC1/yi4L1%2b8eLq%2bvrq6duv2Hal0RSxekkiWVpaXnzxZ/9Xx8umm5v9F0R9AEGA9AEn4gBYCFAPPANL3B3f9s1Yt/lrAfmmf6SubPhfpb%2b3VO7o3Xn/Gtun1//L2JwN4FxBoJ7JDy1ukPzxsxjHEd%2b4v3n2wuv5s5f6j5fuPNv5XADjcNAguqEdzZ2FVrTk3huPrOoNKm1Kv9sIqWyV3P%2b7i//sBcBdX0hv6gUkDhnZxEJvfNnKyA1nYjQZQLd69/9EKmn%2b/DgCWdO3pm0Dai5evnr14%2bfTtcdtB5NQiiX967fT/BXNN7C5sqbBcAAAAAElFTkSuQmCC' 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Today, education remains inaccessible for millions of children around the world. This is not fair. By partnering with Take Action Global, we will bring local Internet capacity to developing regions, and build educational platforms that empower the forgotten leaders of tomorrow.

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Current supply chain models can be complicated and easily mismanaged, and they often exploit farmers and producers. Through our collaboration with Solidaridad,\nThreeFold’s autonomous and secure technology will bring verifiability to data and create transparent supply chains.

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TAG connects thousands of teachers and millions of students around one purpose: climate action.

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ThreeFold Cloud is the first fully comprehensive peer-to-peer cloud integrated with industry standards.

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Artheon is redefining access to global art, history and culture by building the world’s largest VR museum.

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We are not a company, but more like humans helping other humans. Our mission is bold and motivates every step we take.

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Welcome to a better internet. Data is not decentralized and distributed to the world's\n
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Work with technology that can change the world. 3Nodes run Zero OS, a stateless and lightweight operating system that is setting new standards of security and efficiency to store humanity's data and run its workloads.

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Bring capacity to new locations. No larger than a shoebox, the 3Node fits inside any home or office.

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YMGQWCIWq0cyMzMPxTyKi83zAQYAWAxRP4BWnQBQt8UZAJoYh0dZNgv6k8JkAgQEnTMLyPbJBIgJpByBQQBQgUP0pyhAQNBI7GAzI6EtMoz/h3RebCYAbAIEALXEpOPT2QEyAMwGmScYOQGtOqfKzAASAoCAIOWJAQQGKUkOkAAgxdkU6HP2NVJ5oj2x8FCCbp4TnJ6O9QQ3NzfFxgjnAaQ82R%2bvPivPYJDS5APYF/BGCrOARpUFpDyxgAAgEyAmkCOkz/nadB9Snu5N2SjtEsvizDwAuC2%2bs7MjNkZoEoQ%2bKa8%2buUET5JGUJ2GHSEyotdUKcyDFaaTVJx/AkYEAYBDIFGj16X0GlO5Lu9Acdqkkx88OZfgVANjNAGBWArC9vW3BOGwAQBOjSMDOkEa2f/YBNDkCghQWfQM5sh8gU6CRVtkl8wI6JxBo5Edi6F5o76ryJwNgNwEATIAEALf29y2YhBiZICnPJkATo5Enx9EgRv9Y85TNgf0AMYGEGMB5AfsDMg0GlK5LK0/34jxDBYDAPgbAbt7u8O1bt2h3WOQB5IEJAFV5dlCsPE1MttCNapGdIjGBhJ0hAUBMaJF5Al9TVZ4ZxXXHUwBIH2CKCWARFGMAAoAO0QiDnAlyMsRRgFnAfkC20QUQ3EonYYdIDGCHSOccWUiI9rzyCvUNBlAiZDoAy8vLAoA7d%2b5YZqanhQmwEzwpCjD12RcYfQJFOCqQ4lwrEBuep7xCe0MoEULQ4wAwwQSwBog9IHHvrgVLUCMTpMmpVFXtXp0wg8Bi7CfILhIxgZwiXYuFladrnrT60sQMAIrNZMD169cFAPcQACxBhQmQD2D6EyBKempUherKqVGBGcBRgQBgEFl58i%2bG8hIAFcSnATA5D1hZWREA3L9/3zI/P2/4ANVLqwCwP%2bBOEY9qWCTliQW08iKTIwDwutnZ2UJ5ritKn6O8lJgPUBMhM1Lh1dVVAcCDBw8sGBKfygPYZjn1ZeXVaMDRQbTNZGTAqs0okUmBosLYyiOwTxVWz3F%2bx05Q5gHFZjZEjgG4b8GQeCA7QXqhtFdWlrM1dfJ8TkLKc1TgaED0J2WysrKE8ur3VeA49MW9J8IgfcYdoVozHpFhAMgEMCSKWkAWIjElS47NQBRGsmhhMEiY%2bgYDpBnUIAvo/xL12ZzUnEJd8XgAuBaQKbgAAFl1%2bgCsr60JAB4%2bfGjBkCgSIQKAS19hBpINajWoRgcOf5wbqEWSjCoCvPPnz0NaWprRaVLzihPAkACUGAAgs04fgDUDgAcGANwW51pA7Q7FKsLi49BYVm4oT0zghin3Cuj7nFaT8iSU/Ulne5z5KYxQAYj1KK3mAbC5uSEAeOWVly0YEsXeIDGAJkcTZxCY7twoYeqz7autskqZC9TV1QqQ6BqkFF2TlFdb7ifY/rMAWGMAIKPMA%2bCll16yYEgUThA9tsgDVOWLZCjj12pWqPYK2QTk02bATFKVfJ7yBggSAGqIyEo0xgAzANja2pIMeMWytrp6QApSIkSrxXbPGRynxrxStPo8adUHGJsnMR%2bAYIrERxemVSKYpMez4ARWPAOAKQzY2dkWALz66iPL%2bvr6gazNjVRYVZ79AK88T5zTX1achZ0gmRR9z%2bV0UlGkn6T4Ccx4QQBsxwB49IgAWBMMoN8IsAmQ0qopqCvPDRJ11flzftCaVpvYRI/e0eP39P8wpTUyTXXl41ig8w8nGAAE%2bfQB2NvbEwC8/vprFvQHIhUmADhrU30B273cPTK8Piuv%2bgVOiAgA6vPR06fBYFCEV6wO6fp6zDeUPQ8EwwmayoC9vV0BwGdf%2b6xlY2PjQBYsRleYgODKjZTj%2bK9mfqov4PcYGO4u4eR1t8ctAMDSWI/PK04CIN4ETGHA7m4MgCePH1s2JQBcDrPyTH2eNFeBXLiwEqw8l8z0mhMrGmm/z%2b/367wFTzTn/6tmllIEANKHmAfAjRsxE3jj9dfRBDYPZGta0JbNgJUnUcthjtlqm4zDIj9hxvsMse%2bX6xWxMtd4ECt%2b5V84AAYDnjwWAHAU4P48JzLct1P7A2ppzKKWxTEGYB6A/7ccFa66Wi4zxjJdzf/VKKAkXM8AUFlpIgPICW4hALJdpXPM54yQJ8ue%2b6RcnhMk7hJRGBQtMGsBOFq9YK2s1zGZ0cviyujnXFsvsBYcSkds3u4wR4HX0AlubW0aYVBGA7FTE58Cq1Udr2R844QZUFSMESM3E6pDc6B17eJ5FjhdrVhlljxTBapmIAAoeAEA7O7sCAAeoxOkKMAtMVZezQSNneKiYmO11RqBQhorzwyg8rkw%2bzI0jG6ANvwylBUWgD8QeKrRchIAsQwyBgA/H1Bhxva4ygDKA2T9TjuzRhLEeYC6Scq5gMoMrgfUZKgQwSqxZEPr9A5o4QdQiT6BAODMMr6r9MIBuBGXCJGyWVlZwgdwJIj7ZbeRIHGuwOagFkaGD0BFBAPGNnUt%2bki/WmTVAx2dguJqY/XjGHBsAhVmRoEnwgQIANUEmP7SGxv9AX6fqcyxnxUxaoES9A95WXptP/qAzg0oyc%2bDFqcTQ%2bHT%2bwEfxwBTfcCO9AFUCxAAdMMrV67ovFPLXVw2Ba4S1WcH1CjAr0k5G%2bYBtNL0vXafTw90Bo9cLhc/hUqj/v8AgG3pBLEYWls7IAWFCeQXGPSnUf6g%2bakKkX0B%2bwXVsXEU4CfOKPZLhVUA6P1P9AGmAoDJj9EPoIYI0ZzCICvLyvMmJhdH6rNDHCk4oeHnCckM5Pd0dTvt6tUKXU2cngmHLxIAjP2yH/CKaImRIuwExc/mMRrQKExAJkXqHp/qI0SRJPsEDASlwbJ9ppNpXbx4UTLiWfr/UhlAJkBNUXaCpDi1s3lD49gECgwA2C8wGGp6zMpxRsld4UuXLolrchj9JADkLrV5APDu8P7%2bvrE1RivFyjP92QS4LmCHyK/ZD6gPVhLFVUfJ14l/2Op5mSBe23wAjN3hu3csMzMzBzTBzMxMXVVeZYHKBgYgfhuNgSB7Z2ep7iqrO8rxOcDHAWBKIjQ3N2f8dnhycvKAFCMGkNK0pUVyDES24RNIee4XqJlikfyjKFwlMkBqr/AkAFT6s%2bM0nwFJx78cXVpayqeHpEhZYgCCQEAYDGAwyDQYEGYDA8BRwqjpZTXJfYR4MSrJjwFA5iLHDDjtP%2b7FvxeYnZ3NpwclSTF0VPrly5eFsqQ0AiKElSdAVCao/oDDIwMhH3qMewDi5D1BFQDKH/CazwJw6j%2bYGI8BMDE9XkC/GySFL1y4IBhASpPXJqH3SWECgYXTZTVPKFRSZVKEGfJJG6Kq/cd6CFYVgG8aAKScpvaJmhaWvxcIR4etod7eD0lpitWsPJ4bq6%2baQY6MEiwcEnnF2SkyS%2bJ3gp7XCuOQSfkD/Skd2ZsUAJSXlp8yA9I1rX9gUAAQGhqwBjs7PyQFCQBSnOM2AUAmQSMxg0FgUDgicMKkhkv6DgPAisY3QY0/0nSsvGik4vUOpXkJAMqKy04ZgPOoeG%2b/AKCzr7vQ5/N9SAqeO3dORyFTMFhAQiCwc2QgVBYw3RkMNhl%2bJih%2bpVWl4zNLBkA62t%2biOZZaS04ZgHOa1tMTiv0doZ7Owvb29v%2b4jBEgLS3tEFdfJwCk6BcvXTpCAIQgE47we0cIgBBU8ggBOMIJi5GE3sfJG5/RH2IjQcWOEJAjC4oY8Tssyl%2bRIvCOEOT/kn5GOMESa/HpA2Cz1QkA6pobigrlg0y8uleyroj83aC8MWYbfoBNISc756nXwklKZpQpGyYiBKoPRPCzAcqTIShHnCpTKMX7v09ztOYVnDIA6FELSovFabm96pyWlLiUkJK0n5SR9kZqaurPUlJSICM9HZLTUv4h5Vz6D9MvnPvbtPMZH/yv5MK5D1LPpX9wIfPyB/nFhTEpsn5gISksMCTvePxRVnbWfxL4BHC%2bteDPcFFuVdlq9q/kZrtpjgXZBaecBcjLZRIVimOvMnZD6clXc6szr2T%2bBKl/lHUl6yj1YsYfaZcyvphwIf1dlHf%2b13Ix4x3tfNo7WlrSCZL8jpYuJSP5q1pG0tspaan/hMAfktkln0t7rDVnXNAaNfH3w5LTY6MWPGUM3oM/FeEgNUtLTCq7kq6V52alXs0tzSjM9qfkXh5Lybm0lJR9cSkx%2b8JiYtb55cQrn06Ssi4sJ2df/HjJQcm9tID3Wk7NvTybUZA1eK4sz55eY81PsxVdTC65kBK/aOYc5alJWmNRumYryEysybckV%2bSVJZfk2JKLspqSCzKdpor1SktycbY9pTy3KrnKUpRoK8jR6govaE15KRitEoTDMuVgRJOuxF5VZyRpTdZUzWY9r1UiEBWW7ISK3NyE8jyU3DzT5GpebmJFbk5CRX6WVl1wSau3ZmiNuSlanpb41GSTTUGB73ExdpfL%2bIbtQpJmz07W6vNTcDKpWk1pmlZdYp7YilM1e36qVmdJ0eyZyVpZaqImS5/zADJqmcp/Ce3eoKbAnJBwESUPJQsl22Sh%2bySrVn75%2bDQtRXsBRwKFhLjjTcoTJShpJgkpdwnlayjffnZaaYnaizsYf5pXNlVJmC8/Qv/w53ZN%2b26Vpv1B9enK91D%2b0KZp75dr2haaoD0jZok8jwzt7Dg7zo6z4%2bw4O86Os%2bNTHf8DmjOCVTDpa7UAAAAASUVORK5CYII=' /%3e%3c/svg%3e"},"content":"\n"},{"id":"earn_passive_income","title":"Make Data Safe","svg":null,"content":"

Give people unbreakable storage for their data, while they keep full ownership and access rights.

\n"},{"id":"connect_the_world","title":"Connect the world","svg":null,"content":"

Enable a more accessible, affordable, and sustainable Internet by creating shorter bridges between people and capacity.

\n"},{"id":"empty","title":"","svg":null,"content":"\n"},{"id":"features2_sustainability","title":"Earn Income","svg":null,"content":"

Simply plug in your 3Node to electricity and network, and start earning ThreeFold Tokens.

\n"}],"comparisonMain":{"id":"comparison","title":"GIVE THE WORLD A BETTER INTERNET","description":"The current Internet is centralized to tech giants that build power-hungry data centers and exploit user data. ThreeFold looks at updating the current $3.9 Billion IT with a new paradigm that serves people and our planet.","button":"Our Values","link":"https://threefold.io/aci/about"},"comparisonSecs":[{"id":"private","svg":{"type":"image","mimeType":"image/png","src":"/threefold/assets/static/private.6ef341c.db10ee6d6076dd5eaa75184185b2e9e7.png","size":{"width":600,"height":470},"sizes":"(max-width: 600px) 100vw, 600px","srcset":["/threefold/assets/static/private.6ef341c.db10ee6d6076dd5eaa75184185b2e9e7.png 600w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 600 470' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-95609020b0d658eed25cf59afa0d5e67'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-95609020b0d658eed25cf59afa0d5e67)' width='600' height='470' 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A tamper-proof experience that allows security to coexist with efficiency.

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Scalable everywhere and to everyone.

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We must rethink our resource consumption if we want to save our planet.

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An autonomous open-source operating system that supports the peer-to-peer cloud and the deployment of infinitely scalable digital workloads with unparalleled levels of security and privacy.

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We did what nobody else has done. We rebuilt the architecture from the ground up – a unique stateless operating system and an automation layer to remove all intermediaries and enable anyone to connect hardware, anywhere around the world. A real, long-lasting solution, not just a bandaid approach.

\n
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IN THE NEWS

\n","partners":[{"path":"https://www.forbes.com/sites/johnkoetsier/2020/06/20/largest-distributed-peer-to-peer-grid-on-the-planet-laying-foundation-for-a-decentralized-internet/?fbclid=IwAR1WKCpqLcWPRWg5bPD6RCQE5JJjRPt6ey5vbEnu3db2FvJnp6-YKeVZNW8#79aa340e6798'","logo":{"type":"image","mimeType":"image/png","src":"/threefold/assets/static/forbes.6087cc8.c4060d6674958801f5229a2f05f07289.png","size":{"width":333,"height":129},"sizes":"(max-width: 333px) 100vw, 333px","srcset":["/threefold/assets/static/forbes.6087cc8.c4060d6674958801f5229a2f05f07289.png 333w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 333 129' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-55b98c9acc51b1f7bae27066ffb3b1b1'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-55b98c9acc51b1f7bae27066ffb3b1b1)' width='333' height='129' 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ThreeFold started from the ground up to build secure and sustainable peer-to-peer Internet\ninfrastructure and technologies that can scale anywhere and empower you, your business\nand your community with data sovereignty.

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ThreeFold exists for humanity to thrive, while regenerating our planet. We provide the foundation for people and projects that help to build a better world – whether they have moonshot visions or down-to-earth ambitions. We aren’t the hero of our story. They are.

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tnnLlNFSaj4LJHyUvmoMNuBec9hwJ2q0XuUvaWUXSVkbf9br%2b2gbGVC9gjKiYpLe3w7U8E8OzFs/jaXN%2bS2OBzMZD8UI8zEW5FEcnNBf7Vya4XI73PxfheTvW%2bnOxdl%2bRdG%2b9ZE%2bd%2bLtzvTDgswTPUyyEqOaq8vFDCulVwrjbI1b6surl5mN2HE9xAcsuvDJy7WN82zOxCsNDU%2beIa%2bA6VgJ0q/nsUnIAuI2%2b3R8Flh0b8Fp2ju5R9ZBTBuw%2bY7d2vZmJmZWxq6gjxiExIuHv3owBe/xziS6/KcUsHeRwGe2aBoemOCcdchHQkn9gLOx/smOnqddzPr9Df/yTUM9/HLd877IhbeL6nfYaHV6JzcBIkNiOwsaKYdAMFBdtlpOc19JIv91FaULyaNkx6/vnYrLMXGkYGadJrA7SDBuE71SNkVKDfKdjvlTP9Tt5mp3rMVs2k3Uru3yk67ZDRMDJ3sbZztLSwcnUFh8JC19bWPgLgTUj8rYqUwRus8wMhhREBxaE%2bhb5N7SfuU8aX2%2bun%2bxuLz8Z6nfZzKfQPLIV5X4BBzgT55UL9T4UGnogJPxwQlhYYnQkLTnBur68bqm5zgjgmpqfhxwlzGLQQhx7u7G2%2b3tPZ0jfciyD39WuZxP3HHvB/KsC%2blvf5eo/xtztU9u7X2wMIj5z1nv0GW7bv1zEw09EzsrKwsLKyiYyIeK8/92sA73QcwSe4XUwIqs7yrcl0u5R2tKvo5eMHvO4GafdVfkNVY2VOdHUWqDQGciU1oCXLtyUL2pwFa8kOakgNup4ecgGwu6Cqigt3%2bqdQ/UPXb1xdpWCReVnC9suv74he31t8iB9c6q67PXD1/LELru4ZFtZhWqYxxmZBWnqe/6GStkUtQmafzk4ZFQ0NYztbd7kDcupqqooHZc%2beLfpnE/Q%2bABtvnhDeXfKsS/a8lOxVm%2bxTk%2bJSHj0Av/x69fGzJdFDPmONMXGPgkGOXIvKPWwWFOqQFmGXEmaTFmN1NMXqZIbb6RgoFHQ46XD3ZfjKwCyw3tP7D9YWFu/SaZLBtvv44buYnrvY3ic83AYf/Zo/9oSJvkeA/0RD/khFR8eUbN1vvWOvnrLcoZSkgvxL7JNn2%2bKP1MenFTOZvE8C8C5y/%2bLVy6SmU%2bCLMX6X0nwvpbmXJTjn%2bl%2b9UrSxcvOVdOmpZGZDMvN6kh7kk6GiE6Kh6aOg6KR4CKKo4n1AFbrXKFHOKnm7bvxBbdfEmMyK85c6OhAIBIGEpWPa%2bkcb2nDXW3m9/WL4yFRzk6j1qrTzsrSzdqGtfLmnZrHhTKarjaqsgqrsgSO5NUfLx7Jyq7Jzy3NPX3m0%2buyTnLlfmHB5tANQA7eiaOdTMJfjYfZ5YTrxLk2tFa8fPVqXzj%2blDdGv1xnYxJmA4o1s47RNQjT1PTUM/OR0wrdoZ/xdK/tLnWPfaCT%2bbZ/9t5t3btm8c9fW7XL79qur6%2brrm1taOLg6QQK8gqLCko4k5Z7LOZcTkaIru89USdbskLKlmpr83v2GmloldZiUvKsyCobfHbKIi4r7HRead87G9K0FUAnM9nSQ7ekA29PBNrlBeqlu4Gyfh0szr9dWbyIbc%2bIitc0iLJzSzB0PmzkeMbGOVjGJ22py6guzi18YF39pdAroO/TTDxwC7KPtTkXH3fv1dm7bsXXbd5t3KHy9R/vL3Tpffbvrm2%2b2bdm2a8u23Zu37/12%2b77N2/dtl7X/StZdT8%2b%2b%2biomNLVKG5KbVUnhTUl%2bK7/2oUt9dscF26Iwp6JI27PBNif97M/4GWd755dnEbsuw06Eavg5Kyia65lBdYx8NXRc1LQc1DRtZdXdN2vFb9FO3KwZv0MrbodG9H413x2qYZt0Cv6ie%2bK/tNL%2bS%2bfol0ZnvjXI/dYwb5tm1E4l5x0KYODoBezmXiWwzH4Dmf36m2VdtHWdK69gopIKzXxzizsW1p/%2bnjvxL1LEEE86FIW7no/1vJgAuRAHuRDrVZLoVBhlecLf4WKM29kINXVVOTlleTk5uf175Q98ryC3X0l230FZOQVZ%2bUNKaqpKaibGjmB7fydQsKnTYQ1Qjozxka90j/1FLf1vynFfaGZsV/baI2%2b1e5/2Tjnb3cBhLGcrI2shI2%2bzTdZRQ9O%2bsYsXnnjOBBwPZz34QHrzI4GtM53Vzqcivc8mehTFexQnuBXFuhfFeJyPgxTHeZckWFibaKvpaKprqqqoqquoqqioHlRQPiCnsl9WWV5eUUFBWUtT39zEyscVEh8QEu0HOKPQ3Jj0xLAskGO8gi4McH6%2b/t5q837rrQfstu/V2/m97ndylnsVXbYrQQ0M3Lvg0w5Rld4xBa8%2bmLr5CIDFe8vgohjHwnDn4lDn8%2bH252EuxZHuJXEexbF%2b51Ms3e011Ax0tHQBDJrqWkoq2nIK6kpKqgeU9OVUTNT1HTWNwEbmzgbGtkrqRuqaBoYGxuaW9o7OfukxqQXZBYmwVIhXppF5iIqa7UEF3e/3ym6RMfhWKfSvux10NcxyW6QykCoMGvNe6/lJwd13r3VREVY5AU5nYKZ5nkbpYNMMT1COn90RqMPhYAsvex0lVUN9MzUNHXV1DW1NLRMzkIoF9IAFTNkyTNcmUMvK38za09bO3cLS2c7Ozc7e29DCTdvIXsvYxdg%2bRM82KDI0NjYgGObjHwTxiQsIifIO8PM/5gNNKjh8xDq6IbEc98Y32PjD4fXchmKNMEubUCvrGDv9FGejDEfjdLBJhqdeOMjS3NDV3tXeMdjaDASydgDZe5iAvC1A3hpmXvoW7nqWEMBo6pq5GtpCTR2CLB38nZ19bGxcDfRM9XSNAM6Ymjno6Rqra%2bhoa2gYaGuCnVwLjma3VNV0VFdXny188ODBR1MEnwRg9flaXHkSJNrM8bCrwzEna4BuHwu7EAuzeJBJhJ2ri6mrG8jc3drdw8XK2k5H305b315L30bDwE7J1FfJ2EfJFKpqG6kCilWxjdS3D9Mwg2gag3UNbc2sPcwtXTWMXExsvL08Q3y9gt3A3n7e0ITQwPyUhNW36dc/muD4RZDuPLyXdCbePcDZP9QVEuIQHuObEOkfmxgaEOMTkxaRnJkYmBDglOFqkQmxDHeygLia27kbmTnrm4F1zdxUTL2UTH1UTb00TT00jV20TV21TN2NAd0wtNIxctA2AWvo2xkY2Zmauzi7QC1sPKCePoLpyTee5cuXf1qODBgfrj2%2b0FB5sqQk/0xBQIavq7%2bFQ6CdE8zOPtA2OC7oWN5RW3drQ5C%2buYu%2bEUgD5GHp5Q0Nj0jxg0ZDIKF%2bEKi9jYOmluEhDaODmtYHtByUNS10dYxUdSxVdGyUNEyV1I019W3klXRMzOx4vMkPK%2b6/kqV8dzI8XH1U3lGfW1SUdCQlJNjf2cfF3MHI2dUa5G7lBXHzdQE7WVtbGZmALCzdHEHeboAvlJSZnBkDi0uOST8Sn5Qa7GdnYW1gYKmrY6qnpW%2bgpXVAyeCgsra8khZA%2bmaZQ9bg4MVFySfu/e9OswJXBYAVz14%2bb%2bpqCowJTEpKzUw/lpIQHx7s4%2bUO9nF39/f2cXOy9/J0C/L1DfSFekEgQb5%2b3m6eQT7%2bESGRMRExCbFRsOAAP3dXWzsbsJ0ZyMRQR9NATlFru4zSll1yqZnHHj3%2b8V0ZwGfM1P%2bcOFtYuFRzKTUxvbCg4tjR7JTE5OzDJwrOlDo4WLm4WkcEQn293cA%2b9rZ2Fsb6hmaGhnaWViAra1trCw%2bIU0iAv7sHyAVsBXYBWZkb6mvrODq4wEdQ79b/vQVFv79W4r9vbUCbmxM1NfeWlF4%2bcbq8vKbz%2bJlyQz1tXQ1VSxMjSxNjU0MjP4hfoF%2bQrZUFyAbkZA92dnIA2Vr5B0CDQgMDgwOTUzNOFhSPj2PW19ffic3G566V%2bB9xevny1dtAHzCRLt9ubm4FxCk4MFJfW9MXGgyFwuxtHUHWNmBHF0szS1cn%2b/AAKAAJBLKPTz52vKAm92Tx9cYmAhb7LhkMLPL8%2bfN/Q8HTP9b5PHr4gMlgNjfdqKi6cuZsZXJyTgQsKjgwzMcrEAz2DguNjo%2bIzEg93HS9TShaWVt7%2bssan2htPmPJGSC1/yi4L1%2b8eLq%2bvrq6duv2Hal0RSxekkiWVpaXnzxZ/9Xx8umm5v9F0R9AEGA9AEn4gBYCFAPPANL3B3f9s1Yt/lrAfmmf6SubPhfpb%2b3VO7o3Xn/Gtun1//L2JwN4FxBoJ7JDy1ukPzxsxjHEd%2b4v3n2wuv5s5f6j5fuPNv5XADjcNAguqEdzZ2FVrTk3huPrOoNKm1Kv9sIqWyV3P%2b7i//sBcBdX0hv6gUkDhnZxEJvfNnKyA1nYjQZQLd69/9EKmn%2b/DgCWdO3pm0Dai5evnr14%2bfTtcdtB5NQiiX967fT/BXNN7C5sqbBcAAAAAElFTkSuQmCC' 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Today, education remains inaccessible for millions of children around the world. This is not fair. By partnering with Take Action Global, we will bring local Internet capacity to developing regions, and build educational platforms that empower the forgotten leaders of tomorrow.

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EJJoZHBo/3Hu8bo5dXJoZFIavrMnYVeRNJ7rEElKevOT4BRcxzu/fg%2bmcBWFl5W1ITEBChY2WjbeekjU9G5lU527pph8QahCbAwtIRu4qtp1mFeVh8kEVCsjFqtjtz%2bV7f6/tD64/HFq6dcrLWszGDutjCE8Kdn17rWpvnvnlIfjtDeXW788X11pU7R8vKPQlE3DBtlC2Y5AinNldlhBP9oyMH2/bva87OyreLT7L2xxkEhBjn5wdk7PJKJ0anE0NzcgJnZ%2b988Mk/sNHa%2boSgcJ2oDNOqA05NR7yP9QXUtDhW7XeuaHJF%2b2k31uBmBNnVQeHR1umh%2bo63jiVt/CR8dad/Y556jdkIVpGSkfhOSWqnhb7KzA9H1ueYbx8x3j2iAhiWrja/u93GGMkMiIVllbgfPFI2ygAKIr5o8uIYs7e1M728ybOwziW3BFNU7Z9d7FFZX3Sss729fT%2bB4JaRgVv6%2bfkf2OiHgayju8rdTwUTBMkotibVoPC79AsabZIKrLIr0NFEs0ly6ZOz%2bTk%2biBhkBsEu5PF4/dtHoxuLNGFvaXmYtbaGoo%2b5brILwspY4/nNrvVZOqCf1Tnuu0eUZ%2bfrl67U3RRX4OL0UvNNCqqciSWebSd2D1K78ne7Z1WaxxHNsqtsSupxEamuYYnuaTkxff0nTvW35eYHHD5W9c/r8L8LYPL8mFuAMsJaFYaQt3LWcPDUdMFpuvmDTVBKocEGS9OH3j44cTDLDweLjLJAnq60fXah8A6nlIQ1PVgaFoKGByN1lWV2xmPM7zJq38wAmUBbeTj2QFD6mEt8eW33q1uHSirQZfud9h7FljSg6toCSpv8XAO0wxMRebt90wqQjQew8dkoYoXP7ubwglrbmoMp7Sfqp86Of0EtdPvuDSNzRSNzeVtHDQukKtRA3tpOTd9QTldH6kQTbv3xqfezp4U9FSmutq1pxp05%2bhdGwnfH2FcFoctjXLBwdQcD9cJgdIkfknUg7e3D7ld3e17e7TrXEzonIp0dyBpsSKmrDkgttgpPhSflWNcc9MkoRmJwBthAg6Rci7gsi4gEWHKOaVI%2bIjhRt7Qxes/ealIO7vwF3m8z%2bFM58AtHPv72yqr/bYlU1YfLuvtr%2b4RAzG1U7GxVb9B2rT7o33g2vPBDy11uOXs/hlNv1lmEtodqWoAU7cHyuzwRBCeYo75qiJXONGv38o0Dz85Vv7575ExPfEeRf2OK14EU//qKEEKOEdJeA4FS9Q6F7aqwz6t0CU9B%2bATpBUbDnH3BXiHQ0ATzkDiHhn01hBR0VJL13MLDz2Jga117U0V799d%2bJ/lfYKgcyhFk7ayBsFHWMZIztlJM89QKstFrzgmaZtRtzPfwm/3qw2Gh1lBDNVmIkgREQcJcQwEsJ2kJVs72NZ4eDH1x89DLKzVj%2b8LrCB41ce4NiR61sa57iqL9Y/UR9kpGSAVbd3X/cFhepb2Ns4abL8Q/1BDtoWWG1HD0gDh7QjIyrD1DNIrrwr9gQrNN04%2b3pq0dNfXg8ghzdWMLFbC%2bjD5cXhcua2Ci6KCjWhfq0pbk1VvqUxhuYagqZ6Quraso4WCsHoU1iXHRzvbWakyAM/d7ny7Fnu/KGW2Kyw9D1yZgmzJx3RX4ztL44UMlJXl%2bIeFmyYlOwVFmIfFGERnGPtEwwi7zwAi4myfUDKXmFgzyj9ZPS7Lw8YayeGMf8vMLJvUD9JKEIriuoayNnaoBXNbORt3GVdXAUCHV3ao1wasuyskLAYYoyeqryWjISnlba/ZV2y1d2/f0bOkdSsqiMGVflnu%2bt/m%2bVK90X2QGzoYUYksKth1qzGjNDe2qjO%2bpSeyqTu2txg80JbeUBTZUYfe1%2bmRVWfuGGri564C15cwtNfJrnbNKHavqYpdfvviytdHt0WBm7jI2TNPMUUXfXN7IUt7YVNHcVgVpoW4P03E00IKrK4CVZCDKMiBFuQgHjY50/c4sKPug38Jk8U/XO%2bbGq2pj4RF24DB7cLCdTrCtbmaAJcETUYV3ScCYlMY4F0c6lhG8ioDXKMfCCOdcf2S2v2UMwEmxBbHSKizOOJaAyC5HFR1wOnOZvNn962tfNifeFlJWbrwG5FsrFy1SkXMSEVVS606IR4HlJfTU5CAqsroKUjrADMZaLTcGmhRpmpft3rgLdXEoefFc6bX%2bsIPp1tEOOoHWoBhHSLi9bgRaLwQFinOBRaL1iJvhWsS7G4XYQQkexn5IEMZMy88CTApGeofrEXKtU4pQYQSEqx%2bodG/gm7cvP3aXL1uZW3g2C7dUR6FVDp8KaR8Ka%2bmNJCTb6cpLQpUktKQkdJVlEXCddD8HdzcXRFSoXc4uTGVJ0%2bH6sVZSeQTcy1Qeg1Dzs9T0R2o6wpRdYKrOeiracjts9VXgGrIwdWlzsIItVNFES9ZSWwFjqentoaulKoX21nV20YWBVVBIbU3wd2OUgX%2bl/j9eG90mgScYONiK7%2brLSSVZ7G7DESsxpjBltKVuWIhRAtEehDLxQJkHervbemESwyI8Av2cfN1tfb219fRU5KTlZCVgmjLmYDm4hjRUWUpXSVJPRUZBYoeWgqT0jv%2bBKkiY6cjZwJVR5mpRKYicSpuYRNP4NERJCTo2wlhTbWdaBuGT3v8Fi7vbN9OYbZkkVEGdB7ECXVTuW1DnX9US0tYVmlOLldRSVvJA62elkrLSalNSo5Li44mEBIydJRxiDQNB1BV37PxWcuf/yEl%2bpyorAUQPVZE21pA1UpUxhspH4w321/nUlLnZ2mv5RMKL9jiQyixL9tqVt6BJxeY5Of5Pnjz7sw/5/q/AXn7ZeTortdQyrdijem9oUi4yf7fn7mY/z3BTiJEBxtVG294KFeJXhA%2bvzM3yCsdBvT3AZnAtGEQLoiUnL7Nz57ff7/xW4vtvFSV36CnL6ClL66vIEstQ1QdsDjdhmquwaDttL1%2bD6ibHlFw4qcwmo9Qovxa9%2bPz%2bb2vPr3rEtIXh9crSvs7E2DTLioaA1DL3pHjLokrH8BAXHVsbtJ2ljTvaBusa52a3K8zXC2GoaqQnjTCWhup8rwlYrIqkkuyOHd%2bqqEoaGMsZweQNdOSsbZQK6q3auwOa9ri37cHGxJgS82wzyswi0vSCEsApxab3Hl3cGlJX/5oH3dsYll4%2bLyyM9g8yLC31x8eZ4ZNskiOjIT5e3m52lfgQrIMlCKZj6WDlSMoCh4fIQECSinLfK8hKS%2b9UVZWXVZKTlJUMidFLSDc0NJbDBOlklpm2tPv2n0w4dMB//3FMQo6pf4yBradcbJbl7QdX/lD6X/GYdW3rqfn7I82lpEzX7HK7GLx7chTe1Qtj5IvFeaAN0DYq/j66OURIcR40JUEGBpEy1JfQBenoaJvqgTSg2lIKivhoRG6hOcJEyclZOyYZfqQl5GhDYHGhfeUeF2cvkFuQWvsp0sLTmd%2b3na9/0A0MJatbnJ47RwvHm2Cx8Cg3twgfF93oCBUYRA5pphGCA4UGQNMSYTlEVWMDKAxqZqiPMjOyMjPU1gcrgDXVQUrhEUb4CJO4eFhlnXNrW3Bzg09RiSs%2b1RgK/35PY/76xjugmz5HOV%2b91WB9m9mZ2TuN9buwtiiYHhiqpWZmb4vNzo6oqHRzQSP1QE7OtmkxYZ6BfgY2SBk9XShU20hLaYfUTgktTf9ARMvR0OOd0ZW1qIYWz5o6u4AwzYraoHMXhF%2b35%2blrNnsAGNa3xkb%2buNg7KtLUAOJqgcB7YxMDAuKxrjGOyABnG8v0JGiwn4Q%2bRAUKRsJ14Xra8goyUmpK%2bsY6bR3xxw8HVVRBa/aij59MoDJPrKy82ZbN37djC2B5m%2bj3a2s3r11p3VOTGBPhbm%2bHdXU01Qfb6msa2lsaZ6UDFmtuCHGwNHO2s7a3MleSlZCV%2bj4w1KChzv1EV9bV66xfEuz96uq7r4vkT214WtvaEPOLttafzC6IWLye9o7SlIQ4jIttqH8QDuuCNA/HBYTiAhKiI9MI0dXlpRwu7eWrnz7429qXbG/6t2w5A2AAc6Bfsf/mzZunc7MLMw8X5hd%2bWlx8%2beLF1jxp/WNbW1t//%2bf//S/b9LflHoASNo/f4tnOTuArABiglrX1tb/qf7/5q6L/EPHa1vGxwLZ08k%2bbBr5uh%2bW/fdvltpY%2bTo/3m/vG/gnPx5/8RwDY7sgXL148fPhw%2b5OZmZlHj2aAEOfn57c/efv27ezsLKCvJ08Wtj9Z2jo%2bf2ffvxHAdpc3NDSQSCQ2m3Xy5AlSTnZz84Fjx9oz0lN7uk/SqOR9e5taWprb2g7l5eWeOHHizJkzqampLBbrw%2b3/nwC2xUChUGLj4jMys2PjEgqLK3Lzy2LiU4mkopi45NDwmCNHO/PyC2NiY3JzckJDQggEPA6Hm5iY%2bI8AsK2BudmHjx9ce/HTnYUHU8sLU8vzgvkfR%2bZvDs/foi0%2bFK48v/jq2fnZW5yFe8K5u%2bM/P7n54O6VN29ef3Kt8/8jid%2bvbCz2bDw9uvG0Z%2bMFbeOFaOP1lY33jzfW5jbWnm6sL268f76x9vrPx/rJ438BK3%2bvhaNXuNQAAAAASUVORK5CYII=' 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Current supply chain models can be complicated and easily mismanaged, and they often exploit farmers and producers. Through our collaboration with Solidaridad,\nThreeFold’s autonomous and secure technology will bring verifiability to data and create transparent supply chains.

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bFqy8DRl4DlFIKxJghgliIHjBMHMsDfRFrRLvxi714Zx6NlZbfVZxm5b7tayDMD0p7XvwW3tAJXzLyU8rQIvEHg9Co/iQcAXkItXFAWxGEMwkUAqxQzIpJFOZ5BJZ1EsqygU2QCN8oy10/%2bhmaAsZtkqh4Tk2ShFC8jHirIykQKtwjbbRRDuHGJB/kyEIHwa4mymgl1URDMD85QAkYWbzycIYpiK6yeEgUaCOMW8qK%2bM3a%2bcfewWtrCpS6wAzP6gtBRm1f9y9aiIQChCHrO7NXozgFAiBCU8a/FJLj6dRi6VhVHUuIUUkc3kUVAL0FGCmivCNcwOb5AKyVSCku9dSJWQV7j4aBFqXIOa0OQxw9cUv4qAhyD8ecQjfL8IO0qPhugwQXRUQDTn4OFxqjmD8SZ2jw1x9DKHBk6xhyAIEZgdYux%2bkW31/LH7CcsWIgClBQoPlXfPBKA5fbYkC7OiAs4EkTeY4glKX4lJ6SeTSVYKmq6ir8GL3/2sFpP2mGwlymVNLr5UFovWaZECt1Hu%2b7RHqVzNBwOFNCHFrMUXEiUUkmXCKCFFEOEA5U%2b7hELMEILKhvm6i4DYZgfaBIicBYIWcRHEKK3QRyX0NsUw2JzACL8e5Njd/EYYB8SQtWTu1Wq5DY7Zkhdqa3X77ACcDWC2CnJHS5z96fs8Fx9PSumnkmmUjQK6T3jw0WtewMevWYXXn%2bxFIlmwQJRK0LQSEery64iSx8Aox%2bpwdma%2bKOooUhGFeElCKKbKsvJ8nlAKCAS50FAWYWZGirCyQb7uKCLSm4e/dS4IJ0EMn0qg51QMvc1sqtiJim6y6bUw9j3isa5WL7FsIQEkbMX3lw8YxWoAWr0wFlSByeFQ2cj9Oxm3fE/pZ7NZVg5FSt45FMWSxQ344jvX4vaPHUU7p0MVZRhGmSDK0HXdUpNhYCqUQa8rhkhmVlCqurV4qkBL6bLE1zmCiDIvvBFKX%2bGOEeN8Ea3mQxGhLpUQ8haIlhymCGKkOYn2Uwq6mtldNqfQsz2G2sd80zdxBAgJIPfB8lcwNC8A59lgjgqay1BOpZAppWXg5XI5qKrKc6tJCI2c9up3ebDiW51YbmtF2w0KNNOAUdYJwJAQBADZOWplDAUS6AvGkNVK1QsQKOW5eAGhCiJNEKwMQYS4pbqjbKNj3EYTReSUEpJOjdmQx1Qjg7ExjRHuCCIU2xojaGmKyHAc2BnH0Uf9lbtZHglCAih8qXwHT5M4v2XItc8FcJoKOC9Ft%2baRpvTl4gvctuKUXg8XmtHwuY%2b9iu99YTNO1PrRu5pS/GoSmaQuc0AvW4s3uLvoEoL1e%2bL5AjrDHIKSCYaQBccomyhlBQhGacpAKc3KiMzQaa8i3DH%2bzjibKlotw2zwsW%2bwcwcY5NY4eCLBHoH9QlMCXZxKh7kl922Ko%2b5B/8xtvXs8FgBtsb4OmAaAMwGY3Rfk%2b8qINnDPN3IMuyI8QzH83QdfxKN3NuDEPjdu/v4hXH/pNuy4YRyukRKXbkwvXrzX7KNuzIzYnlwWzfEwJtXM9Gu6xhwRi5d20JGnKpI88x4C6GMYT8TYYTIwg8N5TJxMw3mCTVMDrdKUg5PbpAhFAabn1SiO3uWXN3Gqd7NsHbb4ovILRldlcfp0A3QWFVRfj%2b5SkY3S%2b6UCt0CVLWYPPnnty/jJJ3ehfosPdVt92PZOzg/P5SReXVsYwPz3FTE0mEugMRsi4LIVkoQgFhmOqAxPejycgUvJYEThpBhLIcEdIjFCCE15BBpYjQzHxhwcDWn0c3sc5WjduVzB0dusm7y1lbtZtpytfGV5q5GWkisZ5mwAle16zgeUVba%2bV3DoiPGX0fnQuP%2bLh49b3CM3NOGXbz%2bAvddPYPRggfu4LmIPhr7w4qu/z6hU9ZHQiziWD1gNGV8Pciv0%2bNk2s4OMiRBk3xBOqJhKcMRmw5QcZBg2sJE6mUeQn8vfkMPYCfYHbJJGOay1P8ZR%2bpZA5SaOBcKmXaT/k9mG6gec4/85izYWVoR/Uw45dnAlnXu4WrQSjI9ezva7rh5Dz18nkNflZCV9X/W/dTTmLLj6SLNvGMtz7FXj2JVzw122tksRgNlYSdpAZIIIRgHAExezBXeDbgI4kUeonnVChf9kTnaFw8fZJm9NovXeCI7/cu7dblv5b41fiIueIqPFDjAjSSv15y9azxvIcuyNtrJHb2H/flJFlL%2bwzI6vpFn7vdju5G5B30a6y%2bLiggQ4vehZ4WdtPSYShDfOWaI7FkVPKiYzoGjoCLHB6tfi8sc1vl85ZeWBqAJBBDht%2brkbZDwlxNpokeOqrFA9t8X6nJwWR8XNmDVJtCwOV27yBqdv8trKPzZWiTcXAAwumP%2bXkpv9KMcN5Bh6ifoionUFpPp4toWsq1lwnBngLzLorL2%2bXGZpluxRkf78RYtOMJoqYDyYQr%2bfIRVJIpDLo6jrc373BLfaiXJabCAzu0EFgghDsRWGOWBlnDwpTZwgj6lWEYLnWJbjcxKOQ2nYX0ii%2babwzE3eyt1um36f0VFpAAzLgRaEss%2bA2lhGZj978FoN%2bUGe47gx1wKVHUGLGQjX5UXOW81OWZ%2buGQWx91fLCIdUOJzcp51JTHI8jmcJzpgLXHwKvfLvugsctUWPxogpxnWpgFLS5NGUlvBEs4ixU8xwp4meKCBSp7IsEFNHCeBIEs69aQw9znb4p6ff7bbpK/WCLvbnpG6WR3RTO6BD3cZe/AAbkBGmdsY8bdHVPKhmg1RBMz%2bEy8oA68yL7xuc/OhTl4rJwQwm7GlOkhyBs6XTfG/MD9oKgNZ8BEWTn0M1UYxRAUlDLr7MYzJelACSnDTTVKVQp3JEhXLUAjF5mLtELUFvz2Dg3jhafhQ57W63TV%2bsx/RDfNPX2awe5Dl08lcX5xp//qIX2hLFvYJgXU5KPxtiOg/m4eX42s0wjLhVdoj6aQFqmGd/T7EFduWj0%2b8vFKAldLl4ASLKncCn0P9%2bDekOAjhSQPRwQR7DBOGk9McPpeBal0H/rXF5b3P%2b3W6b8V7zSdgtW8pWrfr5dOuK0PwPeLbmKDFUhPdwlgMKBxb26OLdAtyyghx%2b5Fk2Tj/DZ2u6lHIBvXnrtpToArW4BUEsXuSB8H6AALJuToinNMRqmVG1FoRQLa12gPmxP43Jlzhz3Bizbvv/ZwTytn/lbrdNs%2bnnl280tmF4lhrLOOsHXBBC5Wjo836WXw6OxaGV9Hln%2bczvV30vdzGL8UJKvoeUfmJGBWqizMXnZWOU466UPFFEjD1H7FBRgggeymN8P8/%2bngycT6fR%2b6MYOr6joP174m8fpv8IxGqF5ZXhy8vfKi7ThxGvjiNSBW8KYqHvz1dOOK5iwpee9vpCapqfB%2bIxkItLFXBzkYsvM/xKCUPeo8ywH/BFcoiFC8gPszU%2byj7gYJFlQfAfyMOxjy3xdg5HDxLAf8TQJW77fzuKju8q1T8CEQowzim7DHlZLGXTPqLWcH9dJ8aRSkeozwTdmc7ego3TvIUOutgQFctvqipzVjfYmVasVrhgAdBF%2blcAJNgWi5Y4GeQ02EsFcKdKHCAAUQTh25fDxJ40vBvZDt%2bWQt%2b3Yuj5Rgzd/xaF9UcgUfFHIJX7Ajbduip0jV6jXsAQW1RG%2bsuaqTaXZz5Y2XzLtlgo0OKZIkZ8yTdVQfU1jU1Qdzpq7Sk5U/YiIvwEBI0QFJ55b4gB6Csh10YABwhgP%2bcBHmM8evZkMbk7A9%2brbIdvZK/xtTj6vhZDLyHIPwKpgLDlrijbCm8vWwAuLl9XuFRH4XJOXOeWzdRlfNObiyh49T8IxHQuVI5D3gRSeW3B7Jj/b5IlDb1pKwBF06Mn5gIQ/YQvyAAUf4vQQAD7irISrOi%2bAqZ2ZTC1Mwvf8wTwQ7bVX4qj/yuE8NU4er9WUcM3o5XrARdbCiherNcULyGAS9gHXKabhbfryJ1TRuwaymplEaWiMX3BYn4%2bLAxgLqS0qmHAFz8jgNk/GyzkMZqzFCNkb8QtCAKACEIxGAUCeaTHuAXWaUjtIQBRe4tQ9qhw7cjAuy0H36M5jH47haF/SWDwi4lZIKiGr8csAMWLKgAuMmq0i5m0F0sIBFCWaihcpCN9bgnhz6mIHxEt78wVomo%2bzL6KfDYVDIeSULKFMwZo9edGMkmEi6rcSnUu3kiwO4zTDoSQj5blNcKIn5%2bn3/J8ahenwd2sPRoiHNNdbH78m9iL3EUAX01h%2bPMJCWHoXwWIOAa%2bbIGwLohcaCyyjnqNdhEBXCQhmBUQUC%2btgHibjvjbiwj8NI/kmPaWbTH7NZWtcncgNgNg3rhdBdCbjCGjl6wAjFbOftyqTKQEfyCHhI9yby8guIufZych7LYghLbnMbU1g%2bAajs%2b/ymLsCxyGPpuE/fOcDL9ggRj8V0sNFoALLAWULtBrShcwZS9kXWSYVIalhiqIy8ooMiPyDMnw%2b1R4n6AHU6UZBZxh25x/dsdiKfgyuZnX5neVHJx64zFxKRUqz7bqK0sIZbbCIgyT4aKUf5YTYJwDkHtbFtHtBaSFCnbxe1tzcG/JIrxKhfvH7CX%2bOYVRUZ9JYuRzc0FIAKXzLQXwWMNCBYIpQEg1VEEQQtUWQikZ2sL7qRy8e3IoVptIHQvaYvYCS1xgR0iZ%2bd48u2Q0TQIQj4iDXaW9iCKDWAuxorq8YxTy55F3cbeq1%2bRi/Vx0ckdRlm9zTlZ4GQei72Th%2bBRb4n9MYeyfLBAjs0BIAOW3WQB4rCmfz2ZDQuBgxC2RtsA0iItnQEhbXMbvvc1A/JIinNdz0OnPz82Hs3jcmU7Lmj0IVa8UK6qKkVRSkvH20es9KtQRqs9J9XlLCHnYAfpUFMYY0kf49RZKfnMGyjZmwjZujxuzCGzI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The ThreeFold Foundation is a not-for-profit that expands the potential of ThreeFold Tech’s open-source technology. We are headquartered in Belgium, Dubai and Egypt, and have remote teams all around the world. Our team has worked on Internet storage and cloud technology since the ‘90s, and has earned world records for creating the most advanced infrastructures. We aim to create a peer-to-peer Internet and cloud that can host all of humanity’s digital workloads via smart contracts and run on a fully autonomous infrastructure without the need for traditional IT.

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RXKAC4ubmJ1ysBqKiokLF9vz%2bAubk5UAkKQpAU0NPTi6HhYfT2dOHmjSKkxoeh%2bpI77kbYojLKAZWR9nhwyQvTJUns%2bRl4QgCPCWCuKAFPbqbRDHGnMp6WphNIAhbyOCNcjWLvpxUmPMkJshtMsBYIBzhKCMMZXlIKDKS6oSPWDtVhVigNt0desB1S/a3haarB098PyzMHkORtDB9HMxxXUhL2V9wIUURHRwsVSwCoBBkL%2bLsBDA4O/g6AUMDg4ABzvw1XL6dB94wqNPesw3nl3dA5uQcGSrvhqq8CV0M1BBiqoMjdiJaV7SubJ1sYz7YYg2elaTRHYZIiHl1PxWyuMEIslPnsAnzOfL6YFaKkljhB4zPM3j/AmjCQ5okBKqGPKdEaZY3KABPkeZsgw8cc/uancV5lN4yVd8BS6xCyg61gY3oWm77bzNF4mdQGc3JywFgkAJxeZSzi7weAu3x%2bfl5KgZGR0ZcFBXlQO3UCq77%2bHEf2boE8yBEZwfaIsdWFh94JONKV6akchLvWAQSqbMHRreuge3Q33DmxFXheRH24IxrCHDDBwGeuREv%2bYP56IqfBOEwXxKI/1Q89Sd4chEKkljjALtDLjtD/GkAPr5sirXEv4ALS7M4gmv/XUe84Tu3ZAK0Dm2CjcxRXwmygramCNWvXSXeIVq78RkHZi0OUADD/ZUzldwMYGhr6DQBRBCcnp15Ghgfhk7/%2bBWtWfoVb11JJtQ4NNDWVchdku59HvJcloj0tEe9hgjSL4zj%2b7Qp89Oln%2bPCTT7Hpmy/gcHgz7GlbY4xV4E%2blBJucQZK1Hi47nUOp70Xc9jFDses53PA4j1bmuQDQLyBQBV00Q530AU3Rtij3NkCssTJcdY/BXPMQNPZvgvLO9YRxApkB5tBQPY71324Qt8HEHWJxQ1ccogSAtUDGeP4cAJECAwODL9taH8BMVxXqR/egqeEmh6EKNBPAbeZ9AVtRqJ8HbH19EJOahLu0x2obVuBD2cfYvOZraKz7Am67V2LFsk9guncDTn0vVWgc3rwOxid2w4GTnNbhnXDVU0GU2Wlc5rhbS6m3MuCeRFe0yO1RH2mFunALXHM6A3e1vTA4tgOah7dDbe9GaB/cDDdDJURZa8Lw9FGspgI%2b/PAD6X7AsKhZr2uAuNfBdPjzAHrpA0YnJnEt6xJCLyqjqfEmWpvvoJ3V/QH7eEdOJG5E%2byHY3R6FfM5I7Q14G6pjzTIZQgyVUeZ2HnkW6nA4thnhmrsRyuHFnaeXwBzOdDiLJHtD2Oqo0M6qwu2iLqz0lJFwUQU3XbRR5W%2bM2hAqhCdf7qmHOI29OLXhG%2bzftg5HCHL3plU4d%2bJ7eBpyIDqzD5bahzgFvgLMwUchvAwLeMrSqM%2b43g8AdwkAibEL9L4cGBxCY20lQi3VUFmei86mcnTSx/ewjw%2bypw8wlzvSQ9GWGYXOtHDIbY2w%2bstlSDXXQl%2biL0o9zeB5aiciDI4jykAFWbaGyLY7h0gXc8RF%2b6A4PQJlif6o5HNzAm2gfmQHzI5/j3zHM7jpdhbJF44j4PR%2b2Jw%2bBuUju6Q3VNawHm1c/SU0dq%2bHh/5BmChtg43GbmzeuI4APgAHH8XCwoIwbylLk%2b4fAqBkfgeAKnhJCBgZHUNkgCuyLgVh6MEt9ORGoI%2b9fJTDzXhpMkbY37vZ2no4IIVYG2HzV1%2bgMcga44leiNE5DqWNq%2bB9aj/kRqeQ72SCQlsTpAe5wzHQF9ZBgfANC0RxUijnfXMYqx7Cim9WQGnnRthqHKAqVGBzUR9ehGZ0bCcOb/wGm79ejgMrv4TOtjUw2L8B%2bke2wEFzJ7Z/t0ZKv6jISMWjR4/eABCDHuN6fwAPHz6UAHC9JAQMDg2jsa4KxbSkw%2bUpHICi0Un3NlwSj9GbiRii%2bektkNMWpyGCCvBjB3jE/j6R6Ikc9mvlzWsQdPoAUqy0cIM9/JanOWqivHA13AdJgZ4oT45ES0o4ynxtWByNsPW79fj0y8%2bhpnoEcX62uOppgmIHTXgc3wrdrWtguWsDnHZvhM7m1VDdugqqrAeutMS7%2bX%2bWfbYcl7OzfwfgvRXA/Q0A/tJL7ujv68PA0Ahu5yajNNQUE5zrB1kDxujqpugAx%2bjzp9jaJq8n4zLzvifBG3OZIRiIdEIxJ7Zdq75AiPpe5FhpotDdBLVRrujNjsDkzQyMX0tGP687U0LQzQmzLsYNewngwPYNSOHQI%2bpAfaApqryZNpp74Xd8OxJ0DsJt33fQ2rIG2rvWYee6L2GvtRf7tq7FqtVrUF5epnj8%2bPGbLiBM3sjIyLsB8Amy17tc5A%2bDfwNALBZEDLKyFsUHwJWyLvWxxEAG5396/RkqYObGJenObSnb2mOOy7NpoWj1tUS5hQa0v98Ag90bcM/TGA3hTuhkqoxcT8Pk7WxCSMVIoRz9nBzHOEhVyT2xf%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%2bMpDUWcwGHo4JLKI9wR6KJGoaS3DGW4Yf%2bRA/0JriikypoibLHPd8LtNQW6OUwlWuhCZvDW3H24HewObUDZ2iyxFxwUumIeGMUfn5%2bitDQUHh6er5RANXw/gBEAflXAEIBvf0DGL1/EwvladLI%2b6L8Mn4oz8HslRhMX43F07xkPLlKONkJmEwMRAcBlLvq45qNOgrMT/H0XdGdGAQ3LVWEcohqiHDATe%2bLcKOkbZX28XRNMZkuBiIfDKV4oTfRDd1UQkOYLe75XEBzsr/0/5M4Ajue2gcj%2bgUnziDnj26GqcZ%2bnFQ5CXNzc1D%2bEgAfHx8JAHcZH/vzCmAavCQEUQ%2bkOtBDTzBQlY%2bFinQJwI93cjBH%2bztAI/O0NBMvrhHIrQI8K76M6ZRQdES6oJInX%2blpiFIbTZTa6WOOBfL5zSsYyYjkzB/MUdcLzREemOL1wyuRmMwKpQIC%2bTNf2mE3tMkdURdsgSoW15GG2%2bhix0g6Q2NEG22ptg9Wp3ZzIBMfs1GC0smTsLOzkwAEBweDJ/9GAVzvBjA%2bPi57vUsKYDHkNDjyUnhqEfzw8Ajq66vQyVx9XJmFp5z7F/Li0RPtgWmOtk9vE8DNyxKEx7lJGEkOQlu0G%2bXLHI5yxD035q%2bzCQYTAjki83m3svGE0n%2bSK4pmFCZSAzGa5s%2bROBQTmeEY5JTYwfxvjrJDtY8xGjPZOepuoN7PAmWu52F6YifshVE6tQteF05IH8w6ceIkHOztGbinIiAgAO7u7hIA7n%2bcAhMTE28APHny5A2AoSEBoB8trU3ITo5ACy3w46oc6XZ37yVvjPHFTxUmYIBzwRhBDGdEcJQNwT3a2ssWWiiwM6Cvt8JdtwvolvtggLVhviARz29n4bG4J3A5DJM88WEGPMJ9LCsEI%2bnB6LnkIb0Z0hRhjQpPI7QX0i8k%2b2I00hU55towVdoJK9U9sNPcB29zFehpHsdJKsDW1laywsx/sPBJALjLXFxc3g8Ad/nTp08lAFzSDZGm5kYU5GUgjCam6WoEntXkSG93t6f4oTc3Bh08tQepAWhM8Ud1gg9q6AGKA6yRYKaGSxe1UOhyHvWhThjh48OsDaPJIUyVbDyifZ7ODmLwPhhMI4CsYGkNsQ50xjmjNdYBDcFmqKShKo/2RnOoM4LPqkCFVd9SZRcsuJw4YLmaqkJX/RDU1VVhYWEBKysrBYMGq/%2bbLkAwfx6AqAEDg72ob6hBKAuU1dlDaMgJx9PKTPRkBKApMwj30wLRmMadEq5PCcQ91oObMR4oj/NGaZgDioRkg2zRIPfAgxh3FjZ/dEV74lExCyYHqQk6yj7prXFvtlI/DIkOkOqNthgHFk075r85CkPdsOGbL/HN55/gs0//Cq29m2Cnxn6vsQ8e507A0VQduqcPQ0dbHRcvXhSFUMEWCFNTUwkAdxkfezeAycnJ3wGQjNBgP5qaahEdaA8HSq/mcgQWy5LRfZlOj6uWJ1efJgL3RQ39QHmMJwqD7FAR74NyFsFcGqVbIfa4y45QEcKAIp3RSDc4kBKMp7TOk1n0C0me6CWEAQY%2bmOaNbra/Dvb%2bByHmqIt1Q4CBFj7/6C/4fPlfsW3t17A4uQO2BOCmdxTuhsdgpq8MbfXDuHBOB2YEYGZqqqAKYGxsLAHgLjMzM3t/BYgasNQFuKO9vQWZ7O1ezmYoivPFIgei3qJYPGDO3otxQVu6eJcoCl05Ebgn90ZJiAPuXfJDVbwnboba4Va4I8pC7SXHWBZsg8ogG9SFOuAxbfAkc14E3M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qWRLI84kolCD24ws5f78nh8wtFPHN/NqekibuWqlnQrCZWEmfw1J%2bTFDGBMmckqfHTiPCfgF%2b1ZOoRKWxoOIlyyd/rl6nYNl/DfbusPPqAh6On7Ww/nMLOnYls3aqSmUri7FkX6waM2MWYGAw/Y//aWLYt1VHoCWVJl561C8xyQZl5AUAfH87BWXm8vXcGb%2b/v4SMFAOn4d/cN8/15OS4s5dbVVdx6YJRb1%2bV8fSW3ri3ju4uLBYQhLvUXYdXFkWZQUV5plASYQnmPmKZmjcx5Gcs3pJEqEbdX8slzhzJ4YpGLP23N5NcXXKwUsb53k5PCtDBf94On/AxtzCQyU4JRh08mKkgA6JkdzZl7M9i50UxtWbB49ABObzGwfTSOeZ3S7aMOjgsLju1QsXtrksy%2bJMB%2bNdUZEaxdrJEjhaMb9Fwc99JRnERMxM9IiFE%2bfApRInyG%2bDDO9hXw9r5uKX4On57s58vTg3x/cYTbl1dx%2b8oqfnhgPbcf2sDtm%2bu4dXOU2zdWcOvykI8FlwbLZMVGkaKKkvxhoqorhY4lbvKbdPQMuhhaYWTnSh3zZERXt2kJvvsuDkkDNs6JJ8cezssPlLFeVqT/pP%2bJ/8SfYU4OwCmROybkLnGXIoKrlqZw%2bEQWDzxSwG8fKOfKuJMnBckT%2b/Ts25nAPUd1PH7FyfXTFgFCBO%2bYmbUj0WxdGc%2bVU0auHMmhvTie9OTptFXIzBZMJ8PrL/PvT0jAFNzaMH65qoq39s7k76eW8O3VUSlsLbfvXyPFj/LDjfX88NBmbj%2byiVsPj8l5PbceHOX7azIaD6zggWWVZJnVpFs0ZGWpySgQv1Kvp21uOqNba%2bgV0b66xcmVMStDXfG05kRxfdTLlY2pdJXFct9WFy%2be9LK6J4myXFm/Aopd0mlk4J1ES8bxa2mKYGTUwqF9aZzd7%2bQ%2bAeDFi1m8%2bGi20MjJMxe9fPRSFa89nsmj5yXeHklh0/p4Nm8M5d6DKVw/nEupV2ytdgLV2SpxkHGysqajVYvQ%2bEtMLjNzbl4B%2b7pLZBQq2T%2b3kuurO/ng2ABfnxUdEA34/vJKAWQVPLEZfrUdnt7OD4%2bLFlyXEVhURJaIoCNFRV6eTkxaFHllKjYeaGf/kTqG%2buLon5XAlpFEDm1Wc1iicV1mLE8dSePz814%2buJDBt8dL%2bPT%2bfEYWqJkzI4mmKjFPubIR4ibj58y4m1XLUhnfkMzGZbEsG9QzOmjkpet5vHolkz9eyubp83Y%2bfbGaV2/m8uz1TGGFhV3jao6MJ0gwSuPQmhTOrBXfvcHL7uVOds/LwKWJIFp0YF93NtcGK3lstIOn13dxaFYx8wpEYNsyeHljC1%2bd6udrEcWPDs3nxe29PLy%2bm%2bd29/HuGRmRK0vZ15aGNi6ElMQIsrPiMLsDSBfB27Aqn3v3ZnH5hJO1q3WMr1dzcYeRZzZ42L7MyNKliRxuN/P%2bLi9IPvjbeAFbl%2bu5eaWQE0c94nXEgEmT/FyS9Lo741kwM5JtG5I4v9tBe2EC3fVxrFyo4qHDLq7uTeaxE1bevFnIYxfKuXqylPsOFPP0uSr%2b8EQtf71cxtu7y3j%2bcjNX%2b3N5oqOEA50ForTB3D9cyVNrmtje4GK42MqKKjdbGyVDNLvFEzSIFqzgizOLeX60hoOtAmZ3Ho%2bPtvLKjlm8fWge25vSZHVNx2vXUidGxy009uQEcHDQyxP7yzmx18yy%2bbH88mgqZ8aSODykZtPyGIaWquhvjuLYGi1PrbOzsiGR%2bvooblyr5Pj%2bHGKj70AXNQm/VDEGbr3YypSJHBgzcHKrmbaSKEzi/uxZkyktD2FsUSI7VsdxZrOVjaMmCUAuzm/O4f49eTxzqYTfX8hiebskv115nO1M48W%2bRq4tqqPZoeLZja08v7GdK/1VnJ5VyuleiaZ9NTzSV8Eb473cfmAT/760jNfWV3OsM4u1tR4uD8hz29r58swijs3NQxXuL9Y5mr4lKuYtTqS/38CF8Tru31rIlaMu5rTEs28olT/eSOf4Xp2s5FTula113/4Qrh4SZuw0iGeJYOFwGKuXp7J6iVU06m7KcqLxs0dOJXna3VjEWfX0RDCjKxB3wRRyy8RyFgUJ3abjdk5m%2baBQSj5497iZSnGI24dMPLQjnesHxXicyWRIutBUE8GuHguvr5jByZYcxmrs/GFnL%2b8fXMSH%2bxbxwfZ5fLh9Pp/uH%2bSdHfP5YM8C2QBbRPGX8%2bm%2bWfx6SR0nOgo42VPAE4MlfHu6j/NDZRSZVVzqK%2bSQWNolKyMkecZyYm0xewbN7FyRTpk3Hm3UNC5uz%2bKPDxfx2%2bMZPHYsgWuHI/j1WQ2vXXHx3OlkyS4aTo4lsnGpkfltOvZJM/1MsVPQBN9Bql4SYNE0GjoC6JwrgWhmCLVNMVSIN2hqnsbhDUZeFl04uyUdk2kCQ3PVvH21lGfvzaS2Noz8ojABy1/WaASPLW7m8YEmtjR4eGVrN58eGeabk6N8e2Yd351dx1cnVvH21tl8fnQJP9xUABjhh0sr%2bPLEIJ/tnceXR/v5Stwi11ZybWkl%2b2Zk89f%2bGh6dbRcGJjIunuXw0lSq08NJjJlCXOhkpk/%2bXz6/f2xFGt11IRzbqOKx43Fc2BnP9S0O/i3J9fn9Lt644ObZ%2bxyc2uaksywevziNfIAUbxL/X1sWwjIRj/Gdet8XkgsXizmq9mfBvDCeOJDGxdVOeksSKS4OJTMviP65CaxdrsOTH0BmUShZxRHEJ9zBqND4rV0LWCQu7ldrWvns6FK%2buXcNt86vk/Mq3hUWvCcMuHVJdv8jO/heVuP3Mga3H94iXmAz31%2bR18qa5NoKHhYmvLqukY8H6/mDdP3ps4VsnGvAqp4qnn4CqojJhEy7kyyrzPsOO6vmSYcXmrhx2MC9W6OozwmkWBLptU1pLGiM4PruFF47J7om4zyrRoWfKll2tiYIq2o6Vu10iZ%2bhdLfF43H5UyFRsmVGJIOLwtkwoCI3OQh1yERshikkJ06SqBsguV30wzmd4pow2iUVur2B4rQieG7TbNbWuLk0UMYHB/v4%2b1Hx%2bkeHeW/3Av732i7%2ba%2bMsvhVAfnhwq1jhDfz71GK%2bPrVUAJEV%2bNgOeXyTgDLEowOFvD1Sz5tDNYx1Gzmy2UlLRbSErLsJl10eHzFJPP0vGOty8OzZbJ67x8pHl7N4/3oOT29ziCZpqEmPwhA3lfKcUJ4/5uGLm9X8/Uox754tx8/sjZGgMBldwESxrf7olCN6isyUFKqbSnudih0rdGwfScIiYEUF34VO%2bZIhfiL2uEkUSZbobYhn3Xods0cSaF%2bYJDk9DLesLSXlHZmVy%2bvbunlj1xz%2bsnsOb%2b5YyK9FI853F/Hq2hn8VR5/Y6yVb44slFXVydcnh/nhqmQBYcXHx%2beJre3g63vmcU78ic0xidzCAKrqw8n0RBIReBexoRPlnsSD2KLF48v%2bH8/mqY3Zoi8VPLnRw18uZPLgQTNb%2bxJ4YtzN19dr%2beS%2bKv55uZbPr9Tj53ZGYIwSIQwXLYibgkETiDE5mNjpd6IOnsRgXSQHZEVeHNZR7Q0iTjVBIqjsYsd07IlT2bXaxNMn0nnznIfRNUnUdMaxfIHs5X4ra9tS2Nyazms7u3h150yujrRydqCRe%2bY3sKohl11tuRzqLeTJdZ0y8yv4656Z/GFNHV8cXSCjskiAa%2bG9Q7N4YKeDSxcN5OcEYbEEUVIeQVLsZOLDp0rekGZETsZrCCF02l1UulQUmKLJ00aydbY4WNGst27m8PsrZt45m85z23N542AlH5%2bu54NTtfhlaKajD1H%2bUjPZ99caY1KADwCdiEu0/924EqdwYG44e%2bfFs75TL6IzGXeGP0XFAeTmRLJ3iYVvd9fz8tFs9u5OpU5c2opZRv50o5JTotCr6538bryb5dUu3Anh9BVK6mwr5Hh7CZdmV3Gxu4zHlzTz3IZunhqbweMjNaIRHXx6fC73Cf2vjLlZNidQ9r2GAbmH1MRQ3OYQX%2bfV0UHoJHKn6cNx6kOJC5tIWOAECT53EiX3maoJxhgdwJFhGY8DXu5fY6MkJYwXttWKy%2bzh5BIXflmmYHLEGxemBJKuDxILG4Ba5iUpcgJJ4ROIDriL6tzprG4NpsQViN4wWQxFMOU1k2mpS%2bDQYjuvjRXy4NpMTo2nM7bMzMAcnYhQPrsG0qh2JrKpM4/5hans6SrgaKt0fFUvL8oovLV7ER%2bLLvz1yGJeXtPO6twUDvXk8PE94gq3tjHY6uTU9lRGpQGj/XEckZ9PbE2lJT%2bOWEmaiVH%2bvjFIkiJjQqcIKJMlhU4kUlKeUepwGcMJm34HqjB/UuMC0IZPIyF8Em0FSezt9TBck4xfoTWUxY1G8fHheGwhJCVMQW8M8/0RQxs5CYd1KmlZwdQU%2b1Mpau/KDKZPktbS4XgG%2bxNZtCCOtZsMPLQmh0/2tPHMxkJWN0uaHHCypstOZnIEVWka9vUW8cKOeby4eibvrFzIF8fX849LY/zr5na%2bvn8TX%2b8Z4LXNPdwzN5/fbG5lx6xsBofz2H24in0SbI5uTeTKSRsPnrIzMlsjzYqW4ifJMUGKn0xkiDQseprowd0kijAeHDIzpyqesKl3oI8LJk60Sx8bgF4bRKJsvrDoiZJcp%2bB3ZWc%2b1e4o2guicJtE5eMnkSjeIF4oFiPoauMnk2ycgqswlMCIO0lLmc7aARG83jhmNsdSKSuxu19i8nwr747n8/vDxTw46uHgUjfblzjoq0rBGBvMCvEED69qkb3eyOMLW/j70gXc2iqrb/co/96xjK/EE3x%2b33Je2dXD3u4cuhqdzF2UQ55Xcv9cG5cOpfHwGTfXjtv53YPZrJlnEiurfCMd5dOCEJn/MP/JkvAmY4oP5PS6DK7tslOcHoM2OljYPEnGezoqlax9Ee940a8ElWSB/kY99oTp5NqDSRE2pDhCUcdMIjl%2bCklRIooxAZh1Qn3xCoW2KJa2m5jfneT7%2b31%2bRgS9nYmMLDL6vhfYUy/UH3LxsOTxp7dkcmC9lXsW5lFoiqU4TcvjG7r49boZPvEbLHAwXuXh%2bsxy/rhxBn87Pp%2b/nVzEhaV19EjqW9dvZoNoSH%2b1iso0Na2lGh466eH0VhOLOo30NBmxaaMxJ0SQLJG7OC%2beTSOpvvFTfi6qiqOlKxmPPQaLKkyaOUF8w12EBtzpM0/RAki0sMbv5j7JzruzqC1PRGOUOZEjTZhgE0%2bgCldc1iQ0YjNVQVPYNsfN1Y1ZLJmvo3%2bRlYZGuegGFz1Vama3J/j%2bmFkuBum4iM7xQRtDiyK5vLSI8RYv%2bphAVrQU8PLeRbyys49zA/Xs6sjh0ZFGicYL%2bdeFYZ7c1MGCEjsPjRbx4cNe9izV89wZL5vnGGkqM7B0sYXNIzaq85JoqdKzQUBqLIiloVbPge3CkOtuTsja23KoiGFJphv21MqKtlHqUpNhCGdJTwoza5N8WyMqRPlW%2bE78%2bK9GnjjlxSkGSKv3x5AqxbsjSYhWXqSo6l0%2bpOJlS4RM%2bDkm8QhlJSHMW6BhUZ%2bBkSGrMCFMMnsYK%2baaObMnmyMbRRC3prF%2b1MKNDT3cWFzG3Jxk7OpYBmT9XRnp4NmxWTy/fRZvSk546%2bhiHt0yi54iC4%2bsrBSVrmOtFN1bo2Nlt02itpv57SpamvWyCZJprU5idJaFPz3u5Y3n0ti8Il7scSo3Jf9v3mdhbH8Bu%2b5pZbkAWZaj5YnzFRzfLPfTJ6t5gQW1uMdwqStC%2bULk5fstfPachbMSebOyxM%2b7Y0gxRxKlaECYqKpQJV4CU4x4ArPMjTt5OkVZ4VSViW40R9PWEMO8GUbJEoFs6ZPQcbSSpfM0jM03MNDfylP37OSJ5VVcHapkuNTmo2O%2bVUtrjp15MgIDtZn0FKdJ8Q6uDxbz7dkFPHJ2P61lDhGxODqK1cxqE3u7Rs%2b%2bbakS1w3sW6Vj1fxEieUG3ns1S15vwRB/N13VOk4fd7FgoVqA6CAzLZYci4SiIxW%2bv2InhwehCp0qIin1CLMjlO8E//myl09/l8bt1z2ckw9XRwWIoPyCoKm/IDZsCqrIKcKECb4Xp6gDfS4xSbaDSoTHY4oUdxhMgUdDeXYc57emc3NrJsU5ceiSo6iobuXF53/HjZUdPLWyjoeX1bOzLYdqi4osmd9yq4q%2bEgtbWzy8sKGZT3a38M1LV/jlb39LedZnw/EAABK1SURBVGEGwzPUrBxIYHSlmg0S1bdvS%2bbaQQMvnbFw79pklvUmc3mvk7%2b/WMqcOg1p6gjmNVtYNWCTFW3Bpg4izx7HktlJbFhi4t6xIrJTRTRla8SFiQYE3YXfrdfL%2beGtMj5/wcM3r%2bVQ4QljyuSfExEqRQdOFPoLXQLu9gWOyBDli86JTJ3yC5oz1dS5Epkw8edkOiV17apkqDuTwiy7CKaZ8GgtOQXV/PHPf%2beZB67ywEAlv1nXwa9G23hMfP0jAyW8sLqat7e38fGBHt7ZXMc71w6g/NsyvgtLWjYN9V6W90u2F40a35LM4OIYto9quLZDPP5aKwvr4zk7lsOle3JEhxKYUWgUA%2bdPclIgNaVaMs3RUo%2bW/HR/VvVrWNCUQqLUoI350Q/YkoLxGx8x8o%2bXKvn7r4v48pUSnrqShVOERSfGKFwACJl%2bt7x4mhiMSYT734lHPEKcaIPLGC3rMpTwKNELtR61zkpQpIGIWCPqZBtxCUbM9hx%2b89zr/PXTb3nu/tM8OVzB79a28MpYJ29s6%2bFP2yUjjLdKJqjmLzfv8RX/wkv/m9KqNnKKasjIrSQhySxs8LBxYw6jI1qObzXQ2yJaMlfHyd1Wesu1dM5wkaf8BTo%2bhExZm4WZWnLT4qT7iXjNcXK/Mr5ihByJolXueKyaEKrLzDI2/vj1zIuisSmSnpnxNLQmsGrIQKkEoPjEaTIGP/fZSsVyKn%2b6josOx6iNR50QT0RMEvFqM0mGNDQpGai0acRr5ENT3WgNThJ1dhK1Dk6ff4R3P/iaDwWE1x46y6%2bWVfP8aDMvb2yTVFjPSwLIe8/e8BX/739/zdKRMfLKWiisaqGougWVLpXYxFRS7VmUlxcwND%2bbpqY4du5M4Q/PlzHQoaVMZt2kiZCRFdPmiGVGnYtyr4ocWwxVBXqc5lCKMmLpmKFneL2NBQNmRsfL8Xji8Tt%2bxk5udTglorA1XakYnSE4M6WricFERUShStCSpJVCpSC13kGiXgpLlqKNGWhNWeIbckm2eFFL0Y6MQszOPJLNWRgs2UQnmFm1fj8ffnyLN//yGZ98eZu3njjPs6IHv1vdJBlhIR%2b99hw/8OO/Rx59gsqGHiobe2WPt1Nc3YHRminOLRVbWp4wqoBURyG29HwKS3Pp6shj8QIv/Z1WdLFRItSSULXBtFYZmFmlI8cQRnepmeqsJBoqNMycq8eVHsDCFQ4BIJ/GTid%2bW0dtNBRHU5AeTnGzpLnZBkE7UkbAgd7sQWdyo5Euaw0uNMkuKdSNLjULo9yM1V2G0ZZHXKKFaJURbYpLVmiRzG%2bR3HiuAGChb/F6Pvr4e95691%2b8%2b/5nfPbZx7x0aCW/FRZ89u5/8dk/PuSbr/7hA2DZyjHpeoeAMIuS6k7ySptkFBpItWT5PteeXohDDrN8vsleSIpN7iGjROx5Ka6MPOw2O3aD2GQR51m1skar9RR6RDsazcyr0aAOm0ZVdRyrlus5uLfQt2L9sovjqCiPJT1FTFDiZJy50SSnCOUc%2bVKoB60PBA/JpkzpbA4GWz4WV7F0oUxupJik5HTi1DbitTZiNXZhQy4p9nxhQK5vLPoXr%2bPt977k7Xe%2b4G8ffciX337Lnx%2b9LJlhNrduf8snH/6Z27e%2b4tXfv0Zt02wZv268%2bfXkFjdJYeUCZBZ2uY4rqwant0KuW0qqUwFZwMgoxS6Hw1MueaUKd04d%2baUtVDV0MmewjINn29mws42%2bNh0v3qhg46CdrWvN3HfCwnNni/nioRb8dq3LorhGJUcCNrMoqFnjK8IsFzBYFXrn%2bDqebM6WwvJ8Xbd7KwX5MnSWTCnaRqKww5VdQ3pugzxXJTdYLB0qEnA80tXt/Pntf/L2u3/n44//xtff/ptXLpzgV%2bOSA374ng/ff1N6f5tjJy9TUD6D4qou0jIrfYdybb2Mk1Ouly7FpWVWS8EV0gABwVGMNa3U95xbru3KqRHgGskv66CudREdc3vZcqyJvuE0cnKDmNUZzzOXSvnlxXxuHPPwx4sivJdr8Hv6TBHrVxqpnKGjoD6StFyTCFuGFCpFOAuk6AJ0UrxeZtriLhWka3AI2mZ3ibAj0/faWI2T9LwGMgqaccjNKCBYBCidKYede87yznuf89577/HxJ1/xyadf88m7b/HJ%2b%2b/x%2bRf/4J23Xuf7775l%2beqdFFR0kV/eiSevXj6jAqt01p5R7uuwO1sBQK7tqfQ1wZxW4jsrjynAewqbySlpI6uwhfr2BZTXddLWnkX7nFjmjaiZv8zFldMNfPDLel5/sJZnLuTxp0fq8bvvVCZv/KaAsS02Miv0Ms9yJFlweMtIFRAUtFNEeHQCgF0unp7XiDu/yXdzybZcYUkBCckZ8vpqskraSS9okjFSCqiWGS3ixOmbfPkNvPmnt/nrh5/zt79/Jp2/9ZPqf8Wt72U7/PENoe1c6X4vuaXtsv7qsXmk0%2bnl0uEq3z0oALik2P8wQDkUMDLkfrKKWqX4dnmvuD8BIL%2bsjbK6LuYOZLF6q5kFywxs2OZlx%2bFmzhwt5tXH2riwM41nzlTg9%2bxvSnjrhQr6ZiaQYNBJGPLITFsF3RLsmVWyEaqwCc0SjV7f3GcLxdIFbeU5k4hRqoyC3lGAWW4sv7ILb1GLsKgepzDF4i7n/KVHfcX%2b47N/8fs/vMWHH34kM/8dPwgIt29/73vu5Omr5JR2yurrIbu4TWa5HqsUb5XumxyK2Jb7HnMKALb0SmlIsYxZiY%2bNmdL1nIoZFFT3kCXvzRMQyut6REy7JA02ML7bS0tDLNU1WrplHOasLeLi2SYurkmj0B4hafCxEm5cykUj7ik6XkOCrDtlhRlFyJxZ1biFju78BpIEAJOzkDwp0iNF2mUeLXKDzpxaKb6cVLnh/OpuMsvacQsL3EJLl3Ttwv1P%2bdbcd99%2bx3%2b9/gHvv/%2bx/PbDjywQDfjyq29Yumq37%2baVEVC66cyqle6XCQhlJIsOOX%2biuXJOlc4ni/pb0it8jCupnUVp/RyK5Zwtv5fWzqSwopOimm5h1UyGV3gZWmWlZb6XsUN1HLos4exSOydWpJFtFABa2/XMa1VjSI6TXW8VR%2bcUY%2bMhTWZZASC9qBlPSSsaEUKDiGC2MqPKTYooKaOgMMKRXYtJ5jG/RrpQ3uF7fYaAkJHXxJXrz/oA%2bP6770UIv5A1%2bJVP9H7s/m3%2b/JePaO4e9nUur0w%2bW95nUeZcRsAsYpoiDHDJtRQAlDEzSGNSZAvkyHWLKrvFL/QI3Wf7flberxwFlTOobpsnwj6b3tkljB8tpWtJDuWicfc%2b1MrVh/u4ubuIQ0uy8du3Jp2nD5fiTTMQJ4pusuWI8MmOldVjz64mo7gFb2kbSamZPwEwgyy5iFeKzJJu/weAFOlMrjAgS9BXaOmVMVG6%2bcDDv5NZl1Jv3eKjv33F1//%2b9v8D4Mlnfi%2bGZ6aI3wwyi1uFcQ3CrEphmF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nDdigrxgjAhkAwIxMTUMz0/Lxm9bmzFweCLc/9mA62/fg6sfnMZf757CP28cwND5XcDr2zD42ma4xeNbOzH47j6439wF98ubgbMLcW3fBDzU4UB%2bhBeJMEDagKQYrrqB3kQjXGKwtJ0ObmaaRmwkiU3y%2bcR/XKAEhwJa3QJBiBJB%2bqPN6o8uTrwvLxKdDqoZjd7UfBn2LszCa491UwZj/NhJgXt/ZJJFD63KxfdvjsVHT4zCC/eWYVVPIlJoeoQhMkb4w8KCRfGxcm5EZADqKYlHm4y4uLgM1/d0wH1qNn4/sRC/3LcAP98zB5/tmk5jNBkvru/Bp9sn4eqJORh8ZDHcjy/B4DOr4H56BdyPLcbgydn4bNNYrK1KRha3LYHF6yPkNEWhSE9QIV0fwa8FV4XQphMKAg7chv9rgnB7WVrhDmmMRPARJoiKUEElqEsKwmhLCJrNvphaKMfWrjjCIATnDjbDI5OkYQin7xeTpEl45WgZ7lvrwivHa3HppbE4usJG40MvQFNk1cjo1wOgCvCBMZqujY2ZmiKjoXHil411GDraDffDczFwei6Gzs0BHp4OPDQdf903FV/v7cOXeyfh27v7cf34LAydmYtBKsDguYUY4us/uaMHp%2bfU4NjEfKwdZUMqi02MCoGNkTotPoIDCIaJkDSTi5KjBT/dUis7lSmDic/JiWcwl6TF0RbHRcOiN6AqIx7d%2bXS4JeHYMo5ynRbE6ByCGquIx4F48QE24OG9lZg7zixJ3ryxSfjilS68eqoR%2bHMhfnizE5t64lFmkXMivpJZUlOjY0P8kMj1tyo9sbYkFpdWVuH6vnEYeqAHgw/1Aaen4Np9Pbi0aTSeml6E52eW49N1rfhp1wQM3DuZrD8dQ6dmYvD0PDZoBq4f7McXdIafrKjDZ8ur8GhfDp1mGMwxYUiNUyGDXt9KqBpVdKwq0QBurJBrXg5ygVPaAvoGO82bzcQgZUeKuQBZ9iwU0we0pAdhz9RoTKkIo7rRJtPL1KQE4ZPnuuDx3H1VOLmpQLKOr58ZQ4OwBvhjLh7ZmYcNk0w4NN%2bMPBoLXYgXCUgmFa8N9YWWGLUTqw%2b0OXBt1ziu8FROlObnYCv%2b3N6K9%2baW4d6ubBSZorFjSj2%2b3TUZZ8fn4rMlNbh2ZxMGjvVj8D9r8ePW0Tja6CCUlFjdmoPnFjdic6WB%2bT9GMloZ%2bigJAla1GEIA/YG/tAVWybwFSdkhnY2osMqZY%2bQoTbfAnpQHe3IlbIkp3Ahx4BqIDDYpXStgHiypRCGt88t0hB64uRznz7bg2ftq8MeFabjwdDOeO1yMdZNN%2bOaFeixqimD4GU7yo1Ul42vDKYV8I7oQH9SQad%2bYXgAc7cLAo7Ph/nAfrj2zHp8tLMLb/U68s6AUzy5swlsrxuCVaUV4eKwDb03Jxs9Ly%2bB%2b9xiG/ngHn%2b/pw/aKREzJTsT9M6pxujsXHVznisRwrrISmaYoboGSKhUGXZg3EshDpkg2IVJsQZCUXYQatGQrkUvFSk0qgN3aAqt1LNKtZch2ZLEJTLG6EOl8IZNBKodNSCOs792QB4/fP%2bvHx0%2b34MSWPOxbmoZ712Xjw8eb8MUj%2bbirNxLOKBZOC5xA9jcoA0hMwdDQqelDR2B2hgI/rK8D7u/FwJO0tZfuh/u3V3Dj07O4ct8sXN/ewubwZ/t68fPWsfhmdQ1%2bWJSPfx5eg8FrP3LbruPXl/fj0tom/LqzF3/tnoAf%2bLq1%2bXR8/LupcRHIMcdKG2ChUulERiAUjYSBWXCSZONpeIwhlGuaOJ0aDnMFHNYJSLFMhTOtA7muDKTrwuCMk/GS00CFSDCwR3lh90InPM4/0ojOEiX2LXPhvXPN2L%2bMTVhsxpyqCCYukgxVIonYEwFFI%2bcEuIIxASNhJ/7vaU7m%2brdg6P5uDDxBJn9vD5tAy/vbixj6hQHoqS00Rm24vrUJN%2b9qwbXNo%2bA%2bOQvuy69j8PpPGMI1BqWX8cfeblzb1o7Bfd24vrsNFxcVYoZDSayHwWXU8IohCQchjinRoBAwCJII0RIdKJFjPrVf3ENISbAi3VbF6DweKdbFsNvGwJGg5vTlbALdIRWi0haKuaNiMLdWhan1cfB49aEGfP3mePz4zjgcW5mOOZUKdDOEmDn15KhAyRYnKr2goTtLCPeCnmuYRww2MWE91efilJswdIQccHaWhOnBN6jx7x%2bA%2b%2bvH4P7pRcLiMAYeJtvfT/KjR7j5%2bt0Y/PNDDLp/xyBb4Hb/iJtPrsMNNun6Xa34a%2bMo3LyzGU92uWAm1ByGaGkLjCrKIjfQFCWTHpOkLfCTCqtxKFBGAsywFCHFmA6bpRap9oWwJRXBrI5gdiEHcPW78iMxvUaFOTVR6MgOQSEzg8fSSQ1494lOPH2XA9u7NRjH4k0RgvEDpHVxJoQR/540Pz4wMxqrmNkLib1%2byt9/%2btJxbUs9hg610f/TAJ1mBD5HeXuF/v4DWt1Pj9L%2bPoQBOr9BZoPrD1Aiv36F0/8vhv66APffX%2bPmtf/iJo3STUbjm/f0S8EIh7rx4cJqGGQ%2bSFKHIytJS/mlAtGAxYsN4NdJHFBSlD/y6UO6SlRUsnjkEu/mOCesCQ5CoBWpZhuaaeP7S1Vw0SzVpylRnSKg4M%2btoHGiy/To7WjFq4cKsLBOAQt/qYk6b2WBQmZSiZl0XkkKGiF%2bX80AFDTSA0Vk1pkuFR6bkIrrZPShA2M44QlsQi9jcJ%2bk7e7/rIP7pc10ftsZiHaRJJfixrm1tMdnyRGnWPRuRuUTGPjwPtx85S76h/mSLA4cmwqcnIa35ldD6TuC0w5GukErHaRqCMM4hT/dYQgMETRwpgRuQLh0s6SRUteUp2fR2ciwO1FUWIscWwLmji9EX1sT0ixOqgo5gKohfIMgxAzW5rFvlhEzK0NgYdoTsiKdENFhpTHnOxJNcBJ/aSQbI81SZMBwBHveDifxN8%2blxP1tZlwjtocOtEkNcB/vJRx6yAnchlNT4T47H%2b6nlsP9/Ea4Lz6Ca6%2bx2HML8M0dHfhlRzfAMPTnQ0tx7Rxf89Bs5oF5uHF6FsAtOjIuG77DbkNMKL1/XCziSb5aKpE2zA9xSuES6fRS4ugQFUyo9PvOYMyuj0VDcSZKC4tRXlyAzGQDijNTUVXegZ7e9SjMSoGDiuHUy6TiSy0R8DizOJbaGEDTEUSZC5KYVVjNtAQNbIZkpBpipCOyOPqAWPJAmO8wOLgNczKjsaEoCr9trpUg4BYNOMYGHO5mM7gJD9EX0BZLNvdN4v6vD3Hj%2b/O4tn0cBra20C/wdcdn4vrOTpomTv4/jM7n2DA2AWfnoC/TAP8RnohmKEqMUSBZLUM1sS4OZjS0ycIUpWtFImQeoUMtsipRnuNAljURGVYjivOyUF6QTwWJkm7YdHf2oqqiknUpkMZUa6eqtOVF0wozNiZFBd4qPFZsAKWFjbBxzcQhpcsQwRcHS9FXyyaoAkYgOtiXhChHhzEAX68sA%2b4Zw%2bkTAg/0c/q3YDB0ZhqGHp5BOCzC4Pm74f6SUfjyeVx/Yi1u7miGe88YDOwgdHaNwY2j0zD4zkFK6RLg8fn4%2bWAfTZY/QgK86Dz9Ea/khtIIJWsUMKp1hIEvyTCQcA2iCgQhmba4rLgYhXnZsMVHYWxbG/r6%2btA7cSI62saiqiAPDTVVcNIllriSaYJCkB7PjMEAJZ0J2v7FvGiACDvismvl0uXSh0m%2b2xwVjPhwSqDMm03wQngQiUTpjVem5mKI7m/wBCf60GQMPTiZj1PYgBkYOjubwYcK8Mw6KQni0wfg/vwJ3DyyAEMb23FzXTvcW7qAIzPh5mtukjvw3FI8vXAUZCNvh0rmR9z7w6BiCCLW9ZHhiA2TSWbIHC2X7LFQA6suGo31LVz7fIwZ3YLJk6ezAVPQP3kGZs1ZhAldPZw88wQHOaPBiBmjogkFWmiGJo9bhQdLk7dKxdNd6RQsPkR6nq6VSRthove3qBU0I/7cAC9CwRNR3rfjrloDU2ADBu/tZKiZKk0epzjRh%2bn1H5%2bHoacE%2bS3G5QOT8OeB6biybQb%2b3jKdkjcL17ZOx%2b8revDjsnG4%2begKDDzGBvxnMZaPSsEIDw/EyAOlM4HEKDksnL5GHoSoYHFQ4i%2bdGcaFkq/0GpSX1qOzezqmz16AmXPmY/b8NZi//C4sXrsbk6fNR649WeK3DA4zi15ASGd6PNUgQSY2IEg6Fhc3JJJjw9gAsi7XyC4YMy4MmYZIKoCwnsEocZgkCxxJGIgtSI4IQgeD0qV1Fbek8PRkKQ8MnpnOBkxn1J0PPDEPV3ePxRsTXHizPhUfVNvx1bhS/NQ/Ct/1VOO9Ovr/Bieu3s/k%2bOxi3CBscjWh8B7GDQj2gTrUX2q8hTjPtkXByiKcJiVykhXYumwUxo9p4vo3oKWlEw3NY1GYmYGSnDy0No9BS3Mzipx2WuVQBiqFVE8K60oTxogNyGCA8hCEZ9NGIUnPRBhv5JpEIIvElxqvlMxDXlI0bOIEmDnAoYuQGqCW%2b0DpNwK2SBkKaSkfpR%2b4eTdhcJIweJSG6BE24RFuwFPz4H5wElWig2vehX9odW%2bu6YV73ngMTqV5mtKFm/O6aKb6cJPShxeX4LlldQgYNgxynxEI9fek/Mlg4lCMZPr9a0pxZGs5zj82EX99u4mG6hC6WwuhU8YxqitYR4h0L0MM1cEtdtACC1VzEMrpbFwmA1eemVnAqJA4IJXf9xDdTYpPQ6LexcsOUzT9tzESLfkGTKvR0mVFSFqbphPbEUL2DZYORJR%2bI8kLchRGjMTmcg0uramjAnRwCyZxCwQEKIPcCPd9bMrB8WT9cbTBU8jySxiHyfaHaInvmY%2bBE/NuuUR6CDw6DROy9Bhx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s2h0ccHLrqmsHgk%2bHQJJio7KuHnx8ZENW7E70yzgx7AXyZXxl%2brWcxAssfLm6Wfzz17n2zo43RdD8SmQpvL4UVpdfCS2ogJfU1JXDGioR2IZGeh2pCYGnQrFUGL4JtLVYKhx0GkBLq8Q0FcHJRXBKEaypGEEHQPTNVL2KatHznWaJoUUg5FMIZAyFiuMLWTwBD0thoAg0dCMbQ%2bHDiOxydFNxHb0Ew63AsrJePrl6Znfsse1HwwPu7V%2bfdW77u/Pb4raufnpyW%2bH5rdSMC9Kqx0p4sotVbBUgeKhsDbNKoxL/6pdFUMSyCqoLKlGF1chiKDKvHPq%2brOZ9aVVxFQLM5hoUFoUng3SCYchlSFxxLbawGlNUg/lYi66uJ5YhiR8R5BJkYxGM/BFJKUHSIFIZUyphCsUsNo9GZ1AaaSQ8mYAj44lNIHlwRdC6vOr6EgShvJ76EdlYjmZUNLBhjeKSitLY49sexB3IvHni2cktKcc3vjq1Ke/8zmdHgo%2bFrCyM3a0svWfCpvcrkSN68oSDZWGX2HlVBlnjT59nNHpDcnZxbhniQzkAnlNcnV1U8b68sqiy5mMVtLQGRqTRWiwuhd7GlWsauVI4gV6DbcqHYz8AJzB8MZJcUEsqRpBBOgAgOptdC5ZfjVrWrAL1ssVkMtsdNrfb5HQIlSoEgVoAxWSX12V%2bRLwqrntVjH5dRiyoJaY/v3M8YkNuYiwy7XrNg1Mfrxwoit2Zf25L%2beXdWae3ZUdvs6OS%2bsXVg8q6Lz7TQk%2bzz0r3WWldWuLsWJe0WZOWW55ZUPumqPZdKexVfmVWfnnmh%2bK3xeXZhSUfq2uFzS3G1naDq90IcLZprU612S7XGflKNUOiIHDEqEZ2NZYGnHyowUIMDofZ5bK0uq2tbXaPx9HudXm9rV6vu7PT09Xl9HZobXamRFGFob4prU8rQLwsaSiAoh/fOnv%2bYMjHJ3GIpCt1D882Jp1nJ8eIUmOYicd4KWcciJQJLWGxTTjt5P5uwvmrcet8j%2bqnEetkl2J6wMIUqZ5klWXm16Z/qM4pqcnMK0vLKUp/V5z2tig568Pb4gqV2aU2tzVbXGqLU21xaMyOFrNTa3UZ7K16u0tnc7RY7Uq9SahsoXDFEK3ZprU69DaH0eEwOVvNrlawRbe2tVndbTZ3m73N4/B4nd5Oi9sjbjE2NIFSzalCoU8e2haxdUPq/fi0qyfvHN6ScjS8NHbXq1M7U49vzT23C512nfbusQn9ukNOYKNK5ai3XRr8uFfmURO7rQICXXj/ZUnCq%2bJ7GYWJrwofZRY8fVWQ%2brYo6XX%2bo/S378vhcr1Trnd9bx1yvU1usMoNFkCzEewr7RqLo2WptX%2bX7YIoDWa10doCbFgcAHBLb3cDrwZnq9HlNrnAxrXN5HKbXW2Wtg6zy2PxdJEpjZtD1iQmPasoSM%2b8uOfxkZDHh0KiNwee3bj60d71Z/aEV987V3x%2bR9WVPb0q3NyABXrlIB%2bV264hSnFvO62Sahzt5osP914W3EzNvfY85/rznNtp7wA3kt%2bkF1Y3CpolOodAYxVpbCKw6WqxSlpsUq1FojVLdUY5OJPogROg3qkDUp1uiFSjl7XoFTqzUm9T6W3NBnuz0QFQm50tVpfW1tpibdVa3Tqbu8Xm1lhcxrZuDBqReOV4bvaL/McxmTE7o7etO79tVVTYylcnd2jy7lY8u4G8eSQlavODgxsFZSk/jztMTFQ/OPNg8nh1mQ4N5yOScDPt7b2XH%2b5kvL/94t315NdxjzOupWRXYGkclQnAVBhYCgMbIP8jHIWRqzDylAa%2bSi9oNog1RqnWLNeBbY8Vwpdp%2bPIWgVIrVOlF4JnaCB6LNQap1iTTmWV663fsMoNdZrRLdTa1oxuJgJ8/ugNDbqhMjkuL3hq/N/TCljVHN64pvXSok5wvhuVB75xIidryJHofPfehlwt1KxsnnTz0u8elqZctGuGbcsS15Dd30t7dAeqfv7nyLPNNGaKWxAa6aZIWmrhlqZVoaGJNk6SFDhC10EQauriFIdYyJTq2VMeVf7ehNkg0RkgTX0oXyBhCOVOkYIub2ZJmlkSzhLSFI9fxlAA9T2UUqC1CjY2vtkl0XiZfcf/ioZzUu%2bj0q3kX9hTE7HhyePONyK20x%2bcG2TW6hnxJ6QsLLMtV/3bBxhqycMa7df/3X/9qcchOKEwa8RpT8yquPX9zKzXnetKb60lZhTAcOL6wZLqmJfWaJlEzVaSmLrXNFKGKIlA2CVQAmlBFEyhpwmamRM2VacCIi5uXgGBpXBydj2cIiUwxmS1rXEJB4TZT%2bZofhyaGWMeQ6JlSE1tu5ShsXKWTr3FX5GXAUuLz4o4kRW1LitqacCC84soRa1ny72d6x3SN%2btIngzyoT4yaVBOnuwz/8PupP/zd3O8WezrYUC2y5EluGZB%2b50Xus5ziKhyVLdcyJBq6pJkhBqjoSygADLGSKZYzxFKGWAY6LLH0OzK2TMGTKQRylVChEik1kFoiA05iI8g8ZCOvniLANIl/nIaILAWJo2rkaSh8LVWgaxLpaUsnLwtLZuVp2/F1NdzCx6SnF6vi9tXE7cXdPyl%2bc1OXe%2bNvZrr%2beqpNX3Afd3GHLC1uRIL533/z7V/%2b8O1f/mHhq8/kqE43SbjPPlTk12CgeDqJJ2XJW0Co2VI1SwLkKtgSOUe6BFsi5UikXKmcK5VxpaAj4ckk3O%2bADl8u48mkIoUMbPchFQ3kKiy1Gk8Hez0okQVfcgJOQGJMk6SBLsOxlAROM4mjIQMbQgMNnIClRpaqlcMXiQsfCFIvcJ%2bcIt7YC7sWWXfnSHPuDS8%2bT1P2gpZ25ePpcNS57c3Zd3/p1f3ht2N/%2bP3kYoesl1zSM9BfjqUSuFIyT9bIl1GFCpoAIGeIlmAKpUyRlC2SsIVijkjMEUu%2bI%2bSI%2bVyxkCsR8aQioVQilkkBEoVUqlBAytGkcgypAkuuwJOrcPRqsGslsGvBWYEsQDaK66ngaCfDAhusZiJH3cjTUkRamszGFSklpQn0xON1V3bXxO8uvXLw/YW90BsH8Q/P0N7cZeQlVd08VnB8I/FqZD8X%2bo8/9fzTX0/%2b9Zzn7/5qrtvnryHQ6mk8dBMfSweHQyGBBbJXQGIJG9lCCptP5fCbuIImDp/G4zEFfLZQwBbxWCIuW8jjivnACV8iEkokAqlEJAU25JAiJL64jlhcTypBk0vrm0rRjHIMo7yBVYVnQ4k8GEmIoIjraBI0Q4plgWWpmcxvoYjNbLFGUvGUlHCw/tY%2b5L1jlOTYxsdn0dePNNw8Knz3QFX7pjHjRt6pLdVnt3YyS//%2bc%2bc//83U3/489K//5x8d3s4SNAlJYSPJLBSZXUdhoansBioH28TB0zlEGotEZzWyuI1sLoXNpfE4DD6XyecweBw6j8MS8ABsgYAjEi0hlvAlUkheNeodlPAOin9fi8%2bHEQvgjUVISjGKVlJHL8cwq5dscGtJfDhVhGJKMeDozVWRhNommVlU%2b4qRFFV3fc%2b17euqH8cI8h7yXt2SFiRr6/NViFePDu94sG0VMn5XF7vo7z%2b1/3qha8Cj%2b%2bc//K3CYCyuI9QS6DACHU5kIEg0FJkBqG%2bkYyiMhiVo%2bCY6gcb4AYnOJNOZRDqDCDpM4I1DZXOaOFwGDxgDqSWGYCvSK6sqiuGYAjg%2bD0bKRzQWIho/ohpL6xvLME0VOEY1OLyR%2bLBGIYIuRrKkWK6cKFCRZQYBKoedHo25HVEef/DRwZ3ZMftrHp3HvbjDeJ/KrciuuB/z9tAG8btr/fyPfztjnxpy2B2Gv/%2bH3yt1LblVqPJ6chWGUrU0/cjVeDIU11iLa4ThG2E4MhxPROCJSAKpjkiuIzbWk/5MA5kKvAFLFCabxgFh4bIEQgix5AEqPxFV/IKIzIfVlEKRUBgaXVJP/oimFKMppVhGBQgCOKqSBQiqGMGQoLkKPF9BlOqF%2bGJBzkXi05OszCvUp5eQFw8hL%2b7nJ8YO8zC/G/e2gxPfrQNOdHo3u%2bCfv3r9Xcb2Nvtvf/vt17/%2bmS0SlddU5lVC82DoYhSupA5XjsJX1OErMQQoGl%2bLwcGweDiOgMCTEAQSCtggketJZDS5EUuhEmh0MpPZxGbTuRymgAPSCYIuvF9X%2bLAs8yb83QNcyXNS1cuGsgxU1ZuG%2bnIEBlOCoZdjmVVEdi2ZA6PwETR%2bHVOC5SlwIj2PhhUXXWNlx7OzLkve3RSkX6Q/O8t6ftZDfP%2b/ZlwLrQIzMsNLyJ404f/pJw%2b/EavTNf/yy%2bJvf/vzb37zdWykR6eTYQjoElhtKRJTjsRU1qFr0A0w3BJwHBaJxyEJeBQRX08iYsgkXCOZ0EQh0sDZkE5lMRkcFovPYgnZXBEPUvHmcn3hfXL1E1jurYaSJHRZRm3%2bs9oPD/DlSXzcuyY8FIOrr8I1luGZVWQOvElQT%2bPgSUQBt1Ehpssx2aKKBNbreDZQ//xs09NoKyJj0kj8zbD2d2PGL72SUQ3qlyHZQo%2by%2bH3epbg4u1W3MD/%2b5cvcr37107ev88O%2bNhy6rKS2thyJqkAhq%2bpQNWhUbQMKjq1D4uqR%2bHoUsR5NasCQ8bhGEpFKJtMbKcwmGov%2bwwBHwOWLhZAXD469eXK0%2bm00oeI29M01XGlSefbD2tzEuqLnDSXJdfmJmOIkJrEaS8KhcShYZX5NURau/BUT9aaFB1MyoUJEKuP9DVrqeV5mnCgzdpBX%2bash9S9%2b9W%2bnzAvd/G9D0i%2bDMsTH3BdpmatXra4sL5ubHRkZ6R0c8PT3uXu6bFVVHz6UlZXB4WA3VI6AVSBhlSh4dR2iBo2EYpBwLApBqK8nNjSQCQQyiUQ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h/PhIaH4%2bH5l%2bnQeNvPlDv5Qj1r40Vz/L6q0oCukgQUOwPpGWokfk%2bcHUZhQz6fnpqNjKJc3HnsdB/GsIDZ2Fz4AxEzvDH6vHeCHJylFgyehT2LAjCuY0ROLOOBHDedgbL9RO8sXHyOBxaOBenN63D2W1bELsuDBnHDuLKrkgEjBsv%2b4HwlWEozytDXXk9mmpa8LDlEYLYPP3ji6%2bkMvp/y5hG4fp920eBb76V6PtNX6KfEoptFfVeozDoU28KPwOaf5kBjU/HQKOXC9S%2bZixgPu8iQKF1QvW9BQxSU8fX/%2biNZWxfC3PLcTslC1npedi0djNWsmqMCp6LQHdXTGAf4cqCZe2MAKz09MRSL0%2bci4pE6bnTKDh1HPHLl2Dn5IlY4%2b2JGS7OWDNjNvYsnIeEtctwcccW3DgQzYB4CCumTWP3aIOx7l4yI9TRBVrq2/Co7QnOJ12kZgcqAjm13JeCd6FfHyW%2b7fdfUNHs5QnNT/wx6C9zofHRVAz6%2bxgM%2btKdgdCC/qMuTVxoW5o7Na6mphiFJQgC%2bnz9LTat34LSwhppBWm3MrFmySrsXrsa66n9uSyXp3p4YwQzSOzGLdgWEIBIpsWME0fRnJaC%2bpvJuHcsBgkrl2HzzBlwYsaZ7TMNJ6N2Yuv0ibi4LRy3D%2b9Bybk4xISFwo4t75iRnnSDVBZPlbhf14on7c%2bQeu02laPJlE7h%2b/ZHH5p8374kQI5K9KFV/AkqOr0mQetvc6H1EfGpP7Q%2bnwitL71Zv9vQ/0kAta0qhFdT6wEeZ2DU0NDAN19/jfXhm1FeWoe71P7ZxEuIWLISp3Zsw55VK7BvVSh2LVqCKJr5yZWhiAkNZVpch5z4U2hOTUHjzWuovc7swRR5YtkKREybgdiITUhnsXRhw1qk7I/i3FiUX0zAbbrC6OEj4MbyOOVyCgqzitBQ1YSnHd8x82SwktWUwvdjkOtD4fpQ6z3xARlKqOh9EQjdTxZB97Mg6H4%2bFbpfTIXOlwyGfeyoeUEAA6EqAx6rQw1GfQ2OagIkYRBTy9e9v8GaletQWVrPRWTh4J4jCJ27AJdiDpGE7TgeuQnx9PWzGyJwev0GnNsRjaRtQqh4tDLlNd28jhZaQtXly7jJ/iJ1zz5kHD6M/JPHUH42AcVnTqL62jnUEIXn4zFznA9mMhBmMNvkZxagqrAaT9ufI%2btODrOSNvqRgP79BQn9FOjbTx6T6Kc417/fe6gY/X0xDD9dDP0vZkP/yxnELOj9g67Q116WxkJ4oXWhbU2mvEGE2BZEaJKAvvSjLZuiUEYXuHE5FdGRe7Fq9jxcZa6/dvwoLh3cj8u7o3F5exTSDsfi2sHDrPejUJBwGs03b6HxWjJart9Ae%2bZdVF1JRmFSEqqSr6DmOnHrChrSklGfcoVWcg7FZ%2bOwcvoM7JizAAVp91CaXYISQmSCnLsFXJuWFFoK2b%2bnsAOV6P/hOULF/O8rYPb5Ihj9YzaMv5pDBMHgq%2bnQ7DdE5n81QYC6QttdBGiqC7AWYGEhXCTmwFHkZhXjyrkb2L11P0ID50kLSEuIR9bpJGSePIGsuJOs/k4xn0fi/I5d1O5FNN9KRc3Fi6g7cw5tqXfQyQ70/p27aLqTjpasDLTcvY3m9FuSgMrLiQyEh7HKbwp2BgSiNDMflfkVkgBRD7Q1tGPYUGe65Lfsa1QVVtC/34cEsCYY8CeoWH6xEuZfhsCs9zyY914A86%2bCYfJVILT7OUoCRNTXoNCimtJklaU5iCDTYtQgAfq6%2brhOf8xMycb1iynYtn4HljOKn9u3F%2bf27MFNaj07MQnZpxKQTMHjw9cj7chREnAe7RS0PS0VlafiUXLsBFrTs/Awpxgd93LwIDMdrbdT0JSSjFqaf%2bnZk7gdux/Ri0Kwb/ZslAv/ZxosY/YpJxHfPXyB5UtD0avXV7RYDQwYMECSIEYFVP9XqFh%2buQoWvZfA4utFsPx6CSy/Wgqzr%2bZBt5%2bzrP5kBUiBdTR1oM1SU4ulsYC2tq7Uvnh/kH%2bvGClX7%2bDGpVRsCY/CPDZGiTu3I27zJpr/btw5ehR3WNkdW7ocy728sJ7p7Pr2nUjbtQcH5gQhlc1O%2brbtqKVVtKZS8JRU3L95g%2b5xBXVXzqHyQgJKTx/D9f27cGjNSuybNQtlWYVorWthDKhCWV45Ou8/xtmkC9SqiFnqGDhw4HvhBwqwYON6/wwVCxJg2XsZhRdYAavetIjeIdDtP0KauNC2NhsjUWeLeluHozYJ0KPmRb6dPycYpUxHt67eZst6E4d2xWLORD8c27yRZW0kzrLsvbZ7F65t24qY4IVYz1pg5kg31gJjsZnF0p7pgcg%2bGIP8mFjk7T%2bIpktX0HztGhrZFNVfPo/qi0koYyAsTojFSQbT8IAZOL5kMSpzS9DR/BBNVc2oKa7B/ZpWFLM40mOjIzSrqqrIXqKxE1BkM3VJjoCaEio2fw%2bHVa/VsPoqFNa9VxNraRHLoDdghBRei6YutK9H4fWUDYeAeLGoPnAQ9u%2bOQUVhLdKu3cWVM9dw8tApBJCAaKbARGaBxMjNuLR1qyTgyu59CGN8EH28o5E5gidNQRLzfd2NNLSlpSPnwEFUMjvUXziHuotnUXvhDCrPJ6Ik6TgyY/dh1fTpOLByJdIOHpAEPGYB1NH4EM1V99FcfR%2bVJTUwNjKj6Q%2bUbqCmrFxlGS/jGYO6mgLqqoq3zyp2H2%2bHzWdbYft5JOy%2b2ExsISFrod/PXUZ5bRIgBJYEsCsUo%2bgOBSnmxpbISLmHwntlSL%2bZg8tJyTh97Aymj2fpO2cOEqj9uI0bcJo4sHoNQqh998EOmM3GaM30Wdi6YBG2hCxix7gJWfGJKEpMQAEzRxXTX9W5eFScZWw4fQrZJw4jbn0Y5o8fj8vRUai4dAm1RVV4QgKePHhKS%2bhAa0Mbqktr5bsBVWpbBGnhvprdjZvCmjU4qqspHvwIqNh9tAv2H%2b/CkL/txpBP90rYfboVRt%2byN2A7rK3UvhC6C6I1FpnA22Mcypn%2b8jJLcDc1jxZwHWdPnEPwrGDM9/NHzLq1OLx6FbYtmI/x4qMJewcs9ByLaP9AxM1finOh7AXCNmBrcDAtYzaOr1%2bPrNhDKDp1BEUJx5Affwx58cfZE2xC5PwgLPXzw4nwCORfuIrG8kY8bn2MZw%2bf4Vnnc7x8%2bj1yMnPZ6xu/d1nptrowNmTLbmgk5RAK7YptAir2goC/7YXDJwcx7JNYOP0tFkM/3sdM4M/JWt3mLx8gKF%2bFiycqwqdC5i9GXUULcu%2bWIDuziGnwOpKOJmFz2Bb4svzdOG8ODqxYioUTfDDcwgoT2chMt3FAqNc47J49B3vmzMNmnynYRJdZMMYboYwJZzZtQkHcEdw7wTQasxcpMftwJGwVVk31R9C4idi2KgJp56%2bjtboFjxj4Hj94Ikvhn79/g22sRwZ8M5DuSUvVUSjNytySivKEq7MLTLhuPZIis5jSIlQcPt6LoZ/EwPnjkxj51yS4fXQWI/4aD7Nes6HDCbqauvJCRnqKx8gC4iGj8K91q9ejue4hinKrmAnKZDpMPJrIHv0qpo/zpeATsHvpIgSx%2bfG0tkaE7zTsoHXsm7cIiWHrcD16FxJWR%2bBE8AqET5yCBVzokVUrWQnuQ9bxQ9T8RsRvjsCupYsxb%2bx4zJ3kjzi23fdusEagzz9g7m9v6MDD5k7ZGA13GA5V9vlC80JhwlI93EZjWXAIfFlBikdlBloKKxBpXIwqwz6OxYiP4jD6ozMY88kleP39Gkb/NRkWny2BjtL/xcUUX4co3%2bWTABFYwtduQNv9pygvrkd%2bTgXjQBZb4QvIup2HFRRqsosbwmbOxHymvilOTtjCvv9CWCQKd9DPD5xG/dELqDt5HuXxrBF2bkOE/2QcC12Om/t2InlPFBI2hePoutUIp7VMcR1N7YfjWvwFVoHZaK1tZRpsQwvHZyyFTx46wf5lgHxYI9YshBdvjmZOmYZVC0Mw1s1d8c2BiF%2bUS0tDSYD7X07D438uwvuz65j0RTqmfnUPkz67C%2bu/hXOCvtL8DRUfNCifp4uHjyIGBFOTbS1PUVHehFKSkJmiCIQZt3IQtWEn/Nw9MWeMF%2bZQs2unTsM8bk8a4oipDk4IdhlD05%2bOQwsWIil8DTKO7Efyrm04vHwRzm2l5jeso7%2bvQfTiEMybOAmhs%2bbg8vHTyLiUgoq7RXhQ3y4JaG/soBW0w2/MRKh9019BAGOAeE/p6uSCWb5TEDRlMlzs7eR7S/EcUKsnAZ7/cwnef7%2bJyb3uIaB3ERYMqETgP8pg99E2aGsYkAB9JQHiqw1T%2bVLRzNhcBpoZUwPR0vwYtdWtqChpwJ0bWbjKcjglOROnT13CVDYtfm4eGGU/FGHUYtTixRhtPwTGOrowo2sNNTTBcrrJxagtuHPkEM5v38ZWORBHVq/ACWp%2b%2b8IFCGFRNX30GKbLrSii5gtu56KWhc%2bD%2bgfM/S140fkSCTGnYK5pIF%2byitRmxBrFyW4IxnuMQdB0PyyaPRVTvEbB1tRCfr%2bkw7UL4bVZ2ap4f5qMCb0yEPB1KRar1SLcsgNhZg8x4tOD0FY3pP8LXzKWgpsYiMfOZkw1loygWli3ZgOePnqFOgakwpxyZKbmsCBKx63kDGQzMC4JWgJnBr3hdkMx19cfCTvY4y9cjGDvCVg3NQB7Fi3DXba9TXdu4yIrxh1LliBkwkRmhQU4sHwZVjAo%2btKKwmbNxr3EEyx/i1GaVYrWimbm/w6p/aqCKviO9oG1iP5Ma%2bJB7lBrG0yk2y0IDETYysXYuoEVKElwsbGV3ymJJ9jaXTHA9/NMzPyqCIs16rHJ7hGOBL5GXPBbTDO5SAswVnygpCceOZtJyGfvRgoryLydjSed36OMlVj%2bvRLkpBcwDmTjblo%2bmhs6cT7xCpztHBmcHDGJlhARNB%2bbguZh95JlOLJmHRIit%2bHywUO4HhODYxs2YvXMAAR4eiKQrjJ/3HhMowZneI9F4tbNyBe1QU4pGkob0cnA96SFRRCD346NO%2bBq6wQHrsdIcxBsTIzgM5qBb0EwNq8Lwy4G0l1b12Ll3KlUhq18JK4nnx7rSKj4fpGBmb3zsVCtChFW7Tjs/wrHAt7AVy8JOupG77/QMlS8cbU0t5LMRYRtxA/fv0VtZTNK2ZMX5lYwD7MeuF0g3aGJBJSV1GH6RH/YWdrBy9kNM0Z7IZAaXeIzGaEMTstp3uHs7HYsWoywgNmYNtoTE1xGYrq7B2Z5j8cE11EMgIHIYkrMO3MKdWx62us70Mnq73n7d7IBunztJqaMmwxHFkCDjQwxmsE2hP3F1vUbsXtbFHZGbsDG0BDM8BmDwWaWMjjqKgkQo4rn52fh0%2bsa/HvfwZz%2bRVih14glak2sBaKgN0h8o2ckv9ETWhcfJxnqG8ovO1uECVILVWUNKCuqQVFeFVviUhJRicaaB6itapPPCaNWh2KEgzMcBzvC2doO3mxZp7t5Inj8ZMwa5YW5XkxvzO/TPcZjjJMrvIa7YerosQjw8uGxMawk18mHIgWnT6IxvwQvHr7Ey44XePnoe7x%2b%2biMaGlsxY8pMDDe2wqghQxHAoBcRGoboLVGIDAvHIrrB5FHucLSyld8tCGWKwN5NgGu/gxj11TGM%2bUcSxn15Gb5fpsL7o2RYfR4sCwrx9lhET/ERpSljgPgWJ/XmHXz35AfUsQavZkUmCCjOr0Yea4GqsibUV7Xi7p18%2bXwgielt1rhxGGYzBMNth2GEnRO8HEcwQ4yB11AXjGJG8B7ujgkjPTHOyR2TXb3o996YPHI0NrCcvnv8AErYCpeeP4X7Odl4%2b%2bM7/PrjW%2bIdfvnhHR53PEf4ijB42g/HBFpX8KwgbGJtEbk2AkF%2b0%2bAivlIhOTZG4qtXcxjTnQ20DWVw19XSh8oIm80YprEUTqqhcNeORIDTMYw12QmzgR5MGQoCLMUnJXqm9GVn3MvIwasXb9DMNNRQ0yYFFnVAMS2ggLVASX4NSgpEeVyMfFrElZiD2B4yF97DnOFgZgsnawd4UPDAsZOx2D8As8f70twnwNfVE17DRmKCswemuo3Biil%2buLRjE7V/jMLHoepKIjqK8vHbL3/g7c%2b/4e2bd9z%2bXeKnVz%2bjtrwG1y9ew%2bE9hxCxYi2mjZ0EG2YtcwpsbSpe4dnKT2kkASIQShIMoDLFbz38J7f%2bgy4AAAq6SURBVC6Gj0cQi4ZV2LA%2bFvODNtJc7OQ3tWYG5oycRnBzdkdxQRl%2bfv2Wpv8Ubc2P0FhLU2cpXFnSKIUWY301m5LyZhRll0ty0k6fR%2bya5QifNQOT6Doj6AYjrOypfWfM4SLn0hUCPMdh5ihvjmMRwopw46xAnIlkzZ9wmMIfp/AJqL4cj6d1Nfj93X%2bUwv%2bBd7/%2bs5uEf777N/71%2b3/w5kexvg5cu5CM0KWh8gGqiZ4ZtS6%2bW1J8TiPSur62AioREQewa3cSNmw4iKA5qzF39mqMcZ8MfS0ypEkz0dCDMzVWWVKNX2h2nQ%2be0exe8ibP0d76nHWAIILWUP2AVsHWlAGqkdZRXlxLq6hESXYxTlEY8W4vesEcLJvog7meHljKMWLmdETNn4edC4OZ/2dznM8aYCk1vxHZJw/S9I%2bh%2bmoihT%2bF%2bpRLePP9j1Lod7/%2bgd/f/gu/y23FviDll5/oGrQOQc5//gDn/BOd7U9x42oaVi1ZDQfrIUztOpIAY10Tad0q27ceQmzMGURtPYjguSswaZwfvKkND1cWMCNGwWOkB5udfLz96Z94wgD07PErPGXqe9r5Co%2bJTkbiB61P0NL0kIHxIe6L/pzbojYoY46uq7yPzKs3KNgSHFm5ALHLF2B/SBAOLV6A46FLkBgRivOR4SyGNuLari24fSgaOacOSeErLp5E1cUTqL15Aa8ePcHvv/0Hv735XQotCegBhTUoiBAkvPnxV4m3nP%2bvdyTj13/TMuuxenkYCyUTFk060q1VjseeRNzxeBzcF4PoqGjs3LoD0duisT0yCutWhTG/F/DC/8TL737E9/T9Z09es/1UkCBqgMeMxp2Myu1tCrdobeqUZIgYUVPWiAqmyDoWLrcvJuP4ulAcXhqEo8vm4djyYBxbsRBxJOb0%2blBc3b4Bdw5sx71je1GQcAil545K02/NycBP372mkP/u9nuh8XdK7f%2buRNe%2bIOE3znurhLCKn39QkCGI%2buO3fzNA34M3M42uOoPgnJn0/Wmz4Dd5Kvwm%2bcGfGEdf9KQFnEs8j99%2b/RdesdV89eoNXpCE509fK4SnNUhLeKQg4REtob1VQYK0BObrBpbI4rm9eINTxUCZl5aLK4ePID5iDY4vW4Bji%2bfiOIk4HbEKd2L2oPBMHMovn0Hd7Wt4WFaEV52PJfnvuAYp0C9KAijk70oreNdD%2bJ5WIOZ1kfDrm9%2bkVQgyfvrhF/zx%2b79pyS9YKG2BioiKhjQFY1HpMc1pqmoz4I1C8sUbZO03vH71ixT8u%2bc/4MVzjs9eS6EFAZKERxwfE50v6G/PZW0grEBYQGNtG%2brK6mW5WpFfiUoGyjIi/3Y%2b0s5cRuGtdDQUluPp/Q78SC3/RKJ/fvUrY81veEeN/0aBxMJ/VUb995H/jx5Ck4zugPhHd1B828MKeuIXkvEjSfiF1/z5h7dQMTMSn5fastCxlNgWGY3nT14xooIm/5MUXOLpK4nnxFMh8MPvZA4WggsCHj96gUcdz/Cw7Qke3O/EfXZoTezWGquaUVdaj5qSWtSW1nGsQ2VhLQpYM3Q%2b%2bI6L%2bqcU9C0X/avSf7v8%2bK1S%2bJ6QJLz5XSmsAu%2bU%2b8Lfu7Xe4zddwVFuk4A3ggS6xOvXPysIMGaqG8Ycn3YzQwYaofWnT77Hc2r7mVLgpxRQ4IkQtPM7CvucAjzFo/ZnNH9uEw8fPKEbdNIN6AIND0hAK5pqW%2bST28bKJjQIVN9npdjKgNTAeZ14Qy389PoNx1%2b6A1c3flKMwod/5vmfe8wRQv3y029KvJXo%2bVth6kLT4tpd6LqGOP6DAI%2bpmJvYsOMzxun48/QNUJPfSY0%2be/q9JOEJfeUxBX5MASU6hbDUNNOL0LYEtzs6iLbHeNDSidbmDklAc30bYwEhHlwIcLuFx9toIY21rawkW/D65U/sKX7CjyxmutC14K59cb4Lf57z4byf8ZpzXnWB13798kcWbj/g9YsfFXipgDj/PUcVHfbRM/wDpZYfUThBQDeEpoV2adqd7U9kThV4yO221kdSkHYBbj%2bg8G0tSu03KoTvgiCjrakDD3iuveWRvEYbx/LiOhmMXj5/1Y3vGQvEgr%2bXeC33u45LvFCc/zPEuRff0U0Fnn9PvJJ48YzbT1/K8c8Q8%2bgClvKdvjBtoc1OmnSHFPSZNPHONoVmhZDd4OJb7lPQpnZG/HYGvQ5q/aEcxb4koKENTfWt7wngeXEdcU1pMQ8Uj9KExYgFPnv8HWPPC/YYL%2bR%2bN7qOdR1/9lIu/IUQ8tnLbjx/%2boJWq8DTJz3A6/bEsx4Q%2byrioUYHfbeJC26jUAKtXNSDFoWgAiKoCbPuQktzuxSwgQIqhGylkG1ScGn6SuGb6lsU58W1ScDDtkeMEwpLeUCyy0sYHCsapRU8eviULvaMwVWBx3%2bCPPboucSTxwp07XfhUeezD9DJaz7seCJHCW4/kpYs8FhCpay4CjXVrOHr7kshmhpaJe43tkm0ND0gKHCTYr9ZgOcb61pQW83Or6aZTREDW%2b19Br2W96h9f0wQJK7R3iKs4BGv9UBaUBULJNFAiQWJ4z0hgmlHW0/w2AOe46K78FCJrn1xvv1BZzfa2qjM1g45Cjxgj9CFtvvtEir1XGRxUQVqaxTC1FGomqpGhWBCiLr7UlgFFEKJ4%2bJ73%2bpK5vgKarGykQGtSR5rUP6uobZZzhW/k9bAvv0%2bSWxpFsJ34N7dAmzZFI0MFketze3KBXFhLcIC6Vb3xbz3aOV5cbyt9eF/QQjZ2tIhz8v5LYrf3L9PZTVTcc3vx5YmoVxhlS0SKpUUoDC/TH4ZXllRh6ryWlSU1qCCY01VA2pJxgeoVIw1lQ2o5JzSkiqUl1YzrdXJY%2bKcILGbCJJWX8%2bxXozNEm3U7ro1m1iXRyDtxl35u5ZmxcIUi%2bXimkgc0dhEEpXb4lhzc9ecVsW%2b8pxEI%2bd3g79rUNy3Qdy3jgqpEwoSihJrFGiAihAgN6cY5WWs0tjxlRVXopjVmbCKSvbYVRJ1EpVltWxxayVJYhSCF3FuUUE5hCuJ88Iqqqvq6R4kquZD1PCGYkH3sgowL3ARZk2dh5WLw5B6I51W8ICENbKTbFYuuAl1tR9CHKuvb1ISqdz%2bX%2bYJ9LynQHU1LZXrqq7kGitqJKrKq6EiBMi6m0ehK1BCFOaVIp%2bE5NwrRCnJKCMRAqUSYr%2bSwauKZFVR%2b5UoyC9FTnYh8vm7Es4vLyMRvElVZZ1EZUUtUSNRQTLFQtLTspAUdw6H9x9DgH%2bQ/D9BC92juqJWscg/oaqqTqL7WPWfzivvpUDtB1Dcm/0Iha3g2ipKxfoVEHKp5OYU4c7tLOTnFlP4EuRR8By2vxnp2XSNEhQXlKCIYwHPCwh3kVovEiiTBNzLypfI43lxrKxUQYSA2BZECouSvyMEkcKCSmg5N9mrXzh9hQurkuhaXLm4RmlV93X%2bfygrq5T3%2bjNKS8SfJ4VFl1HJREGplEegMK8YKveo/ZSb6d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Thank you!","category":[{"id":"foundation","title":"foundation"},{"id":"farming","title":"farming"},{"id":"cloud","title":"cloud"}],"image":{"type":"image","mimeType":"image/png","src":"/threefold/assets/static/3k3nodes.4250cd3.72345967bae8ae9f12259b29faaaf40e.png","size":{"width":800,"height":400},"sizes":"(max-width: 800px) 100vw, 800px","srcset":["/threefold/assets/static/3k3nodes.1b91758.72345967bae8ae9f12259b29faaaf40e.png 480w","/threefold/assets/static/3k3nodes.4250cd3.72345967bae8ae9f12259b29faaaf40e.png 800w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 800 400' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-9f1d1d669925fe3fa04761d48880dc78'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-9f1d1d669925fe3fa04761d48880dc78)' width='800' height='400' 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\n🔥 Try to deploy 3Bot on testnet here\n🔥 Try to deploy a TF Now solution here\n🔥 Manual for deployment here\n
\n
\n✨ Have you seen our new TF Capacity Explorer?\nWe have a new TF Capacity Explorer site where we showcase ALL nodes from around the world, whether on mainnet, testnet, or devnet. One website for all!\n
\n
\n⚡️ What’s next?\n
\n
\n⚡️ We are gearing up to bring Grid 2.3 to Mainnet! 🔥🔥🔥\n
\n
\n🥘🥘🥘 There are many things cooking in the background, look out for more updates.

\n","excerpt":"Some quick product management highlights for you, within, & a major thank you to everyone working so hard on these products and solutions every day!","humanTime":"10 November 2020","datetime":"Tue Nov 10 2020 12:00:00 UTC+00:00","timeToRead":1,"tags":[{"id":"threefold_grid","title":"threefold_grid","path":"/news/tags/threefold_grid/"},{"id":"threefold_cloud","title":"threefold_cloud","path":"/news/tags/threefold_cloud/"},{"id":"technology","title":"technology","path":"/news/tags/technology/"},{"id":"update","title":"update","path":"/news/tags/update/"}],"authors":[{"id":"sam_taggart","name":"Sam Taggart","image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/sam_taggart.36a08ae.c31cecd8fce4a07ff4acd294dc9080c0.jpg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/sam_taggart.36a08ae.c31cecd8fce4a07ff4acd294dc9080c0.jpg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-ac287014c330d75ede1ad0c7d156878a'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-ac287014c330d75ede1ad0c7d156878a)' width='640' height='640' xlink:href='data:image/jpeg%3bbase64%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%2bJruTjMoSgt4gYKeinyRpJ5GSrVyNWuPTIL6rkMdXg2wCulgLNAgkWGWRixiADB73NyRy6fxgtVTe%2bsx4XDeUiGaRFDbdr9/od8M62Onqa%2bCPMayqEUe8k6peQD/HY7dP3gLeOa2GTqE6dPM%2be6MImj0aKdJAQwHxWa3w77k8vycGymSKlyp3aKFdcnDjlkAuhI1MQCLA7c/GJjMPcnoVqcvdpaSefTPW1L3kB0nY/wC36gdumKtNSTSVgWji4/zDJJCg1hVG4I8WPM/vAoe4%2bWpwu/McZfE0ySxV1KKqVZRIpNyyWsWJPVfJuL7YQ9LNNms1RBMjBiJCyMC0jMeZHS5vt4OEZvUOktNHTypKVhRmkQDTrIuRv0AIFuh84cROPdKiSKbXOYnkcqNO422Hbrfzh1BBB/cStSzCW72f%2bmn9YZ7PHLVcPK6Jh7xIou00rb6V6bDqcbzlPoX0nlsaiDJqZ36yTAyOx8knGJew%2bGVMuzCmo6mRKmXh1Gkto3%2bJWsRvbYY2b0/HXiCelr6l5XKXQsxNj13O9sV2k4wJ6Di1AjJgfaRldBVekMyjpIYIammiM8YhAUgqL8h4xy/l06VSzVH9TeneYLeIQFzIDe9iAeRB6Y6mo8nFDllalRLxEaNwVCgAXBvyG/3xzIjS5RmMzU0aNJTsXiUqAASm32F72xNt0IgeqUEJ2Els7MUeVqIlaKk%2bWnDkcW1AFtQHXY89u2KqZTPMEpWlE09kkWMaEIuCB4B2w9oPe8yy6YSrqSN2ZWAA0sd9IP1ubDpgWXwQsrzVLxRQqwCU5X5kzd7DbSO5/GArAryCckTCUYEDRwLU10sXDnngjWxMWkNf7kcjiVkoVo4J30jXVRXZmPxAk7gi%2bx2OK%2bHSIPPHK3EkcOilvmMAD1HIbW84s9HIlbS1VY5BjRgF87fsDqcNhgwP1KOOMOIT2U5//SvWUNJOQEmV0VzzDHcD6Ej842qnz/NquseTLqQQQ6XRXmVm4hvYMABy2PXHKuYSOcx4yFg4YMCNiN9sbnkNfmhyyCCOCozbLHYTwS0r2ljbmY3FxYX%2bxxdauu02OLcVPU7E0fNM6rcvyyvfOo6eFBTmVGjJGrY3up3G9vzjmegkkq1BmZn4hIZmN9iOeNZ9YJmeY0dfVeo7UZngEFJRK4Zr9Ge2wA5274zmekXKcppwu7I1mI77X/m2JacDOPuNysv5kbk0sdPPDBmCMiQuQFbU0Za/99hvbkB3vhZZY6uCqqqeOZovjeSwDFQbd/p0xIZjogqU48LkyABWYDRfpvYkHzyGG7UccySKKlo5HKqqkXd0A3BHIi4uSN7jAMcNkjE842FYgxoaOsr8yEFFTiSVF13IugFr3uNtr4n3yysoMoeGqqFkjAtEkYsPiNz9Tc/jEzkVFTU2UwQBWjqyNc2nYu1r6e%2bwAHbHq9IgkTx8Xg8RgAbkX6ty/wC7Y1vxFSsE7P8AJXx6vkCZltRRyCaU2Ost16AYvHpnN6ugWkFFIaaTWI9Q2HknofocDlpojUgxR3X4bKRe%2bk2Kn%2bcWWJZS0PCowEWZTcKFuoI35c7/AK%2b2O6h3BBlZHtnIiVrqyoE82Z1Bq5ZQQrMhWxG%2b/jtiBejeqoeExIeI7i/Mkhj9/wDjFqR8wEJ95gjL2OoRstrf422/PfDTRUyVLf6YAkXsbbuO%2bCtoKnUVbA42Y7gmp6SniZ57GQLoRgCLkX5Hp58YRHktDmylYowKvhgioA0CE3PMDY7/AK64GkU8VbCzQRlUIuzMBtuSPH/uHUEtSle8LFKdwFZ2Ub31XLCw3FgcUJWrVgWDMntRHYz/2Q==' /%3e%3c/svg%3e"},"path":"/people/sam_taggart/"}]},"previous":{"title":"ThreeFold's October 2020 community update is here","excerpt":"It’s the end of October and a lot has gone on this month – an upgrade to testnet, progress on ThreeFold Now, some notable new team members, and more! Find the link to the full update within!","image":{"type":"image","mimeType":"image/png","src":"/threefold/assets/static/oct2020communityupdate.4250cd3.7ed1eff5d0d9ee020741dfd97525a0b7.png","size":{"width":800,"height":400},"sizes":"(max-width: 800px) 100vw, 800px","srcset":["/threefold/assets/static/oct2020communityupdate.1b91758.7ed1eff5d0d9ee020741dfd97525a0b7.png 480w","/threefold/assets/static/oct2020communityupdate.4250cd3.7ed1eff5d0d9ee020741dfd97525a0b7.png 800w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 800 400' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-ba084079cdc1d4da625e3b49ffe5d19f'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-ba084079cdc1d4da625e3b49ffe5d19f)' width='800' height='400' 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Hi all, we hope your 2021 has been off to a fabulous start!\n
\n
\nGrid 2.4 is now live on testnet (and you can start testing tomorrow). This update makes it very simple for people to get started and to feel the power of what the grid can bring.\n
\n

\n

Learn more about the 2.4 update AND catch our 2020 highlights here.\n
\n

\n

Join our testing community here!

\n","excerpt":"Grid 2.4 is now live on testnet and we've got some 2020 highlights to share with you as well!","humanTime":"12 January 2021","datetime":"Tue Jan 12 2021 12:00:00 UTC+00:00","timeToRead":1,"tags":[{"id":"community","title":"community","path":"/news/tags/community/"},{"id":"update","title":"update","path":"/news/tags/update/"},{"id":"threefold_grid","title":"threefold_grid","path":"/news/tags/threefold_grid/"}],"authors":[{"id":"sam_taggart","name":"Sam Taggart","image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/sam_taggart.36a08ae.c31cecd8fce4a07ff4acd294dc9080c0.jpg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/sam_taggart.36a08ae.c31cecd8fce4a07ff4acd294dc9080c0.jpg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter 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Quick update!\n
\n

\n

As mentioned as a preview in our October update, 3Bot Connect is now more accurately named ThreeFold Connect across devices.\n
\n
\nNote: No action is required, although if you have ThreeFold Connect installed already, you may have to update the app before the name changes on your device.

\n","excerpt":"As mentioned as a preview in our October update, 3Bot Connect is now more accurately named ThreeFold Connect across devices.","humanTime":"17 November 2020","datetime":"Tue Nov 17 2020 12:00:00 UTC+00:00","timeToRead":1,"tags":[{"id":"community","title":"community","path":"/news/tags/community/"},{"id":"technology","title":"technology","path":"/news/tags/technology/"}],"authors":[{"id":"sam_taggart","name":"Sam Taggart","image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/sam_taggart.36a08ae.c31cecd8fce4a07ff4acd294dc9080c0.jpg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/sam_taggart.36a08ae.c31cecd8fce4a07ff4acd294dc9080c0.jpg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-ac287014c330d75ede1ad0c7d156878a'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-ac287014c330d75ede1ad0c7d156878a)' width='640' height='640' xlink:href='data:image/jpeg%3bbase64%2c/9j/2wBDAAYEBQYFBAYGBQYHBwYIChAKCgkJChQODwwQFxQYGBcUFhYaHSUfGhsjHBYWICwgIyYnKSopGR8tMC0oMCUoKSj/2wBDAQcHBwoIChMKChMoGhYaKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCj/wAARCABAAEADASIAAhEBAxEB/8QAHAAAAQUBAQEAAAAAAAAAAAAAAwIEBQYHCAAB/8QAMxAAAgECBAUBCAEDBQAAAAAAAQIDBBEABRIhEzFBUWEGBxQiI3GBkaGxFTJCJFLR8PH/xAAYAQEBAQEBAAAAAAAAAAAAAAADBAUCBv/EACMRAAICAgIBBAMAAAAAAAAAAAECAAMRIQQSMQUTIkEUUbH/2gAMAwEAAhEDEQA/AMVPBq66oEVciyIqwxIhsshDaTvbbYdbXuMEWSTLa6cyQyKjKxeJG1BDa2/fYjyBgYSKmq1mqJUWqcmZHnUaNS2Njba5weF/me7oh4UEKvPJrKEubs0fLmb2xhkZGtiRGSvp2sWKgqZpZoKeUALA4LMgJOzN3A84iTC1Lm0oQziqjPxNEw0sDuCG5WOx/jDuaggSd3eRpoluY0kFginoR3w7pZ3bTHFqJP8AaqePGKa%2bJruTjMoSgt4gYKeinyRpJ5GSrVyNWuPTIL6rkMdXg2wCulgLNAgkWGWRixiADB73NyRy6fxgtVTe%2bsx4XDeUiGaRFDbdr9/od8M62Onqa%2bCPMayqEUe8k6peQD/HY7dP3gLeOa2GTqE6dPM%2be6MImj0aKdJAQwHxWa3w77k8vycGymSKlyp3aKFdcnDjlkAuhI1MQCLA7c/GJjMPcnoVqcvdpaSefTPW1L3kB0nY/wC36gdumKtNSTSVgWji4/zDJJCg1hVG4I8WPM/vAoe4%2bWpwu/McZfE0ySxV1KKqVZRIpNyyWsWJPVfJuL7YQ9LNNms1RBMjBiJCyMC0jMeZHS5vt4OEZvUOktNHTypKVhRmkQDTrIuRv0AIFuh84cROPdKiSKbXOYnkcqNO422Hbrfzh1BBB/cStSzCW72f%2bmn9YZ7PHLVcPK6Jh7xIou00rb6V6bDqcbzlPoX0nlsaiDJqZ36yTAyOx8knGJew%2bGVMuzCmo6mRKmXh1Gkto3%2bJWsRvbYY2b0/HXiCelr6l5XKXQsxNj13O9sV2k4wJ6Di1AjJgfaRldBVekMyjpIYIammiM8YhAUgqL8h4xy/l06VSzVH9TeneYLeIQFzIDe9iAeRB6Y6mo8nFDllalRLxEaNwVCgAXBvyG/3xzIjS5RmMzU0aNJTsXiUqAASm32F72xNt0IgeqUEJ2Els7MUeVqIlaKk%2bWnDkcW1AFtQHXY89u2KqZTPMEpWlE09kkWMaEIuCB4B2w9oPe8yy6YSrqSN2ZWAA0sd9IP1ubDpgWXwQsrzVLxRQqwCU5X5kzd7DbSO5/GArAryCckTCUYEDRwLU10sXDnngjWxMWkNf7kcjiVkoVo4J30jXVRXZmPxAk7gi%2bx2OK%2bHSIPPHK3EkcOilvmMAD1HIbW84s9HIlbS1VY5BjRgF87fsDqcNhgwP1KOOMOIT2U5//SvWUNJOQEmV0VzzDHcD6Ej842qnz/NquseTLqQQQ6XRXmVm4hvYMABy2PXHKuYSOcx4yFg4YMCNiN9sbnkNfmhyyCCOCozbLHYTwS0r2ljbmY3FxYX%2bxxdauu02OLcVPU7E0fNM6rcvyyvfOo6eFBTmVGjJGrY3up3G9vzjmegkkq1BmZn4hIZmN9iOeNZ9YJmeY0dfVeo7UZngEFJRK4Zr9Ge2wA5274zmekXKcppwu7I1mI77X/m2JacDOPuNysv5kbk0sdPPDBmCMiQuQFbU0Za/99hvbkB3vhZZY6uCqqqeOZovjeSwDFQbd/p0xIZjogqU48LkyABWYDRfpvYkHzyGG7UccySKKlo5HKqqkXd0A3BHIi4uSN7jAMcNkjE842FYgxoaOsr8yEFFTiSVF13IugFr3uNtr4n3yysoMoeGqqFkjAtEkYsPiNz9Tc/jEzkVFTU2UwQBWjqyNc2nYu1r6e%2bwAHbHq9IgkTx8Xg8RgAbkX6ty/wC7Y1vxFSsE7P8AJXx6vkCZltRRyCaU2Ost16AYvHpnN6ugWkFFIaaTWI9Q2HknofocDlpojUgxR3X4bKRe%2bk2Kn%2bcWWJZS0PCowEWZTcKFuoI35c7/AK%2b2O6h3BBlZHtnIiVrqyoE82Z1Bq5ZQQrMhWxG%2b/jtiBejeqoeExIeI7i/Mkhj9/wDjFqR8wEJ95gjL2OoRstrf422/PfDTRUyVLf6YAkXsbbuO%2bCtoKnUVbA42Y7gmp6SniZ57GQLoRgCLkX5Hp58YRHktDmylYowKvhgioA0CE3PMDY7/AK64GkU8VbCzQRlUIuzMBtuSPH/uHUEtSle8LFKdwFZ2Ub31XLCw3FgcUJWrVgWDMntRHYz/2Q==' /%3e%3c/svg%3e"},"path":"/people/sam_taggart/"}]},"previous":{"title":"3,000+ 3Node Pre-Registrations for Batch 3","excerpt":"We have received a huge influx in pre-registrations for the Titan V2 3Node. Thank you!","image":{"type":"image","mimeType":"image/png","src":"/threefold/assets/static/3k3nodes.4250cd3.72345967bae8ae9f12259b29faaaf40e.png","size":{"width":800,"height":400},"sizes":"(max-width: 800px) 100vw, 800px","srcset":["/threefold/assets/static/3k3nodes.1b91758.72345967bae8ae9f12259b29faaaf40e.png 480w","/threefold/assets/static/3k3nodes.4250cd3.72345967bae8ae9f12259b29faaaf40e.png 800w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 800 400' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-9f1d1d669925fe3fa04761d48880dc78'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-9f1d1d669925fe3fa04761d48880dc78)' width='800' height='400' 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Good day, all! ☀️\n
\n
\nFor those who missed the Ask Me Anything on Tuesday evening, you can find the call recording here.\n
\n
\nIncluded in the description of the video are:\n
\n
\n1. the timestamps, for easy call navigation &\n2. the presentation that was used during the call.\n
\n
\nWith any further questions, please head to our forum. Thanks!

\n","excerpt":"For those who missed the Ask Me Anything on Tuesday evening, you can find the call recording within!","humanTime":"12 November 2020","datetime":"Thu Nov 12 2020 12:00:00 UTC+00:00","timeToRead":1,"tags":[{"id":"community","title":"community","path":"/news/tags/community/"},{"id":"update","title":"update","path":"/news/tags/update/"},{"id":"event","title":"event","path":"/news/tags/event/"}],"authors":[{"id":"sam_taggart","name":"Sam Taggart","image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/sam_taggart.36a08ae.c31cecd8fce4a07ff4acd294dc9080c0.jpg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/sam_taggart.36a08ae.c31cecd8fce4a07ff4acd294dc9080c0.jpg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter 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/%3e%3c/svg%3e"},"image_caption":"Take a look at the Artheon VR Museum!","content":"

The Artheon Virtual Reality Museum allows visitors to explore and interact with hundreds of thousands of pieces of fine art, with or without a VR headset!\n
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Take a tour here.\n
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Artheon will soon be hosted on top of the ThreeFold Grid, serviced by Green Edge.\n
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For early access and information, please join the Artheon Telegram group here.

\n","excerpt":"Here's a look at an incredible project happening in the ThreeFold universe!","humanTime":"09 December 2020","datetime":"Wed Dec 09 2020 12:00:00 UTC+00:00","timeToRead":1,"tags":[{"id":"partner","title":"partner","path":"/news/tags/partner/"}],"authors":[{"id":"sam_taggart","name":"Sam Taggart","image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/sam_taggart.36a08ae.c31cecd8fce4a07ff4acd294dc9080c0.jpg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/sam_taggart.36a08ae.c31cecd8fce4a07ff4acd294dc9080c0.jpg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-ac287014c330d75ede1ad0c7d156878a'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' 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Mark your calendars!\n
\n
\nNext Monday November 2nd at 5pm CET we will host a 30-minute community call to update you on exciting progress and to show you what we’ll be working towards in the coming months. We highly recommend you attend!\n
\n
\nThe following week we will host an AMA (Ask Me Anything) to answer any questions you might have related or unrelated to the community call.\n
\n
\nCall details:\n
\n
\nZoom Link\nMeeting ID: 891 8854 3322\n
\n
\nGoogle Calendar Event\nThe room will open 10 minutes prior to the call!

\n","excerpt":"Mark your calendars! Next Monday November 2nd at 5pm CET we will host a 30-minute community call to update you on exciting progress and to show you what we’ll be working towards in the coming months.","humanTime":"26 October 2020","datetime":"Mon Oct 26 2020 12:00:00 UTC+00:00","timeToRead":1,"tags":[{"id":"community","title":"community","path":"/news/tags/community/"},{"id":"update","title":"update","path":"/news/tags/update/"},{"id":"event","title":"event","path":"/news/tags/event/"}],"authors":[{"id":"sam_taggart","name":"Sam Taggart","image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/sam_taggart.36a08ae.c31cecd8fce4a07ff4acd294dc9080c0.jpg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/sam_taggart.36a08ae.c31cecd8fce4a07ff4acd294dc9080c0.jpg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' 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\n
\nThe cyber pandemic is here, but it’s not too late!\n
\n
\nJoin in on an important discussion next Wednesday with ThreeFold founder, Kristof De Spiegeleer.\n
\n
\n

Registration: Here\n
\n
\nRelated links:\n
\n

\n\n","excerpt":"The cyber pandemic is here, but it’s not too late!","humanTime":"28 January 2021","datetime":"Thu Jan 28 2021 12:00:00 UTC+00:00","timeToRead":1,"tags":[{"id":"interview","title":"interview","path":"/news/tags/interview/"},{"id":"event","title":"event","path":"/news/tags/event/"},{"id":"community","title":"community","path":"/news/tags/community/"}],"authors":[{"id":"sacha_obeegadoo","name":"Sacha Obeegadoo","image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/sacha_obeegadoo.36a08ae.2f3cc2c8786735fb156b44bfb6754983.jpg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/sacha_obeegadoo.36a08ae.2f3cc2c8786735fb156b44bfb6754983.jpg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-67033e711bd469059b67920fc80fc539'%3e%3cfeGaussianBlur 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Recreate your digital life with Digital Twin. Where only you own your data, and no one else.\n
\n
\nThe first version of Digital Twin is coming soon and will bring private and secure messaging and video calling. After that, we’ll bring you a way to store your files – and much more.

\n","excerpt":"The first version of Digital Twin will feature messaging and video calling.","humanTime":"19 February 2021","datetime":"Fri Feb 19 2021 12:00:00 UTC+00:00","timeToRead":1,"tags":[{"id":"digital_twin","title":"digital_twin","path":"/news/tags/digital_twin/"},{"id":"update","title":"update","path":"/news/tags/update/"}],"authors":[{"id":"sam_taggart","name":"Sam Taggart","image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/sam_taggart.36a08ae.c31cecd8fce4a07ff4acd294dc9080c0.jpg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/sam_taggart.36a08ae.c31cecd8fce4a07ff4acd294dc9080c0.jpg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-ac287014c330d75ede1ad0c7d156878a'%3e%3cfeGaussianBlur in='SourceGraphic' 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As part of the Summit and beyond, we will be exploring what a digital reset would look like – where you are the center of your digital life.\n
\n
\nJoin in!\n
\n
\nMore about Global Reset:\n
\n
\nThe Summit brings together top teachers like John Gray, Brian Tracy, Eric Edmeades, Sri Preethaji, Chief Oren Lyons, Kristina Lakhiani from around the world to boost your relationships, health, mindset, finances, and wellbeing.\n
\n
\nThe Summit will be broadcast in 5 languages and supporting NGO’s in 11 countries to help feed the many more that are now facing starvation.\n
\n
\nAll change begins from within ourselves. Join the Global Reset Summit and take an important step towards your future self. Pay it forward by donating and making sure no one gets left behind.

\n","excerpt":"ThreeFold is proud to be supporting and attending the Global Reset Summit taking place this weekend, December 5 & 6.","humanTime":"04 December 2020","datetime":"Fri Dec 04 2020 12:00:00 UTC+00:00","timeToRead":1,"tags":[{"id":"event","title":"event","path":"/news/tags/event/"},{"id":"community","title":"community","path":"/news/tags/community/"},{"id":"update","title":"update","path":"/news/tags/update/"}],"authors":[{"id":"sam_taggart","name":"Sam Taggart","image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/sam_taggart.36a08ae.c31cecd8fce4a07ff4acd294dc9080c0.jpg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/sam_taggart.36a08ae.c31cecd8fce4a07ff4acd294dc9080c0.jpg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-ac287014c330d75ede1ad0c7d156878a'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-ac287014c330d75ede1ad0c7d156878a)' width='640' height='640' xlink:href='data:image/jpeg%3bbase64%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%2bJruTjMoSgt4gYKeinyRpJ5GSrVyNWuPTIL6rkMdXg2wCulgLNAgkWGWRixiADB73NyRy6fxgtVTe%2bsx4XDeUiGaRFDbdr9/od8M62Onqa%2bCPMayqEUe8k6peQD/HY7dP3gLeOa2GTqE6dPM%2be6MImj0aKdJAQwHxWa3w77k8vycGymSKlyp3aKFdcnDjlkAuhI1MQCLA7c/GJjMPcnoVqcvdpaSefTPW1L3kB0nY/wC36gdumKtNSTSVgWji4/zDJJCg1hVG4I8WPM/vAoe4%2bWpwu/McZfE0ySxV1KKqVZRIpNyyWsWJPVfJuL7YQ9LNNms1RBMjBiJCyMC0jMeZHS5vt4OEZvUOktNHTypKVhRmkQDTrIuRv0AIFuh84cROPdKiSKbXOYnkcqNO422Hbrfzh1BBB/cStSzCW72f%2bmn9YZ7PHLVcPK6Jh7xIou00rb6V6bDqcbzlPoX0nlsaiDJqZ36yTAyOx8knGJew%2bGVMuzCmo6mRKmXh1Gkto3%2bJWsRvbYY2b0/HXiCelr6l5XKXQsxNj13O9sV2k4wJ6Di1AjJgfaRldBVekMyjpIYIammiM8YhAUgqL8h4xy/l06VSzVH9TeneYLeIQFzIDe9iAeRB6Y6mo8nFDllalRLxEaNwVCgAXBvyG/3xzIjS5RmMzU0aNJTsXiUqAASm32F72xNt0IgeqUEJ2Els7MUeVqIlaKk%2bWnDkcW1AFtQHXY89u2KqZTPMEpWlE09kkWMaEIuCB4B2w9oPe8yy6YSrqSN2ZWAA0sd9IP1ubDpgWXwQsrzVLxRQqwCU5X5kzd7DbSO5/GArAryCckTCUYEDRwLU10sXDnngjWxMWkNf7kcjiVkoVo4J30jXVRXZmPxAk7gi%2bx2OK%2bHSIPPHK3EkcOilvmMAD1HIbW84s9HIlbS1VY5BjRgF87fsDqcNhgwP1KOOMOIT2U5//SvWUNJOQEmV0VzzDHcD6Ej842qnz/NquseTLqQQQ6XRXmVm4hvYMABy2PXHKuYSOcx4yFg4YMCNiN9sbnkNfmhyyCCOCozbLHYTwS0r2ljbmY3FxYX%2bxxdauu02OLcVPU7E0fNM6rcvyyvfOo6eFBTmVGjJGrY3up3G9vzjmegkkq1BmZn4hIZmN9iOeNZ9YJmeY0dfVeo7UZngEFJRK4Zr9Ge2wA5274zmekXKcppwu7I1mI77X/m2JacDOPuNysv5kbk0sdPPDBmCMiQuQFbU0Za/99hvbkB3vhZZY6uCqqqeOZovjeSwDFQbd/p0xIZjogqU48LkyABWYDRfpvYkHzyGG7UccySKKlo5HKqqkXd0A3BHIi4uSN7jAMcNkjE842FYgxoaOsr8yEFFTiSVF13IugFr3uNtr4n3yysoMoeGqqFkjAtEkYsPiNz9Tc/jEzkVFTU2UwQBWjqyNc2nYu1r6e%2bwAHbHq9IgkTx8Xg8RgAbkX6ty/wC7Y1vxFSsE7P8AJXx6vkCZltRRyCaU2Ost16AYvHpnN6ugWkFFIaaTWI9Q2HknofocDlpojUgxR3X4bKRe%2bk2Kn%2bcWWJZS0PCowEWZTcKFuoI35c7/AK%2b2O6h3BBlZHtnIiVrqyoE82Z1Bq5ZQQrMhWxG%2b/jtiBejeqoeExIeI7i/Mkhj9/wDjFqR8wEJ95gjL2OoRstrf422/PfDTRUyVLf6YAkXsbbuO%2bCtoKnUVbA42Y7gmp6SniZ57GQLoRgCLkX5Hp58YRHktDmylYowKvhgioA0CE3PMDY7/AK64GkU8VbCzQRlUIuzMBtuSPH/uHUEtSle8LFKdwFZ2Ub31XLCw3FgcUJWrVgWDMntRHYz/2Q==' /%3e%3c/svg%3e"},"path":"/people/sam_taggart/"}]},"previous":{"title":"ThreeFold Q1 Highlights","excerpt":"A lot unfolded in our universe the last three months. Find out all you need to know in our Q1 Recap!","image":{"type":"image","mimeType":"image/png","src":"/threefold/assets/static/tfq12021recap.4250cd3.84aabb217016b1cfda8310327d5978ba.png","size":{"width":800,"height":400},"sizes":"(max-width: 800px) 100vw, 800px","srcset":["/threefold/assets/static/tfq12021recap.1b91758.84aabb217016b1cfda8310327d5978ba.png 480w","/threefold/assets/static/tfq12021recap.4250cd3.84aabb217016b1cfda8310327d5978ba.png 800w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 800 400' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-fbb883d0f7ec622c4562b88e60f03a5c'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-fbb883d0f7ec622c4562b88e60f03a5c)' width='800' height='400' 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Hi all – we are pleased to share that we are in the final stages of testing Grid 2.4. We have found eVDC, 3Bot SDK, and Marketplace solution deployment & payment to be quite stable.\n
\n
\nIn the coming days we will have an exact date for mainnet launch and some more details for you to get started on our most exciting release to date!\n
\n

\n

As a reminder, feel free to join our testing community here

\n","excerpt":"We are in the final stages of testing Grid 2.4 & will soon release on mainnet!","humanTime":"02 February 2021","datetime":"Tue Feb 02 2021 12:00:00 UTC+00:00","timeToRead":1,"tags":[{"id":"threefold_grid","title":"threefold_grid","path":"/news/tags/threefold_grid/"},{"id":"update","title":"update","path":"/news/tags/update/"},{"id":"technology","title":"technology","path":"/news/tags/technology/"}],"authors":[{"id":"sam_taggart","name":"Sam Taggart","image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/sam_taggart.36a08ae.c31cecd8fce4a07ff4acd294dc9080c0.jpg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/sam_taggart.36a08ae.c31cecd8fce4a07ff4acd294dc9080c0.jpg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter 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That's it! :) Soon, we’ll share some highlights from 2020 and some words about 2021.

\n","excerpt":"Let’s take a moment to acknowledge what a year it’s been for all of us around the world.","humanTime":"24 December 2020","datetime":"Thu Dec 24 2020 12:00:00 UTC+00:00","timeToRead":1,"tags":[{"id":"community","title":"community","path":"/news/tags/community/"}],"authors":[{"id":"sam_taggart","name":"Sam Taggart","image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/sam_taggart.36a08ae.c31cecd8fce4a07ff4acd294dc9080c0.jpg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/sam_taggart.36a08ae.c31cecd8fce4a07ff4acd294dc9080c0.jpg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-ac287014c330d75ede1ad0c7d156878a'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' 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For those who missed yesterday's community call (~30 minutes) or would like to rewatch, you can find the recording here!

\n","excerpt":"For those who missed yesterday's community call (~30 minutes) or would like to rewatch, you can find the recording within!","humanTime":"03 November 2020","datetime":"Tue Nov 03 2020 12:00:00 UTC+00:00","timeToRead":1,"tags":[{"id":"community","title":"community","path":"/news/tags/community/"},{"id":"update","title":"update","path":"/news/tags/update/"},{"id":"event","title":"event","path":"/news/tags/event/"}],"authors":[{"id":"sam_taggart","name":"Sam Taggart","image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/sam_taggart.36a08ae.c31cecd8fce4a07ff4acd294dc9080c0.jpg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/sam_taggart.36a08ae.c31cecd8fce4a07ff4acd294dc9080c0.jpg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-ac287014c330d75ede1ad0c7d156878a'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-ac287014c330d75ede1ad0c7d156878a)' width='640' height='640' xlink:href='data:image/jpeg%3bbase64%2c/9j/2wBDAAYEBQYFBAYGBQYHBwYIChAKCgkJChQODwwQFxQYGBcUFhYaHSUfGhsjHBYWICwgIyYnKSopGR8tMC0oMCUoKSj/2wBDAQcHBwoIChMKChMoGhYaKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCj/wAARCABAAEADASIAAhEBAxEB/8QAHAAAAQUBAQEAAAAAAAAAAAAAAwIEBQYHCAAB/8QAMxAAAgECBAUBCAEDBQAAAAAAAQIDBBEABRIhEzFBUWEGBxQiI3GBkaGxFTJCJFLR8PH/xAAYAQEBAQEBAAAAAAAAAAAAAAADBAUCBv/EACMRAAICAgIBBAMAAAAAAAAAAAECAAMRIQQSMQUTIkEUUbH/2gAMAwEAAhEDEQA/AMVPBq66oEVciyIqwxIhsshDaTvbbYdbXuMEWSTLa6cyQyKjKxeJG1BDa2/fYjyBgYSKmq1mqJUWqcmZHnUaNS2Njba5weF/me7oh4UEKvPJrKEubs0fLmb2xhkZGtiRGSvp2sWKgqZpZoKeUALA4LMgJOzN3A84iTC1Lm0oQziqjPxNEw0sDuCG5WOx/jDuaggSd3eRpoluY0kFginoR3w7pZ3bTHFqJP8AaqePGKa%2bJruTjMoSgt4gYKeinyRpJ5GSrVyNWuPTIL6rkMdXg2wCulgLNAgkWGWRixiADB73NyRy6fxgtVTe%2bsx4XDeUiGaRFDbdr9/od8M62Onqa%2bCPMayqEUe8k6peQD/HY7dP3gLeOa2GTqE6dPM%2be6MImj0aKdJAQwHxWa3w77k8vycGymSKlyp3aKFdcnDjlkAuhI1MQCLA7c/GJjMPcnoVqcvdpaSefTPW1L3kB0nY/wC36gdumKtNSTSVgWji4/zDJJCg1hVG4I8WPM/vAoe4%2bWpwu/McZfE0ySxV1KKqVZRIpNyyWsWJPVfJuL7YQ9LNNms1RBMjBiJCyMC0jMeZHS5vt4OEZvUOktNHTypKVhRmkQDTrIuRv0AIFuh84cROPdKiSKbXOYnkcqNO422Hbrfzh1BBB/cStSzCW72f%2bmn9YZ7PHLVcPK6Jh7xIou00rb6V6bDqcbzlPoX0nlsaiDJqZ36yTAyOx8knGJew%2bGVMuzCmo6mRKmXh1Gkto3%2bJWsRvbYY2b0/HXiCelr6l5XKXQsxNj13O9sV2k4wJ6Di1AjJgfaRldBVekMyjpIYIammiM8YhAUgqL8h4xy/l06VSzVH9TeneYLeIQFzIDe9iAeRB6Y6mo8nFDllalRLxEaNwVCgAXBvyG/3xzIjS5RmMzU0aNJTsXiUqAASm32F72xNt0IgeqUEJ2Els7MUeVqIlaKk%2bWnDkcW1AFtQHXY89u2KqZTPMEpWlE09kkWMaEIuCB4B2w9oPe8yy6YSrqSN2ZWAA0sd9IP1ubDpgWXwQsrzVLxRQqwCU5X5kzd7DbSO5/GArAryCckTCUYEDRwLU10sXDnngjWxMWkNf7kcjiVkoVo4J30jXVRXZmPxAk7gi%2bx2OK%2bHSIPPHK3EkcOilvmMAD1HIbW84s9HIlbS1VY5BjRgF87fsDqcNhgwP1KOOMOIT2U5//SvWUNJOQEmV0VzzDHcD6Ej842qnz/NquseTLqQQQ6XRXmVm4hvYMABy2PXHKuYSOcx4yFg4YMCNiN9sbnkNfmhyyCCOCozbLHYTwS0r2ljbmY3FxYX%2bxxdauu02OLcVPU7E0fNM6rcvyyvfOo6eFBTmVGjJGrY3up3G9vzjmegkkq1BmZn4hIZmN9iOeNZ9YJmeY0dfVeo7UZngEFJRK4Zr9Ge2wA5274zmekXKcppwu7I1mI77X/m2JacDOPuNysv5kbk0sdPPDBmCMiQuQFbU0Za/99hvbkB3vhZZY6uCqqqeOZovjeSwDFQbd/p0xIZjogqU48LkyABWYDRfpvYkHzyGG7UccySKKlo5HKqqkXd0A3BHIi4uSN7jAMcNkjE842FYgxoaOsr8yEFFTiSVF13IugFr3uNtr4n3yysoMoeGqqFkjAtEkYsPiNz9Tc/jEzkVFTU2UwQBWjqyNc2nYu1r6e%2bwAHbHq9IgkTx8Xg8RgAbkX6ty/wC7Y1vxFSsE7P8AJXx6vkCZltRRyCaU2Ost16AYvHpnN6ugWkFFIaaTWI9Q2HknofocDlpojUgxR3X4bKRe%2bk2Kn%2bcWWJZS0PCowEWZTcKFuoI35c7/AK%2b2O6h3BBlZHtnIiVrqyoE82Z1Bq5ZQQrMhWxG%2b/jtiBejeqoeExIeI7i/Mkhj9/wDjFqR8wEJ95gjL2OoRstrf422/PfDTRUyVLf6YAkXsbbuO%2bCtoKnUVbA42Y7gmp6SniZ57GQLoRgCLkX5Hp58YRHktDmylYowKvhgioA0CE3PMDY7/AK64GkU8VbCzQRlUIuzMBtuSPH/uHUEtSle8LFKdwFZ2Ub31XLCw3FgcUJWrVgWDMntRHYz/2Q==' /%3e%3c/svg%3e"},"path":"/people/sam_taggart/"}]},"previous":{"title":"Announcing the November 2020 community call","excerpt":"Mark your calendars! Next Monday November 2nd at 5pm CET we will host a 30-minute community call to update you on exciting progress and to show you what we’ll be working towards in the coming months.","image":{"type":"image","mimeType":"image/png","src":"/threefold/assets/static/nov2020communitycall.4250cd3.75ca751dec568d07fc0a304ed53ca479.png","size":{"width":800,"height":400},"sizes":"(max-width: 800px) 100vw, 800px","srcset":["/threefold/assets/static/nov2020communitycall.1b91758.75ca751dec568d07fc0a304ed53ca479.png 480w","/threefold/assets/static/nov2020communitycall.4250cd3.75ca751dec568d07fc0a304ed53ca479.png 800w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 800 400' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-fd118b8595744785b953157df830fe1c'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-fd118b8595744785b953157df830fe1c)' width='800' height='400' 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Read about what happened in the ThreeFold universe this month.

\n","excerpt":"It’s the end of November and that means it’s time for another recap!","humanTime":"30 November 2020","datetime":"Mon Nov 30 2020 12:00:00 UTC+00:00","timeToRead":1,"tags":[{"id":"community","title":"community","path":"/news/tags/community/"},{"id":"update","title":"update","path":"/news/tags/update/"}],"authors":[{"id":"sam_taggart","name":"Sam Taggart","image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/sam_taggart.36a08ae.c31cecd8fce4a07ff4acd294dc9080c0.jpg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/sam_taggart.36a08ae.c31cecd8fce4a07ff4acd294dc9080c0.jpg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-ac287014c330d75ede1ad0c7d156878a'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage 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Next Monday November 2nd at 5pm CET we will host a 30-minute community call to update you on exciting progress and to show you what we’ll be working towards in the coming months.","image":{"type":"image","mimeType":"image/png","src":"/threefold/assets/static/nov2020communitycall.4250cd3.75ca751dec568d07fc0a304ed53ca479.png","size":{"width":800,"height":400},"sizes":"(max-width: 800px) 100vw, 800px","srcset":["/threefold/assets/static/nov2020communitycall.1b91758.75ca751dec568d07fc0a304ed53ca479.png 480w","/threefold/assets/static/nov2020communitycall.4250cd3.75ca751dec568d07fc0a304ed53ca479.png 800w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 800 400' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-fd118b8595744785b953157df830fe1c'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-fd118b8595744785b953157df830fe1c)' 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It’s the end of October and a lot has gone on this month – an upgrade to testnet, progress on ThreeFold Now, some notable new team members, and more!\n
\n
\nPlease find a recap of our October activities here.\n
\n
\n& have a great weekend! 🎃

\n","excerpt":"It’s the end of October and a lot has gone on this month – an upgrade to testnet, progress on ThreeFold Now, some notable new team members, and more! Find the link to the full update within!","humanTime":"30 October 2020","datetime":"Fri Oct 30 2020 12:00:00 UTC+00:00","timeToRead":1,"tags":[{"id":"community","title":"community","path":"/news/tags/community/"},{"id":"update","title":"update","path":"/news/tags/update/"}],"authors":[{"id":"sam_taggart","name":"Sam Taggart","image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/sam_taggart.36a08ae.c31cecd8fce4a07ff4acd294dc9080c0.jpg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/sam_taggart.36a08ae.c31cecd8fce4a07ff4acd294dc9080c0.jpg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-ac287014c330d75ede1ad0c7d156878a'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' 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At ThreeFold, together with a beautiful ecosystem of partners, we are co-creating a peer-to-peer Internet that empowers equality, freedom, and sustainability.\n
\n
\nTo be honest, we were always focused on building and utilizing our own transactional blockchain. We wanted to make sure we did it in the right way, upholding our values - but then we realized that the solution was already out there.\n
\n
\nStellar is an open-source network for currencies and payments. Stellar makes it possible to create, send and trade digital representations of all forms of money - dollars, pesos, bitcoin, pretty much anything. It's designed so all the world's financial systems can work together on a single network.\n
\n
\nStellar has no owner; if anything it's owned by the public. The software runs across a decentralized, open network and handles millions of transactions each day. Like Bitcoin and Ethereum, Stellar relies on blockchain to keep the network in sync, but the end-user experience is more like cash - Stellar is much faster, cheaper, and more energy-efficient than typical blockchain-based systems.\n
\n
\nIn the spirit of collaboration, something we believe in heavily, we knew the right decision was to abandon our own transactional blockchain and to move our ThreeFold Token (TFT) to Stellar.\n
\n

\n

Why did we choose Stellar?

\n\n

The Stellar Network is supported by the Stellar Development Foundation (SDF). From their website, \"SDF and Stellar seek to unlock the world's economic potential by making money more fluid, markets more open, and people more empowered.\"\n
\n
\nThe ThreeFold and Stellar Foundations have very aligned goals, particularly around empowerment of all people around the world - to create equal access to the Internet and to a global, inclusive financial system. Both solutions are built on open-source technology, both aim to unlock the world's economic potential, and most of all, both empower people in developing countries and all around the globe.\n
\n
\nThat is why ThreeFold is proud to be a part of the Stellar Network.

\n","excerpt":"At ThreeFold, together with a beautiful ecosystem of partners, we are co-creating a peer-to-peer Internet that empowers equality, freedom, and sustainability.","humanTime":"03 June 2020","datetime":"Wed Jun 03 2020 12:00:00 UTC+00:00","timeToRead":2,"tags":[{"id":"threefold_token","title":"threefold_token","path":"/news/tags/threefold_token/"},{"id":"update","title":"update","path":"/news/tags/update/"}],"authors":[{"id":"sam_taggart","name":"Sam Taggart","image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/sam_taggart.36a08ae.c31cecd8fce4a07ff4acd294dc9080c0.jpg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/sam_taggart.36a08ae.c31cecd8fce4a07ff4acd294dc9080c0.jpg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-ac287014c330d75ede1ad0c7d156878a'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-ac287014c330d75ede1ad0c7d156878a)' width='640' height='640' xlink:href='data:image/jpeg%3bbase64%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%2bJruTjMoSgt4gYKeinyRpJ5GSrVyNWuPTIL6rkMdXg2wCulgLNAgkWGWRixiADB73NyRy6fxgtVTe%2bsx4XDeUiGaRFDbdr9/od8M62Onqa%2bCPMayqEUe8k6peQD/HY7dP3gLeOa2GTqE6dPM%2be6MImj0aKdJAQwHxWa3w77k8vycGymSKlyp3aKFdcnDjlkAuhI1MQCLA7c/GJjMPcnoVqcvdpaSefTPW1L3kB0nY/wC36gdumKtNSTSVgWji4/zDJJCg1hVG4I8WPM/vAoe4%2bWpwu/McZfE0ySxV1KKqVZRIpNyyWsWJPVfJuL7YQ9LNNms1RBMjBiJCyMC0jMeZHS5vt4OEZvUOktNHTypKVhRmkQDTrIuRv0AIFuh84cROPdKiSKbXOYnkcqNO422Hbrfzh1BBB/cStSzCW72f%2bmn9YZ7PHLVcPK6Jh7xIou00rb6V6bDqcbzlPoX0nlsaiDJqZ36yTAyOx8knGJew%2bGVMuzCmo6mRKmXh1Gkto3%2bJWsRvbYY2b0/HXiCelr6l5XKXQsxNj13O9sV2k4wJ6Di1AjJgfaRldBVekMyjpIYIammiM8YhAUgqL8h4xy/l06VSzVH9TeneYLeIQFzIDe9iAeRB6Y6mo8nFDllalRLxEaNwVCgAXBvyG/3xzIjS5RmMzU0aNJTsXiUqAASm32F72xNt0IgeqUEJ2Els7MUeVqIlaKk%2bWnDkcW1AFtQHXY89u2KqZTPMEpWlE09kkWMaEIuCB4B2w9oPe8yy6YSrqSN2ZWAA0sd9IP1ubDpgWXwQsrzVLxRQqwCU5X5kzd7DbSO5/GArAryCckTCUYEDRwLU10sXDnngjWxMWkNf7kcjiVkoVo4J30jXVRXZmPxAk7gi%2bx2OK%2bHSIPPHK3EkcOilvmMAD1HIbW84s9HIlbS1VY5BjRgF87fsDqcNhgwP1KOOMOIT2U5//SvWUNJOQEmV0VzzDHcD6Ej842qnz/NquseTLqQQQ6XRXmVm4hvYMABy2PXHKuYSOcx4yFg4YMCNiN9sbnkNfmhyyCCOCozbLHYTwS0r2ljbmY3FxYX%2bxxdauu02OLcVPU7E0fNM6rcvyyvfOo6eFBTmVGjJGrY3up3G9vzjmegkkq1BmZn4hIZmN9iOeNZ9YJmeY0dfVeo7UZngEFJRK4Zr9Ge2wA5274zmekXKcppwu7I1mI77X/m2JacDOPuNysv5kbk0sdPPDBmCMiQuQFbU0Za/99hvbkB3vhZZY6uCqqqeOZovjeSwDFQbd/p0xIZjogqU48LkyABWYDRfpvYkHzyGG7UccySKKlo5HKqqkXd0A3BHIi4uSN7jAMcNkjE842FYgxoaOsr8yEFFTiSVF13IugFr3uNtr4n3yysoMoeGqqFkjAtEkYsPiNz9Tc/jEzkVFTU2UwQBWjqyNc2nYu1r6e%2bwAHbHq9IgkTx8Xg8RgAbkX6ty/wC7Y1vxFSsE7P8AJXx6vkCZltRRyCaU2Ost16AYvHpnN6ugWkFFIaaTWI9Q2HknofocDlpojUgxR3X4bKRe%2bk2Kn%2bcWWJZS0PCowEWZTcKFuoI35c7/AK%2b2O6h3BBlZHtnIiVrqyoE82Z1Bq5ZQQrMhWxG%2b/jtiBejeqoeExIeI7i/Mkhj9/wDjFqR8wEJ95gjL2OoRstrf422/PfDTRUyVLf6YAkXsbbuO%2bCtoKnUVbA42Y7gmp6SniZ57GQLoRgCLkX5Hp58YRHktDmylYowKvhgioA0CE3PMDY7/AK64GkU8VbCzQRlUIuzMBtuSPH/uHUEtSle8LFKdwFZ2Ub31XLCw3FgcUJWrVgWDMntRHYz/2Q==' /%3e%3c/svg%3e"},"path":"/people/sam_taggart/"}]},"previous":{"title":"ThreeFold Coverage in Yahoo! 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/%3e%3c/svg%3e"},"image_caption":"TF Grid 2.3.0 is live!","content":"

ThreeFold Grid 2.3 is LIVE on mainnet!\n
\n
\nThe release introduces some improvements to the grid’s stability, new features, and testnet resource additions.\n
\n

\n

Read the TF Grid 2.3 official release note for more info.\n
\n
\nMany thanks to the development team who made this release happen! 👏

\n","excerpt":"The release introduces some improvements to the grid’s stability, new features, and testnet resource additions. You can read more within!","humanTime":"20 November 2020","datetime":"Fri Nov 20 2020 12:00:00 UTC+00:00","timeToRead":1,"tags":[{"id":"threefold_grid","title":"threefold_grid","path":"/news/tags/threefold_grid/"},{"id":"technology","title":"technology","path":"/news/tags/technology/"},{"id":"update","title":"update","path":"/news/tags/update/"}],"authors":[{"id":"sam_taggart","name":"Sam Taggart","image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/sam_taggart.36a08ae.c31cecd8fce4a07ff4acd294dc9080c0.jpg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/sam_taggart.36a08ae.c31cecd8fce4a07ff4acd294dc9080c0.jpg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-ac287014c330d75ede1ad0c7d156878a'%3e%3cfeGaussianBlur in='SourceGraphic' 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Demos of the latest & greatest ThreeFold products & solutions – P2P Video Conferencing, File Browser, 0-DB Filesystem, Edge Virtual Data Center, & more – some of which are available today & some coming soon on testnet.\n
\n

\n

Here is the full video.\n
\n
\nIn the description, you can find timestamps to guide you through, although we recommend watching the entire call.\n
\n

\n

Note: This is a recording of an internal team demo from yesterday that we decided to share with the community. We will have more details next week! Enjoy!

\n","excerpt":"Demos of the latest & greatest ThreeFold products & solutions – some of which are available today & some coming soon on testnet.","humanTime":"11 December 2020","datetime":"Fri Dec 11 2020 12:00:00 UTC+00:00","timeToRead":1,"tags":[{"id":"threefold_grid","title":"threefold_grid","path":"/news/tags/threefold_grid/"},{"id":"threefold_cloud","title":"threefold_cloud","path":"/news/tags/threefold_cloud/"},{"id":"technology","title":"technology","path":"/news/tags/technology/"},{"id":"update","title":"update","path":"/news/tags/update/"}],"authors":[{"id":"sam_taggart","name":"Sam Taggart","image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/sam_taggart.36a08ae.c31cecd8fce4a07ff4acd294dc9080c0.jpg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/sam_taggart.36a08ae.c31cecd8fce4a07ff4acd294dc9080c0.jpg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' 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Read ThreeFold's hot off the press CoinTelegraph coverage!","image":{"type":"image","mimeType":"image/png","src":"/threefold/assets/static/tfcointelegraphjune2021.4250cd3.7524e62642ce497065851a2290d9b583.png","size":{"width":800,"height":400},"sizes":"(max-width: 800px) 100vw, 800px","srcset":["/threefold/assets/static/tfcointelegraphjune2021.1b91758.7524e62642ce497065851a2290d9b583.png 480w","/threefold/assets/static/tfcointelegraphjune2021.4250cd3.7524e62642ce497065851a2290d9b583.png 800w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 800 400' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-23c32390ce0cf61d7dd5f7611f0d79ec'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-23c32390ce0cf61d7dd5f7611f0d79ec)' width='800' height='400' 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/%3e%3c/svg%3e"},"image_caption":"Grid 2.4 Testing Update","content":"

Our TF Grid 2.4 has now been on testnet for over a month and we are getting good test results – but we need more!\n
\n

\n

We need more people who want to test, and we need more farmers who are willing to upgrade to the 2.4 (soon 2.5) release and make additional capacity available towards the community.\n
\n

\n

Anyone who is interested to contribute in writing tests or executing on tests is more than welcome – the more exposure we get, the faster our TF Grid will be usable for a more general audience!\n
\n

\n

For an update on progress on / features of Grid 2.4, 2.5, & 3.0, please click here.

\n","excerpt":"We still need more people willing to test – join in!","humanTime":"10 February 2021","datetime":"Wed Feb 10 2021 12:00:00 UTC+00:00","timeToRead":1,"tags":[{"id":"threefold_grid","title":"threefold_grid","path":"/news/tags/threefold_grid/"},{"id":"update","title":"update","path":"/news/tags/update/"},{"id":"technology","title":"technology","path":"/news/tags/technology/"},{"id":"community","title":"community","path":"/news/tags/community/"}],"authors":[{"id":"sam_taggart","name":"Sam Taggart","image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/sam_taggart.36a08ae.c31cecd8fce4a07ff4acd294dc9080c0.jpg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/sam_taggart.36a08ae.c31cecd8fce4a07ff4acd294dc9080c0.jpg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter 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Watch the live demo.\n
\n

\n

ThreeFold Meet ensures end-to-end connection between parties rather than inefficiently going through centralized servers which may be far away and lacking in privacy and security.

\n","excerpt":"ThreeFold Meet is a P2P alternative to centralized video conferencing solutions.","humanTime":"17 December 2020","datetime":"Thu Dec 17 2020 12:00:00 UTC+00:00","timeToRead":1,"tags":[{"id":"technology","title":"technology","path":"/news/tags/technology/"},{"id":"update","title":"update","path":"/news/tags/update/"},{"id":"threefold_cloud","title":"threefold_cloud","path":"/news/tags/threefold_cloud/"}],"authors":[{"id":"sam_taggart","name":"Sam Taggart","image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/sam_taggart.36a08ae.c31cecd8fce4a07ff4acd294dc9080c0.jpg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/sam_taggart.36a08ae.c31cecd8fce4a07ff4acd294dc9080c0.jpg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter 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ThreeFold Now Marketplace is a peer-to-peer alternative to centralized cloud providers, enabling you to deploy independently and keep ownership of your own data. 🙌

\n

Starting this November you'll be able to choose and test the first tools available on Marketplace, such as discourse, gitea, website, and more.

\n

Stay tuned!

\n","excerpt":"ThreeFold Now Marketplace is a peer-to-peer alternative to centralized cloud providers, enabling you to deploy independently and keep ownership of your own data. 🙌 Read more within.","humanTime":"22 October 2020","datetime":"Thu Oct 22 2020 12:00:00 UTC+00:00","timeToRead":1,"tags":[{"id":"threefold_cloud","title":"threefold_cloud","path":"/news/tags/threefold_cloud/"},{"id":"technology","title":"technology","path":"/news/tags/technology/"}],"authors":[{"id":"sam_taggart","name":"Sam Taggart","image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/sam_taggart.36a08ae.c31cecd8fce4a07ff4acd294dc9080c0.jpg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/sam_taggart.36a08ae.c31cecd8fce4a07ff4acd294dc9080c0.jpg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter 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qWRLI84kolCD24ws5f78nh8wtFPHN/NqekibuWqlnQrCZWEmfw1J%2bTFDGBMmckqfHTiPCfgF%2b1ZOoRKWxoOIlyyd/rl6nYNl/DfbusPPqAh6On7Ww/nMLOnYls3aqSmUri7FkX6waM2MWYGAw/Y//aWLYt1VHoCWVJl561C8xyQZl5AUAfH87BWXm8vXcGb%2b/v4SMFAOn4d/cN8/15OS4s5dbVVdx6YJRb1%2bV8fSW3ri3ju4uLBYQhLvUXYdXFkWZQUV5plASYQnmPmKZmjcx5Gcs3pJEqEbdX8slzhzJ4YpGLP23N5NcXXKwUsb53k5PCtDBf94On/AxtzCQyU4JRh08mKkgA6JkdzZl7M9i50UxtWbB49ABObzGwfTSOeZ3S7aMOjgsLju1QsXtrksy%2bJMB%2bNdUZEaxdrJEjhaMb9Fwc99JRnERMxM9IiFE%2bfApRInyG%2bDDO9hXw9r5uKX4On57s58vTg3x/cYTbl1dx%2b8oqfnhgPbcf2sDtm%2bu4dXOU2zdWcOvykI8FlwbLZMVGkaKKkvxhoqorhY4lbvKbdPQMuhhaYWTnSh3zZERXt2kJvvsuDkkDNs6JJ8cezssPlLFeVqT/pP%2bJ/8SfYU4OwCmROybkLnGXIoKrlqZw%2bEQWDzxSwG8fKOfKuJMnBckT%2b/Ts25nAPUd1PH7FyfXTFgFCBO%2bYmbUj0WxdGc%2bVU0auHMmhvTie9OTptFXIzBZMJ8PrL/PvT0jAFNzaMH65qoq39s7k76eW8O3VUSlsLbfvXyPFj/LDjfX88NBmbj%2byiVsPj8l5PbceHOX7azIaD6zggWWVZJnVpFs0ZGWpySgQv1Kvp21uOqNba%2bgV0b66xcmVMStDXfG05kRxfdTLlY2pdJXFct9WFy%2be9LK6J4myXFm/Aopd0mlk4J1ES8bxa2mKYGTUwqF9aZzd7%2bQ%2bAeDFi1m8%2bGi20MjJMxe9fPRSFa89nsmj5yXeHklh0/p4Nm8M5d6DKVw/nEupV2ytdgLV2SpxkHGysqajVYvQ%2bEtMLjNzbl4B%2b7pLZBQq2T%2b3kuurO/ng2ABfnxUdEA34/vJKAWQVPLEZfrUdnt7OD4%2bLFlyXEVhURJaIoCNFRV6eTkxaFHllKjYeaGf/kTqG%2buLon5XAlpFEDm1Wc1iicV1mLE8dSePz814%2buJDBt8dL%2bPT%2bfEYWqJkzI4mmKjFPubIR4ibj58y4m1XLUhnfkMzGZbEsG9QzOmjkpet5vHolkz9eyubp83Y%2bfbGaV2/m8uz1TGGFhV3jao6MJ0gwSuPQmhTOrBXfvcHL7uVOds/LwKWJIFp0YF93NtcGK3lstIOn13dxaFYx8wpEYNsyeHljC1%2bd6udrEcWPDs3nxe29PLy%2bm%2bd29/HuGRmRK0vZ15aGNi6ElMQIsrPiMLsDSBfB27Aqn3v3ZnH5hJO1q3WMr1dzcYeRZzZ42L7MyNKliRxuN/P%2bLi9IPvjbeAFbl%2bu5eaWQE0c94nXEgEmT/FyS9Lo741kwM5JtG5I4v9tBe2EC3fVxrFyo4qHDLq7uTeaxE1bevFnIYxfKuXqylPsOFPP0uSr%2b8EQtf71cxtu7y3j%2bcjNX%2b3N5oqOEA50ForTB3D9cyVNrmtje4GK42MqKKjdbGyVDNLvFEzSIFqzgizOLeX60hoOtAmZ3Ho%2bPtvLKjlm8fWge25vSZHVNx2vXUidGxy009uQEcHDQyxP7yzmx18yy%2bbH88mgqZ8aSODykZtPyGIaWquhvjuLYGi1PrbOzsiGR%2bvooblyr5Pj%2bHGKj70AXNQm/VDEGbr3YypSJHBgzcHKrmbaSKEzi/uxZkyktD2FsUSI7VsdxZrOVjaMmCUAuzm/O4f49eTxzqYTfX8hiebskv115nO1M48W%2bRq4tqqPZoeLZja08v7GdK/1VnJ5VyuleiaZ9NTzSV8Eb473cfmAT/760jNfWV3OsM4u1tR4uD8hz29r58swijs3NQxXuL9Y5mr4lKuYtTqS/38CF8Tru31rIlaMu5rTEs28olT/eSOf4Xp2s5FTula113/4Qrh4SZuw0iGeJYOFwGKuXp7J6iVU06m7KcqLxs0dOJXna3VjEWfX0RDCjKxB3wRRyy8RyFgUJ3abjdk5m%2baBQSj5497iZSnGI24dMPLQjnesHxXicyWRIutBUE8GuHguvr5jByZYcxmrs/GFnL%2b8fXMSH%2bxbxwfZ5fLh9Pp/uH%2bSdHfP5YM8C2QBbRPGX8%2bm%2bWfx6SR0nOgo42VPAE4MlfHu6j/NDZRSZVVzqK%2bSQWNolKyMkecZyYm0xewbN7FyRTpk3Hm3UNC5uz%2bKPDxfx2%2bMZPHYsgWuHI/j1WQ2vXXHx3OlkyS4aTo4lsnGpkfltOvZJM/1MsVPQBN9Bql4SYNE0GjoC6JwrgWhmCLVNMVSIN2hqnsbhDUZeFl04uyUdk2kCQ3PVvH21lGfvzaS2Noz8ojABy1/WaASPLW7m8YEmtjR4eGVrN58eGeabk6N8e2Yd351dx1cnVvH21tl8fnQJP9xUABjhh0sr%2bPLEIJ/tnceXR/v5Stwi11ZybWkl%2b2Zk89f%2bGh6dbRcGJjIunuXw0lSq08NJjJlCXOhkpk/%2bXz6/f2xFGt11IRzbqOKx43Fc2BnP9S0O/i3J9fn9Lt644ObZ%2bxyc2uaksywevziNfIAUbxL/X1sWwjIRj/Gdet8XkgsXizmq9mfBvDCeOJDGxdVOeksSKS4OJTMviP65CaxdrsOTH0BmUShZxRHEJ9zBqND4rV0LWCQu7ldrWvns6FK%2buXcNt86vk/Mq3hUWvCcMuHVJdv8jO/heVuP3Mga3H94iXmAz31%2bR18qa5NoKHhYmvLqukY8H6/mDdP3ps4VsnGvAqp4qnn4CqojJhEy7kyyrzPsOO6vmSYcXmrhx2MC9W6OozwmkWBLptU1pLGiM4PruFF47J7om4zyrRoWfKll2tiYIq2o6Vu10iZ%2bhdLfF43H5UyFRsmVGJIOLwtkwoCI3OQh1yERshikkJ06SqBsguV30wzmd4pow2iUVur2B4rQieG7TbNbWuLk0UMYHB/v4%2b1Hx%2bkeHeW/3Av732i7%2ba%2bMsvhVAfnhwq1jhDfz71GK%2bPrVUAJEV%2bNgOeXyTgDLEowOFvD1Sz5tDNYx1Gzmy2UlLRbSErLsJl10eHzFJPP0vGOty8OzZbJ67x8pHl7N4/3oOT29ziCZpqEmPwhA3lfKcUJ4/5uGLm9X8/Uox754tx8/sjZGgMBldwESxrf7olCN6isyUFKqbSnudih0rdGwfScIiYEUF34VO%2bZIhfiL2uEkUSZbobYhn3Xods0cSaF%2bYJDk9DLesLSXlHZmVy%2bvbunlj1xz%2bsnsOb%2b5YyK9FI853F/Hq2hn8VR5/Y6yVb44slFXVydcnh/nhqmQBYcXHx%2beJre3g63vmcU78ic0xidzCAKrqw8n0RBIReBexoRPlnsSD2KLF48v%2bH8/mqY3Zoi8VPLnRw18uZPLgQTNb%2bxJ4YtzN19dr%2beS%2bKv55uZbPr9Tj53ZGYIwSIQwXLYibgkETiDE5mNjpd6IOnsRgXSQHZEVeHNZR7Q0iTjVBIqjsYsd07IlT2bXaxNMn0nnznIfRNUnUdMaxfIHs5X4ra9tS2Nyazms7u3h150yujrRydqCRe%2bY3sKohl11tuRzqLeTJdZ0y8yv4656Z/GFNHV8cXSCjskiAa%2bG9Q7N4YKeDSxcN5OcEYbEEUVIeQVLsZOLDp0rekGZETsZrCCF02l1UulQUmKLJ00aydbY4WNGst27m8PsrZt45m85z23N542AlH5%2bu54NTtfhlaKajD1H%2bUjPZ99caY1KADwCdiEu0/924EqdwYG44e%2bfFs75TL6IzGXeGP0XFAeTmRLJ3iYVvd9fz8tFs9u5OpU5c2opZRv50o5JTotCr6538bryb5dUu3Anh9BVK6mwr5Hh7CZdmV3Gxu4zHlzTz3IZunhqbweMjNaIRHXx6fC73Cf2vjLlZNidQ9r2GAbmH1MRQ3OYQX%2bfV0UHoJHKn6cNx6kOJC5tIWOAECT53EiX3maoJxhgdwJFhGY8DXu5fY6MkJYwXttWKy%2bzh5BIXflmmYHLEGxemBJKuDxILG4Ba5iUpcgJJ4ROIDriL6tzprG4NpsQViN4wWQxFMOU1k2mpS%2bDQYjuvjRXy4NpMTo2nM7bMzMAcnYhQPrsG0qh2JrKpM4/5hans6SrgaKt0fFUvL8oovLV7ER%2bLLvz1yGJeXtPO6twUDvXk8PE94gq3tjHY6uTU9lRGpQGj/XEckZ9PbE2lJT%2bOWEmaiVH%2bvjFIkiJjQqcIKJMlhU4kUlKeUepwGcMJm34HqjB/UuMC0IZPIyF8Em0FSezt9TBck4xfoTWUxY1G8fHheGwhJCVMQW8M8/0RQxs5CYd1KmlZwdQU%2b1Mpau/KDKZPktbS4XgG%2bxNZtCCOtZsMPLQmh0/2tPHMxkJWN0uaHHCypstOZnIEVWka9vUW8cKOeby4eibvrFzIF8fX849LY/zr5na%2bvn8TX%2b8Z4LXNPdwzN5/fbG5lx6xsBofz2H24in0SbI5uTeTKSRsPnrIzMlsjzYqW4ifJMUGKn0xkiDQseprowd0kijAeHDIzpyqesKl3oI8LJk60Sx8bgF4bRKJsvrDoiZJcp%2bB3ZWc%2b1e4o2guicJtE5eMnkSjeIF4oFiPoauMnk2ycgqswlMCIO0lLmc7aARG83jhmNsdSKSuxu19i8nwr747n8/vDxTw46uHgUjfblzjoq0rBGBvMCvEED69qkb3eyOMLW/j70gXc2iqrb/co/96xjK/EE3x%2b33Je2dXD3u4cuhqdzF2UQ55Xcv9cG5cOpfHwGTfXjtv53YPZrJlnEiurfCMd5dOCEJn/MP/JkvAmY4oP5PS6DK7tslOcHoM2OljYPEnGezoqlax9Ee940a8ElWSB/kY99oTp5NqDSRE2pDhCUcdMIjl%2bCklRIooxAZh1Qn3xCoW2KJa2m5jfneT7%2b31%2bRgS9nYmMLDL6vhfYUy/UH3LxsOTxp7dkcmC9lXsW5lFoiqU4TcvjG7r49boZPvEbLHAwXuXh%2bsxy/rhxBn87Pp%2b/nVzEhaV19EjqW9dvZoNoSH%2b1iso0Na2lGh466eH0VhOLOo30NBmxaaMxJ0SQLJG7OC%2beTSOpvvFTfi6qiqOlKxmPPQaLKkyaOUF8w12EBtzpM0/RAki0sMbv5j7JzruzqC1PRGOUOZEjTZhgE0%2bgCldc1iQ0YjNVQVPYNsfN1Y1ZLJmvo3%2bRlYZGuegGFz1Vama3J/j%2bmFkuBum4iM7xQRtDiyK5vLSI8RYv%2bphAVrQU8PLeRbyys49zA/Xs6sjh0ZFGicYL%2bdeFYZ7c1MGCEjsPjRbx4cNe9izV89wZL5vnGGkqM7B0sYXNIzaq85JoqdKzQUBqLIiloVbPge3CkOtuTsja23KoiGFJphv21MqKtlHqUpNhCGdJTwoza5N8WyMqRPlW%2bE78%2bK9GnjjlxSkGSKv3x5AqxbsjSYhWXqSo6l0%2bpOJlS4RM%2bDkm8QhlJSHMW6BhUZ%2bBkSGrMCFMMnsYK%2baaObMnmyMbRRC3prF%2b1MKNDT3cWFzG3Jxk7OpYBmT9XRnp4NmxWTy/fRZvSk546%2bhiHt0yi54iC4%2bsrBSVrmOtFN1bo2Nlt02itpv57SpamvWyCZJprU5idJaFPz3u5Y3n0ti8Il7scSo3Jf9v3mdhbH8Bu%2b5pZbkAWZaj5YnzFRzfLPfTJ6t5gQW1uMdwqStC%2bULk5fstfPachbMSebOyxM%2b7Y0gxRxKlaECYqKpQJV4CU4x4ArPMjTt5OkVZ4VSViW40R9PWEMO8GUbJEoFs6ZPQcbSSpfM0jM03MNDfylP37OSJ5VVcHapkuNTmo2O%2bVUtrjp15MgIDtZn0FKdJ8Q6uDxbz7dkFPHJ2P61lDhGxODqK1cxqE3u7Rs%2b%2bbakS1w3sW6Vj1fxEieUG3ns1S15vwRB/N13VOk4fd7FgoVqA6CAzLZYci4SiIxW%2bv2InhwehCp0qIin1CLMjlO8E//myl09/l8bt1z2ckw9XRwWIoPyCoKm/IDZsCqrIKcKECb4Xp6gDfS4xSbaDSoTHY4oUdxhMgUdDeXYc57emc3NrJsU5ceiSo6iobuXF53/HjZUdPLWyjoeX1bOzLYdqi4osmd9yq4q%2bEgtbWzy8sKGZT3a38M1LV/jlb39LedZnw/EAABK1SURBVGEGwzPUrBxIYHSlmg0S1bdvS%2bbaQQMvnbFw79pklvUmc3mvk7%2b/WMqcOg1p6gjmNVtYNWCTFW3Bpg4izx7HktlJbFhi4t6xIrJTRTRla8SFiQYE3YXfrdfL%2beGtMj5/wcM3r%2bVQ4QljyuSfExEqRQdOFPoLXQLu9gWOyBDli86JTJ3yC5oz1dS5Epkw8edkOiV17apkqDuTwiy7CKaZ8GgtOQXV/PHPf%2beZB67ywEAlv1nXwa9G23hMfP0jAyW8sLqat7e38fGBHt7ZXMc71w6g/NsyvgtLWjYN9V6W90u2F40a35LM4OIYto9quLZDPP5aKwvr4zk7lsOle3JEhxKYUWgUA%2bdPclIgNaVaMs3RUo%2bW/HR/VvVrWNCUQqLUoI350Q/YkoLxGx8x8o%2bXKvn7r4v48pUSnrqShVOERSfGKFwACJl%2bt7x4mhiMSYT734lHPEKcaIPLGC3rMpTwKNELtR61zkpQpIGIWCPqZBtxCUbM9hx%2b89zr/PXTb3nu/tM8OVzB79a28MpYJ29s6%2bFP2yUjjLdKJqjmLzfv8RX/wkv/m9KqNnKKasjIrSQhySxs8LBxYw6jI1qObzXQ2yJaMlfHyd1Wesu1dM5wkaf8BTo%2bhExZm4WZWnLT4qT7iXjNcXK/Mr5ihByJolXueKyaEKrLzDI2/vj1zIuisSmSnpnxNLQmsGrIQKkEoPjEaTIGP/fZSsVyKn%2b6josOx6iNR50QT0RMEvFqM0mGNDQpGai0acRr5ENT3WgNThJ1dhK1Dk6ff4R3P/iaDwWE1x46y6%2bWVfP8aDMvb2yTVFjPSwLIe8/e8BX/739/zdKRMfLKWiisaqGougWVLpXYxFRS7VmUlxcwND%2bbpqY4du5M4Q/PlzHQoaVMZt2kiZCRFdPmiGVGnYtyr4ocWwxVBXqc5lCKMmLpmKFneL2NBQNmRsfL8Xji8Tt%2bxk5udTglorA1XakYnSE4M6WricFERUShStCSpJVCpSC13kGiXgpLlqKNGWhNWeIbckm2eFFL0Y6MQszOPJLNWRgs2UQnmFm1fj8ffnyLN//yGZ98eZu3njjPs6IHv1vdJBlhIR%2b99hw/8OO/Rx59gsqGHiobe2WPt1Nc3YHRminOLRVbWp4wqoBURyG29HwKS3Pp6shj8QIv/Z1WdLFRItSSULXBtFYZmFmlI8cQRnepmeqsJBoqNMycq8eVHsDCFQ4BIJ/GTid%2bW0dtNBRHU5AeTnGzpLnZBkE7UkbAgd7sQWdyo5Euaw0uNMkuKdSNLjULo9yM1V2G0ZZHXKKFaJURbYpLVmiRzG%2bR3HiuAGChb/F6Pvr4e95691%2b8%2b/5nfPbZx7x0aCW/FRZ89u5/8dk/PuSbr/7hA2DZyjHpeoeAMIuS6k7ySptkFBpItWT5PteeXohDDrN8vsleSIpN7iGjROx5Ka6MPOw2O3aD2GQR51m1skar9RR6RDsazcyr0aAOm0ZVdRyrlus5uLfQt2L9sovjqCiPJT1FTFDiZJy50SSnCOUc%2bVKoB60PBA/JpkzpbA4GWz4WV7F0oUxupJik5HTi1DbitTZiNXZhQy4p9nxhQK5vLPoXr%2bPt977k7Xe%2b4G8ffciX337Lnx%2b9LJlhNrduf8snH/6Z27e%2b4tXfv0Zt02wZv268%2bfXkFjdJYeUCZBZ2uY4rqwant0KuW0qqUwFZwMgoxS6Hw1MueaUKd04d%2baUtVDV0MmewjINn29mws42%2bNh0v3qhg46CdrWvN3HfCwnNni/nioRb8dq3LorhGJUcCNrMoqFnjK8IsFzBYFXrn%2bDqebM6WwvJ8Xbd7KwX5MnSWTCnaRqKww5VdQ3pugzxXJTdYLB0qEnA80tXt/Pntf/L2u3/n44//xtff/ptXLpzgV%2bOSA374ng/ff1N6f5tjJy9TUD6D4qou0jIrfYdybb2Mk1Ouly7FpWVWS8EV0gABwVGMNa3U95xbru3KqRHgGskv66CudREdc3vZcqyJvuE0cnKDmNUZzzOXSvnlxXxuHPPwx4sivJdr8Hv6TBHrVxqpnKGjoD6StFyTCFuGFCpFOAuk6AJ0UrxeZtriLhWka3AI2mZ3ibAj0/faWI2T9LwGMgqaccjNKCBYBCidKYede87yznuf89577/HxJ1/xyadf88m7b/HJ%2b%2b/x%2bRf/4J23Xuf7775l%2beqdFFR0kV/eiSevXj6jAqt01p5R7uuwO1sBQK7tqfQ1wZxW4jsrjynAewqbySlpI6uwhfr2BZTXddLWnkX7nFjmjaiZv8zFldMNfPDLel5/sJZnLuTxp0fq8bvvVCZv/KaAsS02Miv0Ms9yJFlweMtIFRAUtFNEeHQCgF0unp7XiDu/yXdzybZcYUkBCckZ8vpqskraSS9okjFSCqiWGS3ixOmbfPkNvPmnt/nrh5/zt79/Jp2/9ZPqf8Wt72U7/PENoe1c6X4vuaXtsv7qsXmk0%2bnl0uEq3z0oALik2P8wQDkUMDLkfrKKWqX4dnmvuD8BIL%2bsjbK6LuYOZLF6q5kFywxs2OZlx%2bFmzhwt5tXH2riwM41nzlTg9%2bxvSnjrhQr6ZiaQYNBJGPLITFsF3RLsmVWyEaqwCc0SjV7f3GcLxdIFbeU5k4hRqoyC3lGAWW4sv7ILb1GLsKgepzDF4i7n/KVHfcX%2b47N/8fs/vMWHH34kM/8dPwgIt29/73vu5Omr5JR2yurrIbu4TWa5HqsUb5XumxyK2Jb7HnMKALb0SmlIsYxZiY%2bNmdL1nIoZFFT3kCXvzRMQyut6REy7JA02ML7bS0tDLNU1WrplHOasLeLi2SYurkmj0B4hafCxEm5cykUj7ik6XkOCrDtlhRlFyJxZ1biFju78BpIEAJOzkDwp0iNF2mUeLXKDzpxaKb6cVLnh/OpuMsvacQsL3EJLl3Ttwv1P%2bdbcd99%2bx3%2b9/gHvv/%2bx/PbDjywQDfjyq29Yumq37%2baVEVC66cyqle6XCQhlJIsOOX%2biuXJOlc4ni/pb0it8jCupnUVp/RyK5Zwtv5fWzqSwopOimm5h1UyGV3gZWmWlZb6XsUN1HLos4exSOydWpJFtFABa2/XMa1VjSI6TXW8VR%2bcUY%2bMhTWZZASC9qBlPSSsaEUKDiGC2MqPKTYooKaOgMMKRXYtJ5jG/RrpQ3uF7fYaAkJHXxJXrz/oA%2bP6770UIv5A1%2bJVP9H7s/m3%2b/JePaO4e9nUur0w%2bW95nUeZcRsAsYpoiDHDJtRQAlDEzSGNSZAvkyHWLKrvFL/QI3Wf7flberxwFlTOobpsnwj6b3tkljB8tpWtJDuWicfc%2b1MrVh/u4ubuIQ0uy8du3Jp2nD5fiTTMQJ4pusuWI8MmOldVjz64mo7gFb2kbSamZPwEwgyy5iFeKzJJu/weAFOlMrjAgS9BXaOmVMVG6%2bcDDv5NZl1Jv3eKjv33F1//%2b9v8D4Mlnfi%2bGZ6aI3wwyi1uFcQ3CrEphmF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Congratulations to ThreeFold Tech 👏 which was recognized as one of 10 finalists by Deloitte Belgium in its Rising Star competition. ThreeFold Tech is responsible for the technology behind the ThreeFold Grid.\n
\n
\nDeloitte will announce the winner on 26 November 2020. 🤞 You can read more about the news here.

\n","excerpt":"Congratulations to ThreeFold Tech, which was recognized as one of 10 finalists by Deloitte Belgium in its Rising Star competition! More within.","humanTime":"12 November 2020","datetime":"Thu Nov 12 2020 12:00:00 UTC+00:00","timeToRead":1,"tags":[{"id":"technology","title":"technology","path":"/news/tags/technology/"},{"id":"update","title":"update","path":"/news/tags/update/"}],"authors":[{"id":"sam_taggart","name":"Sam Taggart","image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/sam_taggart.36a08ae.c31cecd8fce4a07ff4acd294dc9080c0.jpg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/sam_taggart.36a08ae.c31cecd8fce4a07ff4acd294dc9080c0.jpg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-ac287014c330d75ede1ad0c7d156878a'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' 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xlink:href='data:image/jpeg%3bbase64%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%2bR3CSNKaSg2SelsK1JIYSAkHIXrA5PWeMk8aHrfEayye0qaiamliqWZYTDKH3hThzjsAHg5xzroNT5pK0e60XCelihjwERmPCn4gZ6wTnHR7OdVb16i5sJKt3fBZkDH9O4ktx0MnnjRSsnBHiGu0ux29Q/2JgNPJJhVY7f3zka2S0oEOVYhweBjvSjxu1BuQDOBkHogH7/jWdzow9LJPS87cFkJ5HPOPx3rVoAIyMkMIv4z4nW%2bUeBUVwp5IpbrUVMlO1M0ixO6KELSoW%2bJ2h8sp6HyHR05WWKw0EdPV1FTX3SmNQ1PD7HZCrPGitJIWcH4AuAoxluSSBjVLaC6bbBZgP9DSVL1YCjkOUVSc9kEIOP8AvTnj1bX0V5nnp6enIeYo61VNHMoVR%2btA4O05HOP7jooGHMzrKzN31LSngFVNRGekqIJbg0oVaRnCmSMwxyhlZsDcokBYH6BI60XPR27/ADqW3R0st8h9Da0sVwgoUZs/Pa0w2smSAOicZ61GqL1WXGmlW5Tbw9Y9WzMV3NIyBSSf9qgY6/GhrzeJbe1O1DQWuvaTIcV1JHVLGBzwH4B/PenZsKiS3ZFqlZxkSTJ4RLUePUdysZhHqe4lqrYJBJPFFFO8QlDLxKg24Yr0eejxb7d4t4/US%2bLUsMVzjnusQkeRqlCqANIrAAJnkx5BzwD965zb7xdKe7WWrFSIHtkkhpzSxiMQCSQyMAB2NzHjoDjrVoqfJCj0DCsCS0G007xjY0fzZ/od7mJ/tqFJLL1sSmip4m6z2a3S%2bOPUXCsakD17Ufrum6JAYvUVmHe3dwSOgc4ONTq7xaosvjdxra6WD30U6xrSRSK5WORHKuxXgBth2jPI5%2bxoi5XQXiaraomp1glUyenBGIkMm0AvtAC7j9nGTjWmgu6U0MdtgWR4atklcDH6o1YLz307DH8ftqpJJHZTfAP52f/Z' /%3e%3c/svg%3e"},"image_caption":"ThreeFold @ Odyssey Momentum 2020!","content":"

This weekend, ThreeFold will be involved in Odyssey Momentum 2020 – Momentum is an online event of 49 hours with more than 2,000 participants and 105 teams working on 21 complex 21st-century problems.\n
\n
\nThreeFold is one of the platforms which can be used by participants, and we also have a ThreeFold team member there as a \"jedi,\" who will be supporting participants in developing their solutions.\n
\n
\nMay the force be with all participants this weekend! 🙏

\n","excerpt":"Momentum is an online event of 49 hours with more than 2,000 participants and 105 teams working on 21 complex 21st-century problems.","humanTime":"13 November 2020","datetime":"Fri Nov 13 2020 12:00:00 UTC+00:00","timeToRead":1,"tags":[{"id":"event","title":"event","path":"/news/tags/event/"},{"id":"update","title":"update","path":"/news/tags/update/"},{"id":"community","title":"community","path":"/news/tags/community/"}],"authors":[{"id":"sam_taggart","name":"Sam Taggart","image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/sam_taggart.36a08ae.c31cecd8fce4a07ff4acd294dc9080c0.jpg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/sam_taggart.36a08ae.c31cecd8fce4a07ff4acd294dc9080c0.jpg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-ac287014c330d75ede1ad0c7d156878a'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-ac287014c330d75ede1ad0c7d156878a)' width='640' height='640' xlink:href='data:image/jpeg%3bbase64%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%2bJruTjMoSgt4gYKeinyRpJ5GSrVyNWuPTIL6rkMdXg2wCulgLNAgkWGWRixiADB73NyRy6fxgtVTe%2bsx4XDeUiGaRFDbdr9/od8M62Onqa%2bCPMayqEUe8k6peQD/HY7dP3gLeOa2GTqE6dPM%2be6MImj0aKdJAQwHxWa3w77k8vycGymSKlyp3aKFdcnDjlkAuhI1MQCLA7c/GJjMPcnoVqcvdpaSefTPW1L3kB0nY/wC36gdumKtNSTSVgWji4/zDJJCg1hVG4I8WPM/vAoe4%2bWpwu/McZfE0ySxV1KKqVZRIpNyyWsWJPVfJuL7YQ9LNNms1RBMjBiJCyMC0jMeZHS5vt4OEZvUOktNHTypKVhRmkQDTrIuRv0AIFuh84cROPdKiSKbXOYnkcqNO422Hbrfzh1BBB/cStSzCW72f%2bmn9YZ7PHLVcPK6Jh7xIou00rb6V6bDqcbzlPoX0nlsaiDJqZ36yTAyOx8knGJew%2bGVMuzCmo6mRKmXh1Gkto3%2bJWsRvbYY2b0/HXiCelr6l5XKXQsxNj13O9sV2k4wJ6Di1AjJgfaRldBVekMyjpIYIammiM8YhAUgqL8h4xy/l06VSzVH9TeneYLeIQFzIDe9iAeRB6Y6mo8nFDllalRLxEaNwVCgAXBvyG/3xzIjS5RmMzU0aNJTsXiUqAASm32F72xNt0IgeqUEJ2Els7MUeVqIlaKk%2bWnDkcW1AFtQHXY89u2KqZTPMEpWlE09kkWMaEIuCB4B2w9oPe8yy6YSrqSN2ZWAA0sd9IP1ubDpgWXwQsrzVLxRQqwCU5X5kzd7DbSO5/GArAryCckTCUYEDRwLU10sXDnngjWxMWkNf7kcjiVkoVo4J30jXVRXZmPxAk7gi%2bx2OK%2bHSIPPHK3EkcOilvmMAD1HIbW84s9HIlbS1VY5BjRgF87fsDqcNhgwP1KOOMOIT2U5//SvWUNJOQEmV0VzzDHcD6Ej842qnz/NquseTLqQQQ6XRXmVm4hvYMABy2PXHKuYSOcx4yFg4YMCNiN9sbnkNfmhyyCCOCozbLHYTwS0r2ljbmY3FxYX%2bxxdauu02OLcVPU7E0fNM6rcvyyvfOo6eFBTmVGjJGrY3up3G9vzjmegkkq1BmZn4hIZmN9iOeNZ9YJmeY0dfVeo7UZngEFJRK4Zr9Ge2wA5274zmekXKcppwu7I1mI77X/m2JacDOPuNysv5kbk0sdPPDBmCMiQuQFbU0Za/99hvbkB3vhZZY6uCqqqeOZovjeSwDFQbd/p0xIZjogqU48LkyABWYDRfpvYkHzyGG7UccySKKlo5HKqqkXd0A3BHIi4uSN7jAMcNkjE842FYgxoaOsr8yEFFTiSVF13IugFr3uNtr4n3yysoMoeGqqFkjAtEkYsPiNz9Tc/jEzkVFTU2UwQBWjqyNc2nYu1r6e%2bwAHbHq9IgkTx8Xg8RgAbkX6ty/wC7Y1vxFSsE7P8AJXx6vkCZltRRyCaU2Ost16AYvHpnN6ugWkFFIaaTWI9Q2HknofocDlpojUgxR3X4bKRe%2bk2Kn%2bcWWJZS0PCowEWZTcKFuoI35c7/AK%2b2O6h3BBlZHtnIiVrqyoE82Z1Bq5ZQQrMhWxG%2b/jtiBejeqoeExIeI7i/Mkhj9/wDjFqR8wEJ95gjL2OoRstrf422/PfDTRUyVLf6YAkXsbbuO%2bCtoKnUVbA42Y7gmp6SniZ57GQLoRgCLkX5Hp58YRHktDmylYowKvhgioA0CE3PMDY7/AK64GkU8VbCzQRlUIuzMBtuSPH/uHUEtSle8LFKdwFZ2Ub31XLCw3FgcUJWrVgWDMntRHYz/2Q==' /%3e%3c/svg%3e"},"path":"/people/sam_taggart/"}]},"previous":{"title":"ThreeFold Coverage in CoinTelegraph!","excerpt":"Is a new decentralized internet, or Web 3.0 possible? 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We’re in talks with an already-live, large-scale \"conscious community\" project to create their own independent grid of capacity!\n
\n
\nEach home and business property would have its own node or nodes, and capacity would be used for a community-specific platform to improve communication, participation, and ease of life for residents – all in a fully private, secure, & efficient way.\n
\n
\nWe're still in the early stages but we’re thrilled to have met this team and to be working towards a partnership that can be an incredible model for many other communities around the world. We will share more as we are able to!

\n","excerpt":"We’re in talks with an already-live, large-scale \"conscious community\" project to create their own independent grid of capacity!","humanTime":"12 February 2021","datetime":"Fri Feb 12 2021 12:00:00 UTC+00:00","timeToRead":1,"tags":[{"id":"partner","title":"partner","path":"/news/tags/partner/"},{"id":"update","title":"update","path":"/news/tags/update/"}],"authors":[{"id":"sam_taggart","name":"Sam Taggart","image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/sam_taggart.36a08ae.c31cecd8fce4a07ff4acd294dc9080c0.jpg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/sam_taggart.36a08ae.c31cecd8fce4a07ff4acd294dc9080c0.jpg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-ac287014c330d75ede1ad0c7d156878a'%3e%3cfeGaussianBlur in='SourceGraphic' 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O2FjUXSRWPTjR9hABviYCCOumfcy8w36tB%2bnc35u0KZK55Ib94nGRT8lksywZYbBrNtyvlILTNksGBC4w96WPkVjtvn13m2eNL5BYeoqunkYnxp9LnV2Dl5c/Xv%2bjwvxesw9DBhanXd%2bjrbuLnLbv5t/nr%2bMdiHWUtV5PDzVfLt/Nvc1aw3dCE6oxI/N2c0JKK8MOS9ZSW5eDm581sEUc3F1ecXVykuuzkH0t0REy38cVyPb5caS7RacEqObIHFVVinyfH%2bu7X5HS9JPbMU4mARL7/favsJ5GzxpwVfvXMlQhQd29H00MI8M1pEGPL2ZTwJz9aHUE38TzbswYwKRgiom6E6Pqn/GKayA%2brzaUOmxGVmk15RRHDl%2bp5PdLNrcE6Co5HSGrk8fZxF63luTTmJ7LF0IyfVmzG1deT53e7qK/OxVi6uYykaDzCY5i//YAQasLmfSbo7t5PTrAbz44GM16dzJGoQIwOOHC%2bvYrTRSn0FCUy3XuKBy1HcXR3xdrDByfpSJ2CInENT5fTqZxWZb/FjvGsiDpHQsso6a1vcCh9grZliTRWtqJfcuBa48YijzrmxfagKVVD3aEOlQ0RLSyJOMvC6C4pGX3MS7zK8tQhVqffQi/7PnukCszdEy3pYSkNiLnUdgNKjhUzMtBK77lShi8e5%2b6FfEZut3G5q4VLKZ48O%2bzH3eo0HvTV8fTGn7y73cXzM8W8PneM/zd0io5TR9nr5EP%2bkXxe3uxkbLiNpz0VPGgr5EnPaV49usvE2Jgco8eYfPKQ8b4G7jeX8GKgg7HHA9ztb%2bf5cC//OfGC/3w/xYCEvnFYJlpOBSyMv4VJyWusS16xKnFY8r8Wdf0YqVBOgjBUTerRipZeIayVOf5CwI64NvF6JysTu/k1Udre5Cv8njrIyvRhOTTcRydbauruMNSl7Hy9fC/bzJ151N/IzfNltDbmc7Iimb6aFEYHGnlzu5ObJ5K4VZnF66Eu3s9MMvPhI%2b9ePuftuQqeNObwsreR4RuDPHn5mo9//x8mP/zN1JuHfHzSw4dnvcy8fcDk1DSTExNMTk4zMTXF%2bPg4YzJOvP/AxMwMD5%2bM8PzFi0/PvHvHXx/%2b4tWrt/hX9rE%2b/x7utW/xOPWaDek3ULetRMuuCHVDceImb9S2pYv3pSKEtjIvshGVbXGtbEi6wJqUbtal9bEp8yq6OdfZfHiYnUfvo5d/hx/1/aW5UYijIdXHs5m50cij7kpunC3kZFUSFRUZ9HaUMHOnjfePzjP16i5j0%2b/lvD/DmMIImU%2b8fcm7e/2Mv7rPzMePzExPi3C%2bE90QjL1l%2btkNpkeEAAWeXGbm2QAzr27z/sVNJt8%2bZWzmvew5o9x38q%2b/Gf/4F%2bNTM1Iqx%2bT3QvTUByVhtQNv8Gt8hXP9K5YnX0fdrkIiowhNx2OoW%2bSiuiMONdNyNDylGQpqQGVheBPzYs7yU8IFFqdeZEXmZXQODwqTN9A7dp8dR27x404P/rlUDyM7dyaHGhjvL%2bPR2SP01iVzujGV2o4yLnQcZ/r6KaZvt4gR3cy8HGbm9V3ev7nP%2b7ePeT86wodRmb%2b%2bLev3BIr1B4KHsnaH96%2bGBTf/NcpvP0jzpLiveF45yh4zo8%2bYfveS6fFRZibGxfBJOVoLwVMfmZz%2bSyLuL7ofTGJU%2bULqfSfarsfQcjuCprPAqQQNWyn35gVoOFegeVA6QY2D9WgqOiQRD63YbmZLGsxLucp8SYPFubdZmDGE2lZntFYb0NFYzn88OsvETTFyuIk312q53JZNd0suD3vKmB6qY3LwFFN32pl5JCSM9DHzVOHNazIOMK3wrBLi3aey9mxQieknV5mWajL9WJ4fufQZ8tzIFWYe9zP9sJfpB91M3xc86GHm4UVmpEeYfnSFqceDTD4eYkIw/vA6Y4KPTwZpPdfDQs9qND2Pou2Rh6ZrvhCQh4bDUUmLQhHAAimFchjS8K1FI7QdDRFCzShpEA71oRl9Rci4hlbSLemfr/HNBns26pvytCWH0TPZvGmXHBe8aklltC2VyY5sJs8dZlzEcLRDcT%2bTie6jTFwsYqJPgWLBMSYufUZ/yb/minW5P36xkPGeQiZ6Bcr5UcERxrsFnQWCPEG%2b8h3KUXF9XoHDn6B4/9lP48S5PB615rHWN58f3PLQcskQ4zPF%2bExJiSzUbXJQs5W5bQYqv%2b334A85UKy09GeFZQArDwSxxiaU1bZhbHSKljFc2l9j1u0w5X51LG8aE3jdkMCr%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%2bliR7mBFqbUi%2bvOfNn4d5cyaH23UZuAWFs9nMnhVCwmJrTxZ7HuIn5whmO4Sz0CmKhY4RqOiaOQkBPhi5BbHTzptdTgEYuoVg5hvJHrdQdsr1qj2W7DG3ZqjikDICbgsBWV6mHPY1J1eQ52dBQeABjoXbUh3vTF2iG3XJ7tQLGlLcqE91oyFV5mnuNAqaBC3pggxP2rK8ac/x5kyuj4yfcObz2J79CWeU8FWiPctHiQ4Fsr05ne5Ji7zjhLy7Pt6F1x25vJKoG5JIcfANZrvYttXYiuV6hiyxcme5VxTLXML4wy2CP2RU2WzmqPx/b6uVG/oSCfr2vhg4HWSfWyDb7Q4q//PzOOhNRIg3Q2WRPK2N5XZ5GM0JDnRne9Ip6MrxoifPh76jflw/HsLNsjBunYhQ4saJcK6Xhwp54QzJ9U25viW4WRHGzUp5piqK24JblZFK3K6UaxmHBTdOCCoUz4bLGKGcD8m7h2T/G2WyZ2kIV4sDuXLUnz%2bTXWkXIl60ZUoapjFYlYhfxCH0nf3YYu3GdhMrVmzbzVJLF1Z5R7HWK5K14mCVrRaOGDqK5%2b09BV5ss/HAwEXSQFJB38kfAyFFV3TCcO8e%2bqVXfygfeKMkmNNJjvTnetN7%2bDOEgMtH/LgpBNwXA2ty/IiNdSctwZ3UeA/SEr3ISvYkPt6dylw/7lWJsWLgXTH%2bjgKVCny%2bVhAge9xQEviJyJuCYQUUZAgJNxVElIYqCejLP0h7ohN/prjytDmVp43Jog3xhCem4BmXwl45heq5ik0iimv1jUTsXdjqH8UWLyFgj50bex29lCRYegVIKvizzz2A/Z7BGEhamHsFY2ljg7OtBf1HArkvnhg6FiQvdKA3x4PeXC8uKiBRoCDiqnjj9vFgkmNcSIx2pTrdm/I0L05keFOXc1AIcSMp3lWiKIRBIXKoNJhBwfX/D4Py%2b2slnyGEDgoGxOMDirl4/ZryfhADcr9foq5T3t0UY8eZJBce1SbwWAS6R0TRJSyGgNQcvBMz2OMTzn7/SEzcfFgj6bBatGGLRyD/DRi1UpB5Iw7dAAAAAElFTkSuQmCC' 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Dubai, UAE. Today at GITEX Technology Week, ThreeFold signed a Memorandum of Understanding (MOU) with Hewlett Packard Enterprise (HPE) to cooperate in the CEEMA region on the implementation of a decentralized grid of computing and storage capacity, which enables a neutral, low cost and low energy internet on a global scale.\n
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\nHPE provides their clients in the CEEMA region with the option to connect their computing and storage capacity to ThreeFold’s decentralized grid that supports ThreeFold’s mission to provide a Responsible Internet, accessible to all.\n
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\nHPE server and storage hardware has been certified to be used on ThreeFold’s Grid and HPE plans to build services to support the growth and usage of ThreeFold’s Grid which is in line with their edge cloud and blockchain strategy.\n
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\nThreeFold launched a Responsible Internet capacity platform (on March 2018) with the support and collaboration from its community, and has already achieved sizable deployments of decentralized internet compute and storage capacity across the globe. ThreeFold’s open source and localized IT capacity encourage developers; as a result of cost and performance efficiencies, to build all types of decentralized applications on its network to promote the expansion of a new digital responsible economy.\n
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\n“This is a monumental step towards a new responsible internet and empowering a new digital economy“, Kristof De Spiegeleer, Visionary Co-Founder of ThreeFold.\n
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\n“ThreeFold has created one of the smartest Blockchain solutions we have come across”, said Johannes Koch: Vice President and HPE CEEMA Managing Director. “We are excited about our future cooperation”.\n
\n

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About ThreeFold Foundation:

\n

ThreeFold is focused on democratizing internet compute and storage capacity to enable a responsible internet for all. Open source software empowers people to create neutral, green and private capacity for people across the globe that’s blockchain driven and 100% decentralized. (threefold.io)

\n","excerpt":"Dubai, UAE, Today at GITEX Technology Week, ThreeFold signed a Memorandum of Understanding (MOU) with Hewlett Packard Enterprise (HPE)","humanTime":"18 October 2018","datetime":"Thu Oct 18 2018 12:00:00 UTC+00:00","timeToRead":1,"tags":[{"id":"partner","title":"partner","path":"/news/tags/partner/"},{"id":"update","title":"update","path":"/news/tags/update/"},{"id":"technology","title":"technology","path":"/news/tags/technology/"}],"authors":[{"id":"sabrina_sadik","name":"Sabrina Sadik","image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/sabrina_sadik.36a08ae.956874a8cbe7034c663e1ec83154e698.jpg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/sabrina_sadik.36a08ae.956874a8cbe7034c663e1ec83154e698.jpg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter 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Privacy and decentralization are some of the values shared by both Presearch and ThreeFold, at the core of their missions to create scalable technologies that can positively impact the lives of millions of individuals and enterprises around the globe.\n
\n
\nPresearch and ThreeFold are thrilled to officially announce their collaborative partnership. Presearch is a community-powered, decentralized search engine that provides better results while protecting your privacy and rewarding you when you search. And ThreeFold is the world’s largest peer-to-peer cloud, bringing privacy and security, cost-efficiencies, ease-of-use, and true IT decentralization to the market.\n
\n
\nPresearch (and its node and storage infrastructure) will benefit from ThreeFold’s peer-to-peer cloud in two different ways:

\n

1. Powering Presearch node operators with a decentralized cloud infrastructure

\n

The Presearch community will be able to deploy their Presearch nodes in a few clicks in a completely decentralized cloud infrastructure, using the ThreeFold peer-to-peer cloud and its developer tools. Thus, they can escape the monopolies of centralized cloud providers, and reduce the technical complexity of running Blockchain nodes.\n
\n
\nColin Pape, Presearch’s CEO, said in a statement, “We are excited to partner with the ThreeFold team to offer our community members an easy way to quickly deploy Presearch Nodes on ThreeFold decentralized peer-to-peer internet grid, the world’s largest server network powered by blockchain technology.”\n
\n
\nPresearch has recently opened its beta testing program for node operators looking to become part of the revolutionary network that is changing the way individuals around the world can search the web – in a significantly more private, inclusive, and rewarding environment. Anyone who believes in the decentralization of search engines should sign up to their beta testers list and get in touch with Presearch to be one of the early adopters.

\n

2. Leveraging ThreeFold’s decentralized storage to store the future of the search engine experience

\n

Presearch and ThreeFold are exploring the usage of ThreeFold’s decentralized storage capacity to store and archive Presearch’s indexes and other data running the search engine. The main goal is to provide an unbreakable data storage and backup infrastructure for the future of the search engine experience that the top-notch team behind Presearch is building.\n
\n
\nIn addition, ThreeFold looks forward to advocating for Presearch and integrating the decentralized search engine into its current and future solutions for a more private and inclusive internet experience.

\n

Powering the ThreeFold community’s search engine experience with Presearch

\n

ThreeFold will be establishing Presearch’s decentralized search engine as its main search engine partner, advocating for its usage within its growing community of developers, cloud capacity farmers, enterprises, and users.\n
\n
\nAs stated by Weynand Kuijpers, “Presearch is creating a search engine by people for people. The internet has moved from data sharing to centralized data harvesting. Presearch is undoing that by creating user control over data stored, presenting a (digital) return for contributing to the system and improving search results, and making it decentralized. ThreeFold is looking forward to co-creating a decentralized mechanism where the search engine is broken down and operates everywhere, and users are in control of their own identity and data.“\n
\n
\nMore to come as the partnership develops.

\n

About Presearch:

\n

Many of us are tired of Big Tech companies dominating the internet, censoring content and controlling the social narrative by manipulating information to fit an agenda.\n
\n
\nPresearch provides improved access to information and increased search choice with its community-driven search engine that leverages blockchain technology and cryptocurrency to empower and reward users. More than 1.6 million people have already joined the service.\n
\n
\nIn 2020, Presearch launched its innovative keyword staking sponsorship platform that enables promoters to lock their Presearch PRE cryptocurrency tokens against different keywords in order to have their promotional ads displayed. More than 60 million PRE tokens have already been locked.\n
\n
\nNow Presearch is launching a decentralized search engine that rewards node operators with PRE tokens when they run Presearch nodes. Through its partnership with ThreeFold, anyone will be able to easily launch a Presearch node running on the ThreeFold decentralized peer-to-peer internet grid with no technical knowledge required.\n
\n
\nVisit presearch.io to learn more or join our Telegram community at t.me/presearch.

\n

About ThreeFold:

\n

ThreeFold has developed the largest and most advanced peer-to-peer internet grid in the world, which enables individuals and organizations to build and deploy their web2 and web3 applications in a complete decentralized, private, sustainable, and autonomous IT infrastructure through its peer-to-peer cloud capacity and developer tools.\n
\n
\nWith a collective and incentivized ecosystem of Farmers around the globe, the ThreeFold Grid has achieved 80+ petabytes of capacity, 18K+ CPU cores, distributed in 21 countries, and is constantly expanding across the edges. ThreeFold has technology partners such as HPE, DigiByte, Stellar, Neo, Dash, TomoChain, HoloChain Harmony, WaykiChain, SelfKey and many others.\n
\n
\nThreeFold aims to empower a more equal, autonomous, and sustainable world and does so by providing the necessary peer-to-peer technologies and infrastructure to the world while incentivizing growth in developing regions.\n
\n
\nVisit threeFold.io to learn more, forum.threefold.io to chat with the team, or stay updated on Telegram.

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qWRLI84kolCD24ws5f78nh8wtFPHN/NqekibuWqlnQrCZWEmfw1J%2bTFDGBMmckqfHTiPCfgF%2b1ZOoRKWxoOIlyyd/rl6nYNl/DfbusPPqAh6On7Ww/nMLOnYls3aqSmUri7FkX6waM2MWYGAw/Y//aWLYt1VHoCWVJl561C8xyQZl5AUAfH87BWXm8vXcGb%2b/v4SMFAOn4d/cN8/15OS4s5dbVVdx6YJRb1%2bV8fSW3ri3ju4uLBYQhLvUXYdXFkWZQUV5plASYQnmPmKZmjcx5Gcs3pJEqEbdX8slzhzJ4YpGLP23N5NcXXKwUsb53k5PCtDBf94On/AxtzCQyU4JRh08mKkgA6JkdzZl7M9i50UxtWbB49ABObzGwfTSOeZ3S7aMOjgsLju1QsXtrksy%2bJMB%2bNdUZEaxdrJEjhaMb9Fwc99JRnERMxM9IiFE%2bfApRInyG%2bDDO9hXw9r5uKX4On57s58vTg3x/cYTbl1dx%2b8oqfnhgPbcf2sDtm%2bu4dXOU2zdWcOvykI8FlwbLZMVGkaKKkvxhoqorhY4lbvKbdPQMuhhaYWTnSh3zZERXt2kJvvsuDkkDNs6JJ8cezssPlLFeVqT/pP%2bJ/8SfYU4OwCmROybkLnGXIoKrlqZw%2bEQWDzxSwG8fKOfKuJMnBckT%2b/Ts25nAPUd1PH7FyfXTFgFCBO%2bYmbUj0WxdGc%2bVU0auHMmhvTie9OTptFXIzBZMJ8PrL/PvT0jAFNzaMH65qoq39s7k76eW8O3VUSlsLbfvXyPFj/LDjfX88NBmbj%2byiVsPj8l5PbceHOX7azIaD6zggWWVZJnVpFs0ZGWpySgQv1Kvp21uOqNba%2bgV0b66xcmVMStDXfG05kRxfdTLlY2pdJXFct9WFy%2be9LK6J4myXFm/Aopd0mlk4J1ES8bxa2mKYGTUwqF9aZzd7%2bQ%2bAeDFi1m8%2bGi20MjJMxe9fPRSFa89nsmj5yXeHklh0/p4Nm8M5d6DKVw/nEupV2ytdgLV2SpxkHGysqajVYvQ%2bEtMLjNzbl4B%2b7pLZBQq2T%2b3kuurO/ng2ABfnxUdEA34/vJKAWQVPLEZfrUdnt7OD4%2bLFlyXEVhURJaIoCNFRV6eTkxaFHllKjYeaGf/kTqG%2buLon5XAlpFEDm1Wc1iicV1mLE8dSePz814%2buJDBt8dL%2bPT%2bfEYWqJkzI4mmKjFPubIR4ibj58y4m1XLUhnfkMzGZbEsG9QzOmjkpet5vHolkz9eyubp83Y%2bfbGaV2/m8uz1TGGFhV3jao6MJ0gwSuPQmhTOrBXfvcHL7uVOds/LwKWJIFp0YF93NtcGK3lstIOn13dxaFYx8wpEYNsyeHljC1%2bd6udrEcWPDs3nxe29PLy%2bm%2bd29/HuGRmRK0vZ15aGNi6ElMQIsrPiMLsDSBfB27Aqn3v3ZnH5hJO1q3WMr1dzcYeRZzZ42L7MyNKliRxuN/P%2bLi9IPvjbeAFbl%2bu5eaWQE0c94nXEgEmT/FyS9Lo741kwM5JtG5I4v9tBe2EC3fVxrFyo4qHDLq7uTeaxE1bevFnIYxfKuXqylPsOFPP0uSr%2b8EQtf71cxtu7y3j%2bcjNX%2b3N5oqOEA50ForTB3D9cyVNrmtje4GK42MqKKjdbGyVDNLvFEzSIFqzgizOLeX60hoOtAmZ3Ho%2bPtvLKjlm8fWge25vSZHVNx2vXUidGxy009uQEcHDQyxP7yzmx18yy%2bbH88mgqZ8aSODykZtPyGIaWquhvjuLYGi1PrbOzsiGR%2bvooblyr5Pj%2bHGKj70AXNQm/VDEGbr3YypSJHBgzcHKrmbaSKEzi/uxZkyktD2FsUSI7VsdxZrOVjaMmCUAuzm/O4f49eTxzqYTfX8hiebskv115nO1M48W%2bRq4tqqPZoeLZja08v7GdK/1VnJ5VyuleiaZ9NTzSV8Eb473cfmAT/760jNfWV3OsM4u1tR4uD8hz29r58swijs3NQxXuL9Y5mr4lKuYtTqS/38CF8Tru31rIlaMu5rTEs28olT/eSOf4Xp2s5FTula113/4Qrh4SZuw0iGeJYOFwGKuXp7J6iVU06m7KcqLxs0dOJXna3VjEWfX0RDCjKxB3wRRyy8RyFgUJ3abjdk5m%2baBQSj5497iZSnGI24dMPLQjnesHxXicyWRIutBUE8GuHguvr5jByZYcxmrs/GFnL%2b8fXMSH%2bxbxwfZ5fLh9Pp/uH%2bSdHfP5YM8C2QBbRPGX8%2bm%2bWfx6SR0nOgo42VPAE4MlfHu6j/NDZRSZVVzqK%2bSQWNolKyMkecZyYm0xewbN7FyRTpk3Hm3UNC5uz%2bKPDxfx2%2bMZPHYsgWuHI/j1WQ2vXXHx3OlkyS4aTo4lsnGpkfltOvZJM/1MsVPQBN9Bql4SYNE0GjoC6JwrgWhmCLVNMVSIN2hqnsbhDUZeFl04uyUdk2kCQ3PVvH21lGfvzaS2Noz8ojABy1/WaASPLW7m8YEmtjR4eGVrN58eGeabk6N8e2Yd351dx1cnVvH21tl8fnQJP9xUABjhh0sr%2bPLEIJ/tnceXR/v5Stwi11ZybWkl%2b2Zk89f%2bGh6dbRcGJjIunuXw0lSq08NJjJlCXOhkpk/%2bXz6/f2xFGt11IRzbqOKx43Fc2BnP9S0O/i3J9fn9Lt644ObZ%2bxyc2uaksywevziNfIAUbxL/X1sWwjIRj/Gdet8XkgsXizmq9mfBvDCeOJDGxdVOeksSKS4OJTMviP65CaxdrsOTH0BmUShZxRHEJ9zBqND4rV0LWCQu7ldrWvns6FK%2buXcNt86vk/Mq3hUWvCcMuHVJdv8jO/heVuP3Mga3H94iXmAz31%2bR18qa5NoKHhYmvLqukY8H6/mDdP3ps4VsnGvAqp4qnn4CqojJhEy7kyyrzPsOO6vmSYcXmrhx2MC9W6OozwmkWBLptU1pLGiM4PruFF47J7om4zyrRoWfKll2tiYIq2o6Vu10iZ%2bhdLfF43H5UyFRsmVGJIOLwtkwoCI3OQh1yERshikkJ06SqBsguV30wzmd4pow2iUVur2B4rQieG7TbNbWuLk0UMYHB/v4%2b1Hx%2bkeHeW/3Av732i7%2ba%2bMsvhVAfnhwq1jhDfz71GK%2bPrVUAJEV%2bNgOeXyTgDLEowOFvD1Sz5tDNYx1Gzmy2UlLRbSErLsJl10eHzFJPP0vGOty8OzZbJ67x8pHl7N4/3oOT29ziCZpqEmPwhA3lfKcUJ4/5uGLm9X8/Uox754tx8/sjZGgMBldwESxrf7olCN6isyUFKqbSnudih0rdGwfScIiYEUF34VO%2bZIhfiL2uEkUSZbobYhn3Xods0cSaF%2bYJDk9DLesLSXlHZmVy%2bvbunlj1xz%2bsnsOb%2b5YyK9FI853F/Hq2hn8VR5/Y6yVb44slFXVydcnh/nhqmQBYcXHx%2beJre3g63vmcU78ic0xidzCAKrqw8n0RBIReBexoRPlnsSD2KLF48v%2bH8/mqY3Zoi8VPLnRw18uZPLgQTNb%2bxJ4YtzN19dr%2beS%2bKv55uZbPr9Tj53ZGYIwSIQwXLYibgkETiDE5mNjpd6IOnsRgXSQHZEVeHNZR7Q0iTjVBIqjsYsd07IlT2bXaxNMn0nnznIfRNUnUdMaxfIHs5X4ra9tS2Nyazms7u3h150yujrRydqCRe%2bY3sKohl11tuRzqLeTJdZ0y8yv4656Z/GFNHV8cXSCjskiAa%2bG9Q7N4YKeDSxcN5OcEYbEEUVIeQVLsZOLDp0rekGZETsZrCCF02l1UulQUmKLJ00aydbY4WNGst27m8PsrZt45m85z23N542AlH5%2bu54NTtfhlaKajD1H%2bUjPZ99caY1KADwCdiEu0/924EqdwYG44e%2bfFs75TL6IzGXeGP0XFAeTmRLJ3iYVvd9fz8tFs9u5OpU5c2opZRv50o5JTotCr6538bryb5dUu3Anh9BVK6mwr5Hh7CZdmV3Gxu4zHlzTz3IZunhqbweMjNaIRHXx6fC73Cf2vjLlZNidQ9r2GAbmH1MRQ3OYQX%2bfV0UHoJHKn6cNx6kOJC5tIWOAECT53EiX3maoJxhgdwJFhGY8DXu5fY6MkJYwXttWKy%2bzh5BIXflmmYHLEGxemBJKuDxILG4Ba5iUpcgJJ4ROIDriL6tzprG4NpsQViN4wWQxFMOU1k2mpS%2bDQYjuvjRXy4NpMTo2nM7bMzMAcnYhQPrsG0qh2JrKpM4/5hans6SrgaKt0fFUvL8oovLV7ER%2bLLvz1yGJeXtPO6twUDvXk8PE94gq3tjHY6uTU9lRGpQGj/XEckZ9PbE2lJT%2bOWEmaiVH%2bvjFIkiJjQqcIKJMlhU4kUlKeUepwGcMJm34HqjB/UuMC0IZPIyF8Em0FSezt9TBck4xfoTWUxY1G8fHheGwhJCVMQW8M8/0RQxs5CYd1KmlZwdQU%2b1Mpau/KDKZPktbS4XgG%2bxNZtCCOtZsMPLQmh0/2tPHMxkJWN0uaHHCypstOZnIEVWka9vUW8cKOeby4eibvrFzIF8fX849LY/zr5na%2bvn8TX%2b8Z4LXNPdwzN5/fbG5lx6xsBofz2H24in0SbI5uTeTKSRsPnrIzMlsjzYqW4ifJMUGKn0xkiDQseprowd0kijAeHDIzpyqesKl3oI8LJk60Sx8bgF4bRKJsvrDoiZJcp%2bB3ZWc%2b1e4o2guicJtE5eMnkSjeIF4oFiPoauMnk2ycgqswlMCIO0lLmc7aARG83jhmNsdSKSuxu19i8nwr747n8/vDxTw46uHgUjfblzjoq0rBGBvMCvEED69qkb3eyOMLW/j70gXc2iqrb/co/96xjK/EE3x%2b33Je2dXD3u4cuhqdzF2UQ55Xcv9cG5cOpfHwGTfXjtv53YPZrJlnEiurfCMd5dOCEJn/MP/JkvAmY4oP5PS6DK7tslOcHoM2OljYPEnGezoqlax9Ee940a8ElWSB/kY99oTp5NqDSRE2pDhCUcdMIjl%2bCklRIooxAZh1Qn3xCoW2KJa2m5jfneT7%2b31%2bRgS9nYmMLDL6vhfYUy/UH3LxsOTxp7dkcmC9lXsW5lFoiqU4TcvjG7r49boZPvEbLHAwXuXh%2bsxy/rhxBn87Pp%2b/nVzEhaV19EjqW9dvZoNoSH%2b1iso0Na2lGh466eH0VhOLOo30NBmxaaMxJ0SQLJG7OC%2beTSOpvvFTfi6qiqOlKxmPPQaLKkyaOUF8w12EBtzpM0/RAki0sMbv5j7JzruzqC1PRGOUOZEjTZhgE0%2bgCldc1iQ0YjNVQVPYNsfN1Y1ZLJmvo3%2bRlYZGuegGFz1Vama3J/j%2bmFkuBum4iM7xQRtDiyK5vLSI8RYv%2bphAVrQU8PLeRbyys49zA/Xs6sjh0ZFGicYL%2bdeFYZ7c1MGCEjsPjRbx4cNe9izV89wZL5vnGGkqM7B0sYXNIzaq85JoqdKzQUBqLIiloVbPge3CkOtuTsja23KoiGFJphv21MqKtlHqUpNhCGdJTwoza5N8WyMqRPlW%2bE78%2bK9GnjjlxSkGSKv3x5AqxbsjSYhWXqSo6l0%2bpOJlS4RM%2bDkm8QhlJSHMW6BhUZ%2bBkSGrMCFMMnsYK%2baaObMnmyMbRRC3prF%2b1MKNDT3cWFzG3Jxk7OpYBmT9XRnp4NmxWTy/fRZvSk546%2bhiHt0yi54iC4%2bsrBSVrmOtFN1bo2Nlt02itpv57SpamvWyCZJprU5idJaFPz3u5Y3n0ti8Il7scSo3Jf9v3mdhbH8Bu%2b5pZbkAWZaj5YnzFRzfLPfTJ6t5gQW1uMdwqStC%2bULk5fstfPachbMSebOyxM%2b7Y0gxRxKlaECYqKpQJV4CU4x4ArPMjTt5OkVZ4VSViW40R9PWEMO8GUbJEoFs6ZPQcbSSpfM0jM03MNDfylP37OSJ5VVcHapkuNTmo2O%2bVUtrjp15MgIDtZn0FKdJ8Q6uDxbz7dkFPHJ2P61lDhGxODqK1cxqE3u7Rs%2b%2bbakS1w3sW6Vj1fxEieUG3ns1S15vwRB/N13VOk4fd7FgoVqA6CAzLZYci4SiIxW%2bv2InhwehCp0qIin1CLMjlO8E//myl09/l8bt1z2ckw9XRwWIoPyCoKm/IDZsCqrIKcKECb4Xp6gDfS4xSbaDSoTHY4oUdxhMgUdDeXYc57emc3NrJsU5ceiSo6iobuXF53/HjZUdPLWyjoeX1bOzLYdqi4osmd9yq4q%2bEgtbWzy8sKGZT3a38M1LV/jlb39LedZnw/EAABK1SURBVGEGwzPUrBxIYHSlmg0S1bdvS%2bbaQQMvnbFw79pklvUmc3mvk7%2b/WMqcOg1p6gjmNVtYNWCTFW3Bpg4izx7HktlJbFhi4t6xIrJTRTRla8SFiQYE3YXfrdfL%2beGtMj5/wcM3r%2bVQ4QljyuSfExEqRQdOFPoLXQLu9gWOyBDli86JTJ3yC5oz1dS5Epkw8edkOiV17apkqDuTwiy7CKaZ8GgtOQXV/PHPf%2beZB67ywEAlv1nXwa9G23hMfP0jAyW8sLqat7e38fGBHt7ZXMc71w6g/NsyvgtLWjYN9V6W90u2F40a35LM4OIYto9quLZDPP5aKwvr4zk7lsOle3JEhxKYUWgUA%2bdPclIgNaVaMs3RUo%2bW/HR/VvVrWNCUQqLUoI350Q/YkoLxGx8x8o%2bXKvn7r4v48pUSnrqShVOERSfGKFwACJl%2bt7x4mhiMSYT734lHPEKcaIPLGC3rMpTwKNELtR61zkpQpIGIWCPqZBtxCUbM9hx%2b89zr/PXTb3nu/tM8OVzB79a28MpYJ29s6%2bFP2yUjjLdKJqjmLzfv8RX/wkv/m9KqNnKKasjIrSQhySxs8LBxYw6jI1qObzXQ2yJaMlfHyd1Wesu1dM5wkaf8BTo%2bhExZm4WZWnLT4qT7iXjNcXK/Mr5ihByJolXueKyaEKrLzDI2/vj1zIuisSmSnpnxNLQmsGrIQKkEoPjEaTIGP/fZSsVyKn%2b6josOx6iNR50QT0RMEvFqM0mGNDQpGai0acRr5ENT3WgNThJ1dhK1Dk6ff4R3P/iaDwWE1x46y6%2bWVfP8aDMvb2yTVFjPSwLIe8/e8BX/739/zdKRMfLKWiisaqGougWVLpXYxFRS7VmUlxcwND%2bbpqY4du5M4Q/PlzHQoaVMZt2kiZCRFdPmiGVGnYtyr4ocWwxVBXqc5lCKMmLpmKFneL2NBQNmRsfL8Xji8Tt%2bxk5udTglorA1XakYnSE4M6WricFERUShStCSpJVCpSC13kGiXgpLlqKNGWhNWeIbckm2eFFL0Y6MQszOPJLNWRgs2UQnmFm1fj8ffnyLN//yGZ98eZu3njjPs6IHv1vdJBlhIR%2b99hw/8OO/Rx59gsqGHiobe2WPt1Nc3YHRminOLRVbWp4wqoBURyG29HwKS3Pp6shj8QIv/Z1WdLFRItSSULXBtFYZmFmlI8cQRnepmeqsJBoqNMycq8eVHsDCFQ4BIJ/GTid%2bW0dtNBRHU5AeTnGzpLnZBkE7UkbAgd7sQWdyo5Euaw0uNMkuKdSNLjULo9yM1V2G0ZZHXKKFaJURbYpLVmiRzG%2bR3HiuAGChb/F6Pvr4e95691%2b8%2b/5nfPbZx7x0aCW/FRZ89u5/8dk/PuSbr/7hA2DZyjHpeoeAMIuS6k7ySptkFBpItWT5PteeXohDDrN8vsleSIpN7iGjROx5Ka6MPOw2O3aD2GQR51m1skar9RR6RDsazcyr0aAOm0ZVdRyrlus5uLfQt2L9sovjqCiPJT1FTFDiZJy50SSnCOUc%2bVKoB60PBA/JpkzpbA4GWz4WV7F0oUxupJik5HTi1DbitTZiNXZhQy4p9nxhQK5vLPoXr%2bPt977k7Xe%2b4G8ffciX337Lnx%2b9LJlhNrduf8snH/6Z27e%2b4tXfv0Zt02wZv268%2bfXkFjdJYeUCZBZ2uY4rqwant0KuW0qqUwFZwMgoxS6Hw1MueaUKd04d%2baUtVDV0MmewjINn29mws42%2bNh0v3qhg46CdrWvN3HfCwnNni/nioRb8dq3LorhGJUcCNrMoqFnjK8IsFzBYFXrn%2bDqebM6WwvJ8Xbd7KwX5MnSWTCnaRqKww5VdQ3pugzxXJTdYLB0qEnA80tXt/Pntf/L2u3/n44//xtff/ptXLpzgV%2bOSA374ng/ff1N6f5tjJy9TUD6D4qou0jIrfYdybb2Mk1Ouly7FpWVWS8EV0gABwVGMNa3U95xbru3KqRHgGskv66CudREdc3vZcqyJvuE0cnKDmNUZzzOXSvnlxXxuHPPwx4sivJdr8Hv6TBHrVxqpnKGjoD6StFyTCFuGFCpFOAuk6AJ0UrxeZtriLhWka3AI2mZ3ibAj0/faWI2T9LwGMgqaccjNKCBYBCidKYede87yznuf89577/HxJ1/xyadf88m7b/HJ%2b%2b/x%2bRf/4J23Xuf7775l%2beqdFFR0kV/eiSevXj6jAqt01p5R7uuwO1sBQK7tqfQ1wZxW4jsrjynAewqbySlpI6uwhfr2BZTXddLWnkX7nFjmjaiZv8zFldMNfPDLel5/sJZnLuTxp0fq8bvvVCZv/KaAsS02Miv0Ms9yJFlweMtIFRAUtFNEeHQCgF0unp7XiDu/yXdzybZcYUkBCckZ8vpqskraSS9okjFSCqiWGS3ixOmbfPkNvPmnt/nrh5/zt79/Jp2/9ZPqf8Wt72U7/PENoe1c6X4vuaXtsv7qsXmk0%2bnl0uEq3z0oALik2P8wQDkUMDLkfrKKWqX4dnmvuD8BIL%2bsjbK6LuYOZLF6q5kFywxs2OZlx%2bFmzhwt5tXH2riwM41nzlTg9%2bxvSnjrhQr6ZiaQYNBJGPLITFsF3RLsmVWyEaqwCc0SjV7f3GcLxdIFbeU5k4hRqoyC3lGAWW4sv7ILb1GLsKgepzDF4i7n/KVHfcX%2b47N/8fs/vMWHH34kM/8dPwgIt29/73vu5Omr5JR2yurrIbu4TWa5HqsUb5XumxyK2Jb7HnMKALb0SmlIsYxZiY%2bNmdL1nIoZFFT3kCXvzRMQyut6REy7JA02ML7bS0tDLNU1WrplHOasLeLi2SYurkmj0B4hafCxEm5cykUj7ik6XkOCrDtlhRlFyJxZ1biFju78BpIEAJOzkDwp0iNF2mUeLXKDzpxaKb6cVLnh/OpuMsvacQsL3EJLl3Ttwv1P%2bdbcd99%2bx3%2b9/gHvv/%2bx/PbDjywQDfjyq29Yumq37%2baVEVC66cyqle6XCQhlJIsOOX%2biuXJOlc4ni/pb0it8jCupnUVp/RyK5Zwtv5fWzqSwopOimm5h1UyGV3gZWmWlZb6XsUN1HLos4exSOydWpJFtFABa2/XMa1VjSI6TXW8VR%2bcUY%2bMhTWZZASC9qBlPSSsaEUKDiGC2MqPKTYooKaOgMMKRXYtJ5jG/RrpQ3uF7fYaAkJHXxJXrz/oA%2bP6770UIv5A1%2bJVP9H7s/m3%2b/JePaO4e9nUur0w%2bW95nUeZcRsAsYpoiDHDJtRQAlDEzSGNSZAvkyHWLKrvFL/QI3Wf7flberxwFlTOobpsnwj6b3tkljB8tpWtJDuWicfc%2b1MrVh/u4ubuIQ0uy8du3Jp2nD5fiTTMQJ4pusuWI8MmOldVjz64mo7gFb2kbSamZPwEwgyy5iFeKzJJu/weAFOlMrjAgS9BXaOmVMVG6%2bcDDv5NZl1Jv3eKjv33F1//%2b9v8D4Mlnfi%2bGZ6aI3wwyi1uFcQ3CrEphmF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We have a good plan in place to stimulate token growth but we have some key decisions to make & we are creating a group to help us finalize. We have already invited / included a number of farmers, token holders, ambassadors, and outside industry experts – and now we want to open it up to the wider community.\n
\n
\nIf you're interested in being a part of this guidance committee, please get in touch with @samtaggart on Telegram and he will ask some questions to ensure we get a well-rounded group of people.\n
\n
\nPlease reply by the end of today 6pm CET, if you'd like to be a part. A call will be scheduled for Friday or Saturday.\n
\n
\nPlease take note of a few things:\n
\n

\n\n
\n
\nAs a reminder, please know that neither Sam nor any member of the ThreeFold team will ever reach out to you requesting TFT or any other form of currency. 🙏\n

If you are skeptical about any interaction or need support, please use the live chat function on our website.

\n","excerpt":"We have some final decisions to make regarding the token & farming plan & we're calling for the community's help!","humanTime":"03 February 2021","datetime":"Wed Feb 03 2021 12:00:00 UTC+00:00","timeToRead":1,"tags":[{"id":"threefold_token","title":"threefold_token","path":"/news/tags/threefold_token/"},{"id":"farming","title":"farming","path":"/news/tags/farming/"},{"id":"community","title":"community","path":"/news/tags/community/"}],"authors":[{"id":"sam_taggart","name":"Sam Taggart","image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/sam_taggart.36a08ae.c31cecd8fce4a07ff4acd294dc9080c0.jpg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/sam_taggart.36a08ae.c31cecd8fce4a07ff4acd294dc9080c0.jpg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter 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rq7e4bVd7tXVRx3Aiq/PyYU%2bMxum/AJUFxQig6lQcemiojbG/T1a%2baXoPf%2bsOoesLIzqnGD0sxPguTFwvfAyHpyWiDun7sGcNVfx8MLDKuf/QGcl78WkIP4noz/%2b02TKVR0aNHS%2bvgb1ddUUUtWsP7U4kvwzeoJ%2bjrc%2bgEWui0VPuoT8i264titFqCNYOp1OTX2yj2FzWuHvCNwoqtL%2bWDjVLDFo0k7FZG4QLRGTyfzXMPrWggLo2Q0aMrOQz5FYYzajd83qaCEU6ouTN2sAOScAsqouMPZpbHrtQ9wee1i1QXF2qPXddZPdE7sft0/cib0XSznBGZlyNahjAaytrkR9fTWuMwjHjp9TewKmpiZVyQMUOyZTkwJANjVlS0v%2bNZlMSihJI5H9Czf1gTvM1thGi3iU84N7abdshAgwIq9FQcZkSN4z%2buasHGjIhMr0DKZEGRwUGGHm48CMKUrx/aoQ4nk/r2P0U/DHzsZj8/bjDirAe2bvG257Qybnd9N5EUILN6ao4auxoRG1lTWoqST1ywWAOpxPSUdy8gXV8mTU9flEB7QP7%2bOJGhRgZH4QB/R6vdpqF8CGmNE3FOn%2bW6N/QxT1q90lkdUx6VmZqM3grE7TcwQuZTW2VVbBwIcxW4zoKctA96ypwKiR0f4/GHVVB0QHsBC2zn8bmtQU7DmdhkcXHFBSWORvVATtVbT/3dS9uIP9/601lxlRToShFug1RtSV1aOmtBaVrAcNdTocPfczLl%2b5rqJmMBiUcxH2dk29Rik/kb86XaOSx82UtQ0NOjX7%2b1vC8FEkBWWPkECIhf%2bNRTqjO0IeMismjXSvz8iEPT0TFmEBU0DHcwNXt06DLg9Hy9zrcPzwHTpnz0C/pIPk/YQX0T43Fra4TahiGpUwfUrzsnHleibe33AWI5dQEc6OiqC/zt3PGeEwvk08iyajFV2c2oL%2bFlg0DjQUmaAp0KM6h12gthmJ%2b48hLTVLMcDA8bxNSdwWxQDZFwyr3Vy7YoKD%2bsFud/A4ul3ezeiLdYmJEqR1DlrH0DaazBVqx7hLARGTkSUOZ8EjLMjJQ40AwDTQEhBdAQcXQymMpZzxS/JRn50G3cWz0J49hTquJRlpyM3nIJWeity068gke3LZx8uK89jXM3HyQgqOnLmKk4xqyrWfkZF6HeZGL9rD/OPBDnjrW2HPD8Ga64cx1QVTeRBr47agIDdf0VSvNygZLMqvngzooWMyBxiMJrWzq2/UEQSn2t2R2cXDoqacG3RaABgCpUcpwqgyHNpekwFM7QmaM7IRYvSNeVRidL4xLQO1NA2dadEVEYhUlKddRXHGdeRn08mcTOTlZvFBs1CSn4Py4gLUVpWjrKQQKdev41rKdaReT6FdRcrVy7h86QJOnT6N5NPnoKs3w%2bcMwmX1wVLjhKnYAUORHfpcG2rLmrFyzXpVE4TiWo7mEmkvNX9Tk1mNxKrQuT3qdcl/mQxlG8zB94RI/1a%2bf4jqKhV4LXiTBWQ7ju9vicjGiR4xuUwBJ6Pvo1Ux%2biV8eA2tmmZlf/YYa6GpKEYdHdSyVRka6mE26GAzG%2bG0meF2NFNc2OBzO2CzmCipyympSzhXFKmN1jzqDNlnKCgq4NBVwgJmUlGMVvMmnhuUNZkMqGRL/GLF9zAx8lLQhpyWL22M7ALCiiYWQGtzswJAo9GofT9JDakPwpChrTO1Dtw0Dd50XTqAMEhYEFOalobm66nQ0wqvXoWWjDCVlaKJD%2bOnVg54HPA6m%2bF1syLz2C/mdSrzeZzqmphXrXLdRcq61LFck895qMzcrmY4HVZ4CFTA74XfJ7u5NjjsnPubRa2ZUEyQl37yBXwu2c72oLFRrwCwWMwseHb00UHJf6X92yIsknrV/loYWS9rg781goBE%2baaIh9oGCyIBapEvVzo6VAeQrTOffDVWe/UaKuh46ZUrqEpNg7vZwofz8AFccNFxt80Eu5mSskkHC81qboTVIl86mNSD25rNfCgz7LboarPRITplF8fs0WvNtiY0N0fNyXv66LyA5CYwLoIiIHgoYjIK87D43aVUfm2K2jYWuB5OcOKo9HsZlaUzyC6vfMsk2/iBYEhFv6%2bve7jny/5Pn5oIo2OwbLNL8Yuw8HVIbSAAEekoakPk/EVknL%2bAwsuXUFdajCZdPZooS4XmzWYD7HTarK%2bHUVcLA02vrI4FiFXb0ECB0ggzKWxhyxQHlfPiFFPD4RSz8eFvmFsYJAzgNOb1uQi0Q2n3QMCN5J8vYvHCxVHBY3eoVJF/FqZKqxqLQVZ5FCu6ujpVasjGhuwjFFfqoTF44PJG1LdHwTCjTQnd3R2dCofAkZ8CyKas7CtEmBIxGRcvojAtFVWlRdDUVkJfVwWjtobO1sNC525En5EnIDZGXqLtpINuF%2bktNGc6eIX2Plc0ukPGa15lTvWNsZicCwCykSkzvcdDpvE%2bwYCPU1oGlq/6FsdZMLft3o1dSQdw9ORJbNu5EydOncLln3/GkWPHWVcK1e712XPnFQsa9SZMemcnHn1tI56ZuQ1jY3ci9p/JmL/8HKYvO4k5n5/FAk6lH6%2b/Bq8/CqSkk/XIQcRYWcwcdivpblMOed1Duexmr/YiHPQpCw3a0HFwyALyuwJv1AYjO2Q%2bn2cYDO8wGG51PeCXz8vvEQLKfPxsQ5MR5ZUVKCouZBEtRkFxEfKKipCRm4PLKdeQfPYMDh8/jqRDh5G4axcSOLDFbd6CuITNWPXDOvzz69X49JuNWPzRSsye/zEmx36Il6e%2bjxfeeA9jX38f/4hdieOnLlFosSWz2yXPnokYeRi/eiBxYvChhowPFhZT5790etCCQ8dREPxifu9wlKPO07jKa7KJKV9WypZWs82K6roapGam49T5szh15jR2bNmKbT8lYM%2bWLdgZH4%2bDu3fi5MEDOHX0MK5ePI%2bUK5eQdvVn5GakIz%2bHcwvByWHhzsrMQHZWBnKyM7mmI4saJSszDXl5PM9JY3u%2bgkuXL%2bDA4aPYmrgdGzbFYdX6HxEjkVA/jRn8ecwvLRSKghG8CYAbTt9qUaejkfcKqAH5UYQ4HFIA2ulwvaYWWXzw8xcvYN%2bBJGzZnoifNm/G1h3bkXz4ML5f9gWWv/Mx4j5bgWWz5mDJG9Pw2Zvz8NaEVzF7/Et4Z/JUvPnSy5g14RW8PXESYl99DQtnxWLpgkV47%2b15%2bHD%2bQnz8zrv49N338M0nn2LNipXYvDEO28mSJLLmaNJ%2bnOTfOU0mHT9yhADIruqvWBSQIef9v%2brwL50WGgeFMS1BxRwnHRbtkEmVeJQRjN%2bSgB/Wr8fqNWuwnugn0PFtiYnYyRzfwoiv/vobrKXj%2b9ckYOP7n%2bKT16dg9cy38NWkmXh77HN4//mX8AFH7imPP4lZI57i%2bXhMeeIpjHvgIbw2YiQm8PiZvz2Il54cgZdHjMCI%2b%2b7DKJ5P4mcnPD0azz85Ei%2bOGoPxT4/B2CdGYOxTo/49AIFBAIKD0R922u8bprfQWByWCIv5WNAMnB8KqBRPJx%2bjY9uwIW4d1m1ai7Wb1mPj5ngeb8KPmzZi97692LN/H36K%2bwm79%2bzB3n37ELd2HTavWofd327E5qWfYe2b87Fq%2bptYNOpZLHpqNL56YQIWP/YUpvzlfix66GEsfugRvHr3vZj%2byGNY8uxzeP3Bh/Hi/Q9gzlMjMWf0KIy7/z5MeOBhzKSjEx5%2bBGP42j%2befAYvPf0cHrn7fjzyl//9/wMg6vyNNSw/goqEFa2bWUSry4px7dJ5HNi/C/HxP2Ldj9/TVmM9Hd/I802bNyA%2bMZ6VfQd2Ju3D/iOHcPjEMRw9dRLHmPcnz57FCVb%2bQwcP4fjeQzi7%2bxCuJx3BmR/jse%2brVdj/2XLseH8Z4uctwtoZsfhh8jSsfm0iVjAVPhJmPPMslnF9%2b5EnMOv%2bB7Hw4Uex4InHCM6fMPmuezD/ocfx6r1/xbg/3o0JfyFID47EyD/fj8f%2bfN//IwWCN9eEISD8KvqGOg0yLl/FIbaqTevXYNXK5Vix4kus%2bm45vl%2bzEmvWf4e1GwjCxtVYF/cDNiSsx6atcYjfvgVbWdR27mf0DyYh6TCBOHoUx44fQ3LySZwjEBdPnMaFPYdwLj4Rp1b/iBNffYvDyz7HgaUf4cC77%2bMgc/vgu0tw4J3FSFq4APsXLcTexYuxm8e7Fi/CrkWLkTh/ARLejMWGGTPwI2vIVy/%2bA5%2b89A%2bsnDQdn74yFQvHT8LEEWMw7uEnEBO8her%2bXxTAIbvRFQQAr90Nq8lK0WTiDN9ABlShKKcAGSlpuHyOg8%2bJEzhy8CD27t6FxMSt2JwQj7if4rAx4SfEsQ5I%2b0rcsQP7mAbHyIaTx4/yM8dw9sRxJB88ghPb9yI5fiuOr/kRR5avQhLl8V4CsOudJdjBIrdj7lvYHjsbiTNnIHHGNGxTNhXbZk7F9pnTsXPGdOyaOQ27ebx7xizsmj4T26fNwJZps7Aldj42zFmEFTPn4q2xLyAmJI7e4uyQyQ%2babrWWcEitnV3yPT71N5Wak2Oo1%2bFC2M9RlAqru6MLPZ3d6OHa2dapvqwIBcOcAbwUVCyKtVpUl1ehrKgUhRx7s9mPUynHr128hPMnT%2bH0oeO4cugULiQmIXldAg4vX419H32BXUs%2bROKCd7BlztuInxmLzbNjsTU2lg7RqTmx2E5LfHM2trG3byMwW6dOwZbJk7D59YmIf%2bU1bHz5Fax78RV88%2byLWDpqHOY%2bOQozHh%2bJmBsOhoYtWtSi38uJya8/ZVdGvnWJMPflXOqBhcJFI1%2bnFRejkON0fhrH5Oscl2kFPC7mtYr8QtSVVaq0cZqtBMpPrR9RP2nr6Y1%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qWRLI84kolCD24ws5f78nh8wtFPHN/NqekibuWqlnQrCZWEmfw1J%2bTFDGBMmckqfHTiPCfgF%2b1ZOoRKWxoOIlyyd/rl6nYNl/DfbusPPqAh6On7Ww/nMLOnYls3aqSmUri7FkX6waM2MWYGAw/Y//aWLYt1VHoCWVJl561C8xyQZl5AUAfH87BWXm8vXcGb%2b/v4SMFAOn4d/cN8/15OS4s5dbVVdx6YJRb1%2bV8fSW3ri3ju4uLBYQhLvUXYdXFkWZQUV5plASYQnmPmKZmjcx5Gcs3pJEqEbdX8slzhzJ4YpGLP23N5NcXXKwUsb53k5PCtDBf94On/AxtzCQyU4JRh08mKkgA6JkdzZl7M9i50UxtWbB49ABObzGwfTSOeZ3S7aMOjgsLju1QsXtrksy%2bJMB%2bNdUZEaxdrJEjhaMb9Fwc99JRnERMxM9IiFE%2bfApRInyG%2bDDO9hXw9r5uKX4On57s58vTg3x/cYTbl1dx%2b8oqfnhgPbcf2sDtm%2bu4dXOU2zdWcOvykI8FlwbLZMVGkaKKkvxhoqorhY4lbvKbdPQMuhhaYWTnSh3zZERXt2kJvvsuDkkDNs6JJ8cezssPlLFeVqT/pP%2bJ/8SfYU4OwCmROybkLnGXIoKrlqZw%2bEQWDzxSwG8fKOfKuJMnBckT%2b/Ts25nAPUd1PH7FyfXTFgFCBO%2bYmbUj0WxdGc%2bVU0auHMmhvTie9OTptFXIzBZMJ8PrL/PvT0jAFNzaMH65qoq39s7k76eW8O3VUSlsLbfvXyPFj/LDjfX88NBmbj%2byiVsPj8l5PbceHOX7azIaD6zggWWVZJnVpFs0ZGWpySgQv1Kvp21uOqNba%2bgV0b66xcmVMStDXfG05kRxfdTLlY2pdJXFct9WFy%2be9LK6J4myXFm/Aopd0mlk4J1ES8bxa2mKYGTUwqF9aZzd7%2bQ%2bAeDFi1m8%2bGi20MjJMxe9fPRSFa89nsmj5yXeHklh0/p4Nm8M5d6DKVw/nEupV2ytdgLV2SpxkHGysqajVYvQ%2bEtMLjNzbl4B%2b7pLZBQq2T%2b3kuurO/ng2ABfnxUdEA34/vJKAWQVPLEZfrUdnt7OD4%2bLFlyXEVhURJaIoCNFRV6eTkxaFHllKjYeaGf/kTqG%2buLon5XAlpFEDm1Wc1iicV1mLE8dSePz814%2buJDBt8dL%2bPT%2bfEYWqJkzI4mmKjFPubIR4ibj58y4m1XLUhnfkMzGZbEsG9QzOmjkpet5vHolkz9eyubp83Y%2bfbGaV2/m8uz1TGGFhV3jao6MJ0gwSuPQmhTOrBXfvcHL7uVOds/LwKWJIFp0YF93NtcGK3lstIOn13dxaFYx8wpEYNsyeHljC1%2bd6udrEcWPDs3nxe29PLy%2bm%2bd29/HuGRmRK0vZ15aGNi6ElMQIsrPiMLsDSBfB27Aqn3v3ZnH5hJO1q3WMr1dzcYeRZzZ42L7MyNKliRxuN/P%2bLi9IPvjbeAFbl%2bu5eaWQE0c94nXEgEmT/FyS9Lo741kwM5JtG5I4v9tBe2EC3fVxrFyo4qHDLq7uTeaxE1bevFnIYxfKuXqylPsOFPP0uSr%2b8EQtf71cxtu7y3j%2bcjNX%2b3N5oqOEA50ForTB3D9cyVNrmtje4GK42MqKKjdbGyVDNLvFEzSIFqzgizOLeX60hoOtAmZ3Ho%2bPtvLKjlm8fWge25vSZHVNx2vXUidGxy009uQEcHDQyxP7yzmx18yy%2bbH88mgqZ8aSODykZtPyGIaWquhvjuLYGi1PrbOzsiGR%2bvooblyr5Pj%2bHGKj70AXNQm/VDEGbr3YypSJHBgzcHKrmbaSKEzi/uxZkyktD2FsUSI7VsdxZrOVjaMmCUAuzm/O4f49eTxzqYTfX8hiebskv115nO1M48W%2bRq4tqqPZoeLZja08v7GdK/1VnJ5VyuleiaZ9NTzSV8Eb473cfmAT/760jNfWV3OsM4u1tR4uD8hz29r58swijs3NQxXuL9Y5mr4lKuYtTqS/38CF8Tru31rIlaMu5rTEs28olT/eSOf4Xp2s5FTula113/4Qrh4SZuw0iGeJYOFwGKuXp7J6iVU06m7KcqLxs0dOJXna3VjEWfX0RDCjKxB3wRRyy8RyFgUJ3abjdk5m%2baBQSj5497iZSnGI24dMPLQjnesHxXicyWRIutBUE8GuHguvr5jByZYcxmrs/GFnL%2b8fXMSH%2bxbxwfZ5fLh9Pp/uH%2bSdHfP5YM8C2QBbRPGX8%2bm%2bWfx6SR0nOgo42VPAE4MlfHu6j/NDZRSZVVzqK%2bSQWNolKyMkecZyYm0xewbN7FyRTpk3Hm3UNC5uz%2bKPDxfx2%2bMZPHYsgWuHI/j1WQ2vXXHx3OlkyS4aTo4lsnGpkfltOvZJM/1MsVPQBN9Bql4SYNE0GjoC6JwrgWhmCLVNMVSIN2hqnsbhDUZeFl04uyUdk2kCQ3PVvH21lGfvzaS2Noz8ojABy1/WaASPLW7m8YEmtjR4eGVrN58eGeabk6N8e2Yd351dx1cnVvH21tl8fnQJP9xUABjhh0sr%2bPLEIJ/tnceXR/v5Stwi11ZybWkl%2b2Zk89f%2bGh6dbRcGJjIunuXw0lSq08NJjJlCXOhkpk/%2bXz6/f2xFGt11IRzbqOKx43Fc2BnP9S0O/i3J9fn9Lt644ObZ%2bxyc2uaksywevziNfIAUbxL/X1sWwjIRj/Gdet8XkgsXizmq9mfBvDCeOJDGxdVOeksSKS4OJTMviP65CaxdrsOTH0BmUShZxRHEJ9zBqND4rV0LWCQu7ldrWvns6FK%2buXcNt86vk/Mq3hUWvCcMuHVJdv8jO/heVuP3Mga3H94iXmAz31%2bR18qa5NoKHhYmvLqukY8H6/mDdP3ps4VsnGvAqp4qnn4CqojJhEy7kyyrzPsOO6vmSYcXmrhx2MC9W6OozwmkWBLptU1pLGiM4PruFF47J7om4zyrRoWfKll2tiYIq2o6Vu10iZ%2bhdLfF43H5UyFRsmVGJIOLwtkwoCI3OQh1yERshikkJ06SqBsguV30wzmd4pow2iUVur2B4rQieG7TbNbWuLk0UMYHB/v4%2b1Hx%2bkeHeW/3Av732i7%2ba%2bMsvhVAfnhwq1jhDfz71GK%2bPrVUAJEV%2bNgOeXyTgDLEowOFvD1Sz5tDNYx1Gzmy2UlLRbSErLsJl10eHzFJPP0vGOty8OzZbJ67x8pHl7N4/3oOT29ziCZpqEmPwhA3lfKcUJ4/5uGLm9X8/Uox754tx8/sjZGgMBldwESxrf7olCN6isyUFKqbSnudih0rdGwfScIiYEUF34VO%2bZIhfiL2uEkUSZbobYhn3Xods0cSaF%2bYJDk9DLesLSXlHZmVy%2bvbunlj1xz%2bsnsOb%2b5YyK9FI853F/Hq2hn8VR5/Y6yVb44slFXVydcnh/nhqmQBYcXHx%2beJre3g63vmcU78ic0xidzCAKrqw8n0RBIReBexoRPlnsSD2KLF48v%2bH8/mqY3Zoi8VPLnRw18uZPLgQTNb%2bxJ4YtzN19dr%2beS%2bKv55uZbPr9Tj53ZGYIwSIQwXLYibgkETiDE5mNjpd6IOnsRgXSQHZEVeHNZR7Q0iTjVBIqjsYsd07IlT2bXaxNMn0nnznIfRNUnUdMaxfIHs5X4ra9tS2Nyazms7u3h150yujrRydqCRe%2bY3sKohl11tuRzqLeTJdZ0y8yv4656Z/GFNHV8cXSCjskiAa%2bG9Q7N4YKeDSxcN5OcEYbEEUVIeQVLsZOLDp0rekGZETsZrCCF02l1UulQUmKLJ00aydbY4WNGst27m8PsrZt45m85z23N542AlH5%2bu54NTtfhlaKajD1H%2bUjPZ99caY1KADwCdiEu0/924EqdwYG44e%2bfFs75TL6IzGXeGP0XFAeTmRLJ3iYVvd9fz8tFs9u5OpU5c2opZRv50o5JTotCr6538bryb5dUu3Anh9BVK6mwr5Hh7CZdmV3Gxu4zHlzTz3IZunhqbweMjNaIRHXx6fC73Cf2vjLlZNidQ9r2GAbmH1MRQ3OYQX%2bfV0UHoJHKn6cNx6kOJC5tIWOAECT53EiX3maoJxhgdwJFhGY8DXu5fY6MkJYwXttWKy%2bzh5BIXflmmYHLEGxemBJKuDxILG4Ba5iUpcgJJ4ROIDriL6tzprG4NpsQViN4wWQxFMOU1k2mpS%2bDQYjuvjRXy4NpMTo2nM7bMzMAcnYhQPrsG0qh2JrKpM4/5hans6SrgaKt0fFUvL8oovLV7ER%2bLLvz1yGJeXtPO6twUDvXk8PE94gq3tjHY6uTU9lRGpQGj/XEckZ9PbE2lJT%2bOWEmaiVH%2bvjFIkiJjQqcIKJMlhU4kUlKeUepwGcMJm34HqjB/UuMC0IZPIyF8Em0FSezt9TBck4xfoTWUxY1G8fHheGwhJCVMQW8M8/0RQxs5CYd1KmlZwdQU%2b1Mpau/KDKZPktbS4XgG%2bxNZtCCOtZsMPLQmh0/2tPHMxkJWN0uaHHCypstOZnIEVWka9vUW8cKOeby4eibvrFzIF8fX849LY/zr5na%2bvn8TX%2b8Z4LXNPdwzN5/fbG5lx6xsBofz2H24in0SbI5uTeTKSRsPnrIzMlsjzYqW4ifJMUGKn0xkiDQseprowd0kijAeHDIzpyqesKl3oI8LJk60Sx8bgF4bRKJsvrDoiZJcp%2bB3ZWc%2b1e4o2guicJtE5eMnkSjeIF4oFiPoauMnk2ycgqswlMCIO0lLmc7aARG83jhmNsdSKSuxu19i8nwr747n8/vDxTw46uHgUjfblzjoq0rBGBvMCvEED69qkb3eyOMLW/j70gXc2iqrb/co/96xjK/EE3x%2b33Je2dXD3u4cuhqdzF2UQ55Xcv9cG5cOpfHwGTfXjtv53YPZrJlnEiurfCMd5dOCEJn/MP/JkvAmY4oP5PS6DK7tslOcHoM2OljYPEnGezoqlax9Ee940a8ElWSB/kY99oTp5NqDSRE2pDhCUcdMIjl%2bCklRIooxAZh1Qn3xCoW2KJa2m5jfneT7%2b31%2bRgS9nYmMLDL6vhfYUy/UH3LxsOTxp7dkcmC9lXsW5lFoiqU4TcvjG7r49boZPvEbLHAwXuXh%2bsxy/rhxBn87Pp%2b/nVzEhaV19EjqW9dvZoNoSH%2b1iso0Na2lGh466eH0VhOLOo30NBmxaaMxJ0SQLJG7OC%2beTSOpvvFTfi6qiqOlKxmPPQaLKkyaOUF8w12EBtzpM0/RAki0sMbv5j7JzruzqC1PRGOUOZEjTZhgE0%2bgCldc1iQ0YjNVQVPYNsfN1Y1ZLJmvo3%2bRlYZGuegGFz1Vama3J/j%2bmFkuBum4iM7xQRtDiyK5vLSI8RYv%2bphAVrQU8PLeRbyys49zA/Xs6sjh0ZFGicYL%2bdeFYZ7c1MGCEjsPjRbx4cNe9izV89wZL5vnGGkqM7B0sYXNIzaq85JoqdKzQUBqLIiloVbPge3CkOtuTsja23KoiGFJphv21MqKtlHqUpNhCGdJTwoza5N8WyMqRPlW%2bE78%2bK9GnjjlxSkGSKv3x5AqxbsjSYhWXqSo6l0%2bpOJlS4RM%2bDkm8QhlJSHMW6BhUZ%2bBkSGrMCFMMnsYK%2baaObMnmyMbRRC3prF%2b1MKNDT3cWFzG3Jxk7OpYBmT9XRnp4NmxWTy/fRZvSk546%2bhiHt0yi54iC4%2bsrBSVrmOtFN1bo2Nlt02itpv57SpamvWyCZJprU5idJaFPz3u5Y3n0ti8Il7scSo3Jf9v3mdhbH8Bu%2b5pZbkAWZaj5YnzFRzfLPfTJ6t5gQW1uMdwqStC%2bULk5fstfPachbMSebOyxM%2b7Y0gxRxKlaECYqKpQJV4CU4x4ArPMjTt5OkVZ4VSViW40R9PWEMO8GUbJEoFs6ZPQcbSSpfM0jM03MNDfylP37OSJ5VVcHapkuNTmo2O%2bVUtrjp15MgIDtZn0FKdJ8Q6uDxbz7dkFPHJ2P61lDhGxODqK1cxqE3u7Rs%2b%2bbakS1w3sW6Vj1fxEieUG3ns1S15vwRB/N13VOk4fd7FgoVqA6CAzLZYci4SiIxW%2bv2InhwehCp0qIin1CLMjlO8E//myl09/l8bt1z2ckw9XRwWIoPyCoKm/IDZsCqrIKcKECb4Xp6gDfS4xSbaDSoTHY4oUdxhMgUdDeXYc57emc3NrJsU5ceiSo6iobuXF53/HjZUdPLWyjoeX1bOzLYdqi4osmd9yq4q%2bEgtbWzy8sKGZT3a38M1LV/jlb39LedZnw/EAABK1SURBVGEGwzPUrBxIYHSlmg0S1bdvS%2bbaQQMvnbFw79pklvUmc3mvk7%2b/WMqcOg1p6gjmNVtYNWCTFW3Bpg4izx7HktlJbFhi4t6xIrJTRTRla8SFiQYE3YXfrdfL%2beGtMj5/wcM3r%2bVQ4QljyuSfExEqRQdOFPoLXQLu9gWOyBDli86JTJ3yC5oz1dS5Epkw8edkOiV17apkqDuTwiy7CKaZ8GgtOQXV/PHPf%2beZB67ywEAlv1nXwa9G23hMfP0jAyW8sLqat7e38fGBHt7ZXMc71w6g/NsyvgtLWjYN9V6W90u2F40a35LM4OIYto9quLZDPP5aKwvr4zk7lsOle3JEhxKYUWgUA%2bdPclIgNaVaMs3RUo%2bW/HR/VvVrWNCUQqLUoI350Q/YkoLxGx8x8o%2bXKvn7r4v48pUSnrqShVOERSfGKFwACJl%2bt7x4mhiMSYT734lHPEKcaIPLGC3rMpTwKNELtR61zkpQpIGIWCPqZBtxCUbM9hx%2b89zr/PXTb3nu/tM8OVzB79a28MpYJ29s6%2bFP2yUjjLdKJqjmLzfv8RX/wkv/m9KqNnKKasjIrSQhySxs8LBxYw6jI1qObzXQ2yJaMlfHyd1Wesu1dM5wkaf8BTo%2bhExZm4WZWnLT4qT7iXjNcXK/Mr5ihByJolXueKyaEKrLzDI2/vj1zIuisSmSnpnxNLQmsGrIQKkEoPjEaTIGP/fZSsVyKn%2b6josOx6iNR50QT0RMEvFqM0mGNDQpGai0acRr5ENT3WgNThJ1dhK1Dk6ff4R3P/iaDwWE1x46y6%2bWVfP8aDMvb2yTVFjPSwLIe8/e8BX/739/zdKRMfLKWiisaqGougWVLpXYxFRS7VmUlxcwND%2bbpqY4du5M4Q/PlzHQoaVMZt2kiZCRFdPmiGVGnYtyr4ocWwxVBXqc5lCKMmLpmKFneL2NBQNmRsfL8Xji8Tt%2bxk5udTglorA1XakYnSE4M6WricFERUShStCSpJVCpSC13kGiXgpLlqKNGWhNWeIbckm2eFFL0Y6MQszOPJLNWRgs2UQnmFm1fj8ffnyLN//yGZ98eZu3njjPs6IHv1vdJBlhIR%2b99hw/8OO/Rx59gsqGHiobe2WPt1Nc3YHRminOLRVbWp4wqoBURyG29HwKS3Pp6shj8QIv/Z1WdLFRItSSULXBtFYZmFmlI8cQRnepmeqsJBoqNMycq8eVHsDCFQ4BIJ/GTid%2bW0dtNBRHU5AeTnGzpLnZBkE7UkbAgd7sQWdyo5Euaw0uNMkuKdSNLjULo9yM1V2G0ZZHXKKFaJURbYpLVmiRzG%2bR3HiuAGChb/F6Pvr4e95691%2b8%2b/5nfPbZx7x0aCW/FRZ89u5/8dk/PuSbr/7hA2DZyjHpeoeAMIuS6k7ySptkFBpItWT5PteeXohDDrN8vsleSIpN7iGjROx5Ka6MPOw2O3aD2GQR51m1skar9RR6RDsazcyr0aAOm0ZVdRyrlus5uLfQt2L9sovjqCiPJT1FTFDiZJy50SSnCOUc%2bVKoB60PBA/JpkzpbA4GWz4WV7F0oUxupJik5HTi1DbitTZiNXZhQy4p9nxhQK5vLPoXr%2bPt977k7Xe%2b4G8ffciX337Lnx%2b9LJlhNrduf8snH/6Z27e%2b4tXfv0Zt02wZv268%2bfXkFjdJYeUCZBZ2uY4rqwant0KuW0qqUwFZwMgoxS6Hw1MueaUKd04d%2baUtVDV0MmewjINn29mws42%2bNh0v3qhg46CdrWvN3HfCwnNni/nioRb8dq3LorhGJUcCNrMoqFnjK8IsFzBYFXrn%2bDqebM6WwvJ8Xbd7KwX5MnSWTCnaRqKww5VdQ3pugzxXJTdYLB0qEnA80tXt/Pntf/L2u3/n44//xtff/ptXLpzgV%2bOSA374ng/ff1N6f5tjJy9TUD6D4qou0jIrfYdybb2Mk1Ouly7FpWVWS8EV0gABwVGMNa3U95xbru3KqRHgGskv66CudREdc3vZcqyJvuE0cnKDmNUZzzOXSvnlxXxuHPPwx4sivJdr8Hv6TBHrVxqpnKGjoD6StFyTCFuGFCpFOAuk6AJ0UrxeZtriLhWka3AI2mZ3ibAj0/faWI2T9LwGMgqaccjNKCBYBCidKYede87yznuf89577/HxJ1/xyadf88m7b/HJ%2b%2b/x%2bRf/4J23Xuf7775l%2beqdFFR0kV/eiSevXj6jAqt01p5R7uuwO1sBQK7tqfQ1wZxW4jsrjynAewqbySlpI6uwhfr2BZTXddLWnkX7nFjmjaiZv8zFldMNfPDLel5/sJZnLuTxp0fq8bvvVCZv/KaAsS02Miv0Ms9yJFlweMtIFRAUtFNEeHQCgF0unp7XiDu/yXdzybZcYUkBCckZ8vpqskraSS9okjFSCqiWGS3ixOmbfPkNvPmnt/nrh5/zt79/Jp2/9ZPqf8Wt72U7/PENoe1c6X4vuaXtsv7qsXmk0%2bnl0uEq3z0oALik2P8wQDkUMDLkfrKKWqX4dnmvuD8BIL%2bsjbK6LuYOZLF6q5kFywxs2OZlx%2bFmzhwt5tXH2riwM41nzlTg9%2bxvSnjrhQr6ZiaQYNBJGPLITFsF3RLsmVWyEaqwCc0SjV7f3GcLxdIFbeU5k4hRqoyC3lGAWW4sv7ILb1GLsKgepzDF4i7n/KVHfcX%2b47N/8fs/vMWHH34kM/8dPwgIt29/73vu5Omr5JR2yurrIbu4TWa5HqsUb5XumxyK2Jb7HnMKALb0SmlIsYxZiY%2bNmdL1nIoZFFT3kCXvzRMQyut6REy7JA02ML7bS0tDLNU1WrplHOasLeLi2SYurkmj0B4hafCxEm5cykUj7ik6XkOCrDtlhRlFyJxZ1biFju78BpIEAJOzkDwp0iNF2mUeLXKDzpxaKb6cVLnh/OpuMsvacQsL3EJLl3Ttwv1P%2bdbcd99%2bx3%2b9/gHvv/%2bx/PbDjywQDfjyq29Yumq37%2baVEVC66cyqle6XCQhlJIsOOX%2biuXJOlc4ni/pb0it8jCupnUVp/RyK5Zwtv5fWzqSwopOimm5h1UyGV3gZWmWlZb6XsUN1HLos4exSOydWpJFtFABa2/XMa1VjSI6TXW8VR%2bcUY%2bMhTWZZASC9qBlPSSsaEUKDiGC2MqPKTYooKaOgMMKRXYtJ5jG/RrpQ3uF7fYaAkJHXxJXrz/oA%2bP6770UIv5A1%2bJVP9H7s/m3%2b/JePaO4e9nUur0w%2bW95nUeZcRsAsYpoiDHDJtRQAlDEzSGNSZAvkyHWLKrvFL/QI3Wf7flberxwFlTOobpsnwj6b3tkljB8tpWtJDuWicfc%2b1MrVh/u4ubuIQ0uy8du3Jp2nD5fiTTMQJ4pusuWI8MmOldVjz64mo7gFb2kbSamZPwEwgyy5iFeKzJJu/weAFOlMrjAgS9BXaOmVMVG6%2bcDDv5NZl1Jv3eKjv33F1//%2b9v8D4Mlnfi%2bGZ6aI3wwyi1uFcQ3CrEphmF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qWRLI84kolCD24ws5f78nh8wtFPHN/NqekibuWqlnQrCZWEmfw1J%2bTFDGBMmckqfHTiPCfgF%2b1ZOoRKWxoOIlyyd/rl6nYNl/DfbusPPqAh6On7Ww/nMLOnYls3aqSmUri7FkX6waM2MWYGAw/Y//aWLYt1VHoCWVJl561C8xyQZl5AUAfH87BWXm8vXcGb%2b/v4SMFAOn4d/cN8/15OS4s5dbVVdx6YJRb1%2bV8fSW3ri3ju4uLBYQhLvUXYdXFkWZQUV5plASYQnmPmKZmjcx5Gcs3pJEqEbdX8slzhzJ4YpGLP23N5NcXXKwUsb53k5PCtDBf94On/AxtzCQyU4JRh08mKkgA6JkdzZl7M9i50UxtWbB49ABObzGwfTSOeZ3S7aMOjgsLju1QsXtrksy%2bJMB%2bNdUZEaxdrJEjhaMb9Fwc99JRnERMxM9IiFE%2bfApRInyG%2bDDO9hXw9r5uKX4On57s58vTg3x/cYTbl1dx%2b8oqfnhgPbcf2sDtm%2bu4dXOU2zdWcOvykI8FlwbLZMVGkaKKkvxhoqorhY4lbvKbdPQMuhhaYWTnSh3zZERXt2kJvvsuDkkDNs6JJ8cezssPlLFeVqT/pP%2bJ/8SfYU4OwCmROybkLnGXIoKrlqZw%2bEQWDzxSwG8fKOfKuJMnBckT%2b/Ts25nAPUd1PH7FyfXTFgFCBO%2bYmbUj0WxdGc%2bVU0auHMmhvTie9OTptFXIzBZMJ8PrL/PvT0jAFNzaMH65qoq39s7k76eW8O3VUSlsLbfvXyPFj/LDjfX88NBmbj%2byiVsPj8l5PbceHOX7azIaD6zggWWVZJnVpFs0ZGWpySgQv1Kvp21uOqNba%2bgV0b66xcmVMStDXfG05kRxfdTLlY2pdJXFct9WFy%2be9LK6J4myXFm/Aopd0mlk4J1ES8bxa2mKYGTUwqF9aZzd7%2bQ%2bAeDFi1m8%2bGi20MjJMxe9fPRSFa89nsmj5yXeHklh0/p4Nm8M5d6DKVw/nEupV2ytdgLV2SpxkHGysqajVYvQ%2bEtMLjNzbl4B%2b7pLZBQq2T%2b3kuurO/ng2ABfnxUdEA34/vJKAWQVPLEZfrUdnt7OD4%2bLFlyXEVhURJaIoCNFRV6eTkxaFHllKjYeaGf/kTqG%2buLon5XAlpFEDm1Wc1iicV1mLE8dSePz814%2buJDBt8dL%2bPT%2bfEYWqJkzI4mmKjFPubIR4ibj58y4m1XLUhnfkMzGZbEsG9QzOmjkpet5vHolkz9eyubp83Y%2bfbGaV2/m8uz1TGGFhV3jao6MJ0gwSuPQmhTOrBXfvcHL7uVOds/LwKWJIFp0YF93NtcGK3lstIOn13dxaFYx8wpEYNsyeHljC1%2bd6udrEcWPDs3nxe29PLy%2bm%2bd29/HuGRmRK0vZ15aGNi6ElMQIsrPiMLsDSBfB27Aqn3v3ZnH5hJO1q3WMr1dzcYeRZzZ42L7MyNKliRxuN/P%2bLi9IPvjbeAFbl%2bu5eaWQE0c94nXEgEmT/FyS9Lo741kwM5JtG5I4v9tBe2EC3fVxrFyo4qHDLq7uTeaxE1bevFnIYxfKuXqylPsOFPP0uSr%2b8EQtf71cxtu7y3j%2bcjNX%2b3N5oqOEA50ForTB3D9cyVNrmtje4GK42MqKKjdbGyVDNLvFEzSIFqzgizOLeX60hoOtAmZ3Ho%2bPtvLKjlm8fWge25vSZHVNx2vXUidGxy009uQEcHDQyxP7yzmx18yy%2bbH88mgqZ8aSODykZtPyGIaWquhvjuLYGi1PrbOzsiGR%2bvooblyr5Pj%2bHGKj70AXNQm/VDEGbr3YypSJHBgzcHKrmbaSKEzi/uxZkyktD2FsUSI7VsdxZrOVjaMmCUAuzm/O4f49eTxzqYTfX8hiebskv115nO1M48W%2bRq4tqqPZoeLZja08v7GdK/1VnJ5VyuleiaZ9NTzSV8Eb473cfmAT/760jNfWV3OsM4u1tR4uD8hz29r58swijs3NQxXuL9Y5mr4lKuYtTqS/38CF8Tru31rIlaMu5rTEs28olT/eSOf4Xp2s5FTula113/4Qrh4SZuw0iGeJYOFwGKuXp7J6iVU06m7KcqLxs0dOJXna3VjEWfX0RDCjKxB3wRRyy8RyFgUJ3abjdk5m%2baBQSj5497iZSnGI24dMPLQjnesHxXicyWRIutBUE8GuHguvr5jByZYcxmrs/GFnL%2b8fXMSH%2bxbxwfZ5fLh9Pp/uH%2bSdHfP5YM8C2QBbRPGX8%2bm%2bWfx6SR0nOgo42VPAE4MlfHu6j/NDZRSZVVzqK%2bSQWNolKyMkecZyYm0xewbN7FyRTpk3Hm3UNC5uz%2bKPDxfx2%2bMZPHYsgWuHI/j1WQ2vXXHx3OlkyS4aTo4lsnGpkfltOvZJM/1MsVPQBN9Bql4SYNE0GjoC6JwrgWhmCLVNMVSIN2hqnsbhDUZeFl04uyUdk2kCQ3PVvH21lGfvzaS2Noz8ojABy1/WaASPLW7m8YEmtjR4eGVrN58eGeabk6N8e2Yd351dx1cnVvH21tl8fnQJP9xUABjhh0sr%2bPLEIJ/tnceXR/v5Stwi11ZybWkl%2b2Zk89f%2bGh6dbRcGJjIunuXw0lSq08NJjJlCXOhkpk/%2bXz6/f2xFGt11IRzbqOKx43Fc2BnP9S0O/i3J9fn9Lt644ObZ%2bxyc2uaksywevziNfIAUbxL/X1sWwjIRj/Gdet8XkgsXizmq9mfBvDCeOJDGxdVOeksSKS4OJTMviP65CaxdrsOTH0BmUShZxRHEJ9zBqND4rV0LWCQu7ldrWvns6FK%2buXcNt86vk/Mq3hUWvCcMuHVJdv8jO/heVuP3Mga3H94iXmAz31%2bR18qa5NoKHhYmvLqukY8H6/mDdP3ps4VsnGvAqp4qnn4CqojJhEy7kyyrzPsOO6vmSYcXmrhx2MC9W6OozwmkWBLptU1pLGiM4PruFF47J7om4zyrRoWfKll2tiYIq2o6Vu10iZ%2bhdLfF43H5UyFRsmVGJIOLwtkwoCI3OQh1yERshikkJ06SqBsguV30wzmd4pow2iUVur2B4rQieG7TbNbWuLk0UMYHB/v4%2b1Hx%2bkeHeW/3Av732i7%2ba%2bMsvhVAfnhwq1jhDfz71GK%2bPrVUAJEV%2bNgOeXyTgDLEowOFvD1Sz5tDNYx1Gzmy2UlLRbSErLsJl10eHzFJPP0vGOty8OzZbJ67x8pHl7N4/3oOT29ziCZpqEmPwhA3lfKcUJ4/5uGLm9X8/Uox754tx8/sjZGgMBldwESxrf7olCN6isyUFKqbSnudih0rdGwfScIiYEUF34VO%2bZIhfiL2uEkUSZbobYhn3Xods0cSaF%2bYJDk9DLesLSXlHZmVy%2bvbunlj1xz%2bsnsOb%2b5YyK9FI853F/Hq2hn8VR5/Y6yVb44slFXVydcnh/nhqmQBYcXHx%2beJre3g63vmcU78ic0xidzCAKrqw8n0RBIReBexoRPlnsSD2KLF48v%2bH8/mqY3Zoi8VPLnRw18uZPLgQTNb%2bxJ4YtzN19dr%2beS%2bKv55uZbPr9Tj53ZGYIwSIQwXLYibgkETiDE5mNjpd6IOnsRgXSQHZEVeHNZR7Q0iTjVBIqjsYsd07IlT2bXaxNMn0nnznIfRNUnUdMaxfIHs5X4ra9tS2Nyazms7u3h150yujrRydqCRe%2bY3sKohl11tuRzqLeTJdZ0y8yv4656Z/GFNHV8cXSCjskiAa%2bG9Q7N4YKeDSxcN5OcEYbEEUVIeQVLsZOLDp0rekGZETsZrCCF02l1UulQUmKLJ00aydbY4WNGst27m8PsrZt45m85z23N542AlH5%2bu54NTtfhlaKajD1H%2bUjPZ99caY1KADwCdiEu0/924EqdwYG44e%2bfFs75TL6IzGXeGP0XFAeTmRLJ3iYVvd9fz8tFs9u5OpU5c2opZRv50o5JTotCr6538bryb5dUu3Anh9BVK6mwr5Hh7CZdmV3Gxu4zHlzTz3IZunhqbweMjNaIRHXx6fC73Cf2vjLlZNidQ9r2GAbmH1MRQ3OYQX%2bfV0UHoJHKn6cNx6kOJC5tIWOAECT53EiX3maoJxhgdwJFhGY8DXu5fY6MkJYwXttWKy%2bzh5BIXflmmYHLEGxemBJKuDxILG4Ba5iUpcgJJ4ROIDriL6tzprG4NpsQViN4wWQxFMOU1k2mpS%2bDQYjuvjRXy4NpMTo2nM7bMzMAcnYhQPrsG0qh2JrKpM4/5hans6SrgaKt0fFUvL8oovLV7ER%2bLLvz1yGJeXtPO6twUDvXk8PE94gq3tjHY6uTU9lRGpQGj/XEckZ9PbE2lJT%2bOWEmaiVH%2bvjFIkiJjQqcIKJMlhU4kUlKeUepwGcMJm34HqjB/UuMC0IZPIyF8Em0FSezt9TBck4xfoTWUxY1G8fHheGwhJCVMQW8M8/0RQxs5CYd1KmlZwdQU%2b1Mpau/KDKZPktbS4XgG%2bxNZtCCOtZsMPLQmh0/2tPHMxkJWN0uaHHCypstOZnIEVWka9vUW8cKOeby4eibvrFzIF8fX849LY/zr5na%2bvn8TX%2b8Z4LXNPdwzN5/fbG5lx6xsBofz2H24in0SbI5uTeTKSRsPnrIzMlsjzYqW4ifJMUGKn0xkiDQseprowd0kijAeHDIzpyqesKl3oI8LJk60Sx8bgF4bRKJsvrDoiZJcp%2bB3ZWc%2b1e4o2guicJtE5eMnkSjeIF4oFiPoauMnk2ycgqswlMCIO0lLmc7aARG83jhmNsdSKSuxu19i8nwr747n8/vDxTw46uHgUjfblzjoq0rBGBvMCvEED69qkb3eyOMLW/j70gXc2iqrb/co/96xjK/EE3x%2b33Je2dXD3u4cuhqdzF2UQ55Xcv9cG5cOpfHwGTfXjtv53YPZrJlnEiurfCMd5dOCEJn/MP/JkvAmY4oP5PS6DK7tslOcHoM2OljYPEnGezoqlax9Ee940a8ElWSB/kY99oTp5NqDSRE2pDhCUcdMIjl%2bCklRIooxAZh1Qn3xCoW2KJa2m5jfneT7%2b31%2bRgS9nYmMLDL6vhfYUy/UH3LxsOTxp7dkcmC9lXsW5lFoiqU4TcvjG7r49boZPvEbLHAwXuXh%2bsxy/rhxBn87Pp%2b/nVzEhaV19EjqW9dvZoNoSH%2b1iso0Na2lGh466eH0VhOLOo30NBmxaaMxJ0SQLJG7OC%2beTSOpvvFTfi6qiqOlKxmPPQaLKkyaOUF8w12EBtzpM0/RAki0sMbv5j7JzruzqC1PRGOUOZEjTZhgE0%2bgCldc1iQ0YjNVQVPYNsfN1Y1ZLJmvo3%2bRlYZGuegGFz1Vama3J/j%2bmFkuBum4iM7xQRtDiyK5vLSI8RYv%2bphAVrQU8PLeRbyys49zA/Xs6sjh0ZFGicYL%2bdeFYZ7c1MGCEjsPjRbx4cNe9izV89wZL5vnGGkqM7B0sYXNIzaq85JoqdKzQUBqLIiloVbPge3CkOtuTsja23KoiGFJphv21MqKtlHqUpNhCGdJTwoza5N8WyMqRPlW%2bE78%2bK9GnjjlxSkGSKv3x5AqxbsjSYhWXqSo6l0%2bpOJlS4RM%2bDkm8QhlJSHMW6BhUZ%2bBkSGrMCFMMnsYK%2baaObMnmyMbRRC3prF%2b1MKNDT3cWFzG3Jxk7OpYBmT9XRnp4NmxWTy/fRZvSk546%2bhiHt0yi54iC4%2bsrBSVrmOtFN1bo2Nlt02itpv57SpamvWyCZJprU5idJaFPz3u5Y3n0ti8Il7scSo3Jf9v3mdhbH8Bu%2b5pZbkAWZaj5YnzFRzfLPfTJ6t5gQW1uMdwqStC%2bULk5fstfPachbMSebOyxM%2b7Y0gxRxKlaECYqKpQJV4CU4x4ArPMjTt5OkVZ4VSViW40R9PWEMO8GUbJEoFs6ZPQcbSSpfM0jM03MNDfylP37OSJ5VVcHapkuNTmo2O%2bVUtrjp15MgIDtZn0FKdJ8Q6uDxbz7dkFPHJ2P61lDhGxODqK1cxqE3u7Rs%2b%2bbakS1w3sW6Vj1fxEieUG3ns1S15vwRB/N13VOk4fd7FgoVqA6CAzLZYci4SiIxW%2bv2InhwehCp0qIin1CLMjlO8E//myl09/l8bt1z2ckw9XRwWIoPyCoKm/IDZsCqrIKcKECb4Xp6gDfS4xSbaDSoTHY4oUdxhMgUdDeXYc57emc3NrJsU5ceiSo6iobuXF53/HjZUdPLWyjoeX1bOzLYdqi4osmd9yq4q%2bEgtbWzy8sKGZT3a38M1LV/jlb39LedZnw/EAABK1SURBVGEGwzPUrBxIYHSlmg0S1bdvS%2bbaQQMvnbFw79pklvUmc3mvk7%2b/WMqcOg1p6gjmNVtYNWCTFW3Bpg4izx7HktlJbFhi4t6xIrJTRTRla8SFiQYE3YXfrdfL%2beGtMj5/wcM3r%2bVQ4QljyuSfExEqRQdOFPoLXQLu9gWOyBDli86JTJ3yC5oz1dS5Epkw8edkOiV17apkqDuTwiy7CKaZ8GgtOQXV/PHPf%2beZB67ywEAlv1nXwa9G23hMfP0jAyW8sLqat7e38fGBHt7ZXMc71w6g/NsyvgtLWjYN9V6W90u2F40a35LM4OIYto9quLZDPP5aKwvr4zk7lsOle3JEhxKYUWgUA%2bdPclIgNaVaMs3RUo%2bW/HR/VvVrWNCUQqLUoI350Q/YkoLxGx8x8o%2bXKvn7r4v48pUSnrqShVOERSfGKFwACJl%2bt7x4mhiMSYT734lHPEKcaIPLGC3rMpTwKNELtR61zkpQpIGIWCPqZBtxCUbM9hx%2b89zr/PXTb3nu/tM8OVzB79a28MpYJ29s6%2bFP2yUjjLdKJqjmLzfv8RX/wkv/m9KqNnKKasjIrSQhySxs8LBxYw6jI1qObzXQ2yJaMlfHyd1Wesu1dM5wkaf8BTo%2bhExZm4WZWnLT4qT7iXjNcXK/Mr5ihByJolXueKyaEKrLzDI2/vj1zIuisSmSnpnxNLQmsGrIQKkEoPjEaTIGP/fZSsVyKn%2b6josOx6iNR50QT0RMEvFqM0mGNDQpGai0acRr5ENT3WgNThJ1dhK1Dk6ff4R3P/iaDwWE1x46y6%2bWVfP8aDMvb2yTVFjPSwLIe8/e8BX/739/zdKRMfLKWiisaqGougWVLpXYxFRS7VmUlxcwND%2bbpqY4du5M4Q/PlzHQoaVMZt2kiZCRFdPmiGVGnYtyr4ocWwxVBXqc5lCKMmLpmKFneL2NBQNmRsfL8Xji8Tt%2bxk5udTglorA1XakYnSE4M6WricFERUShStCSpJVCpSC13kGiXgpLlqKNGWhNWeIbckm2eFFL0Y6MQszOPJLNWRgs2UQnmFm1fj8ffnyLN//yGZ98eZu3njjPs6IHv1vdJBlhIR%2b99hw/8OO/Rx59gsqGHiobe2WPt1Nc3YHRminOLRVbWp4wqoBURyG29HwKS3Pp6shj8QIv/Z1WdLFRItSSULXBtFYZmFmlI8cQRnepmeqsJBoqNMycq8eVHsDCFQ4BIJ/GTid%2bW0dtNBRHU5AeTnGzpLnZBkE7UkbAgd7sQWdyo5Euaw0uNMkuKdSNLjULo9yM1V2G0ZZHXKKFaJURbYpLVmiRzG%2bR3HiuAGChb/F6Pvr4e95691%2b8%2b/5nfPbZx7x0aCW/FRZ89u5/8dk/PuSbr/7hA2DZyjHpeoeAMIuS6k7ySptkFBpItWT5PteeXohDDrN8vsleSIpN7iGjROx5Ka6MPOw2O3aD2GQR51m1skar9RR6RDsazcyr0aAOm0ZVdRyrlus5uLfQt2L9sovjqCiPJT1FTFDiZJy50SSnCOUc%2bVKoB60PBA/JpkzpbA4GWz4WV7F0oUxupJik5HTi1DbitTZiNXZhQy4p9nxhQK5vLPoXr%2bPt977k7Xe%2b4G8ffciX337Lnx%2b9LJlhNrduf8snH/6Z27e%2b4tXfv0Zt02wZv268%2bfXkFjdJYeUCZBZ2uY4rqwant0KuW0qqUwFZwMgoxS6Hw1MueaUKd04d%2baUtVDV0MmewjINn29mws42%2bNh0v3qhg46CdrWvN3HfCwnNni/nioRb8dq3LorhGJUcCNrMoqFnjK8IsFzBYFXrn%2bDqebM6WwvJ8Xbd7KwX5MnSWTCnaRqKww5VdQ3pugzxXJTdYLB0qEnA80tXt/Pntf/L2u3/n44//xtff/ptXLpzgV%2bOSA374ng/ff1N6f5tjJy9TUD6D4qou0jIrfYdybb2Mk1Ouly7FpWVWS8EV0gABwVGMNa3U95xbru3KqRHgGskv66CudREdc3vZcqyJvuE0cnKDmNUZzzOXSvnlxXxuHPPwx4sivJdr8Hv6TBHrVxqpnKGjoD6StFyTCFuGFCpFOAuk6AJ0UrxeZtriLhWka3AI2mZ3ibAj0/faWI2T9LwGMgqaccjNKCBYBCidKYede87yznuf89577/HxJ1/xyadf88m7b/HJ%2b%2b/x%2bRf/4J23Xuf7775l%2beqdFFR0kV/eiSevXj6jAqt01p5R7uuwO1sBQK7tqfQ1wZxW4jsrjynAewqbySlpI6uwhfr2BZTXddLWnkX7nFjmjaiZv8zFldMNfPDLel5/sJZnLuTxp0fq8bvvVCZv/KaAsS02Miv0Ms9yJFlweMtIFRAUtFNEeHQCgF0unp7XiDu/yXdzybZcYUkBCckZ8vpqskraSS9okjFSCqiWGS3ixOmbfPkNvPmnt/nrh5/zt79/Jp2/9ZPqf8Wt72U7/PENoe1c6X4vuaXtsv7qsXmk0%2bnl0uEq3z0oALik2P8wQDkUMDLkfrKKWqX4dnmvuD8BIL%2bsjbK6LuYOZLF6q5kFywxs2OZlx%2bFmzhwt5tXH2riwM41nzlTg9%2bxvSnjrhQr6ZiaQYNBJGPLITFsF3RLsmVWyEaqwCc0SjV7f3GcLxdIFbeU5k4hRqoyC3lGAWW4sv7ILb1GLsKgepzDF4i7n/KVHfcX%2b47N/8fs/vMWHH34kM/8dPwgIt29/73vu5Omr5JR2yurrIbu4TWa5HqsUb5XumxyK2Jb7HnMKALb0SmlIsYxZiY%2bNmdL1nIoZFFT3kCXvzRMQyut6REy7JA02ML7bS0tDLNU1WrplHOasLeLi2SYurkmj0B4hafCxEm5cykUj7ik6XkOCrDtlhRlFyJxZ1biFju78BpIEAJOzkDwp0iNF2mUeLXKDzpxaKb6cVLnh/OpuMsvacQsL3EJLl3Ttwv1P%2bdbcd99%2bx3%2b9/gHvv/%2bx/PbDjywQDfjyq29Yumq37%2baVEVC66cyqle6XCQhlJIsOOX%2biuXJOlc4ni/pb0it8jCupnUVp/RyK5Zwtv5fWzqSwopOimm5h1UyGV3gZWmWlZb6XsUN1HLos4exSOydWpJFtFABa2/XMa1VjSI6TXW8VR%2bcUY%2bMhTWZZASC9qBlPSSsaEUKDiGC2MqPKTYooKaOgMMKRXYtJ5jG/RrpQ3uF7fYaAkJHXxJXrz/oA%2bP6770UIv5A1%2bJVP9H7s/m3%2b/JePaO4e9nUur0w%2bW95nUeZcRsAsYpoiDHDJtRQAlDEzSGNSZAvkyHWLKrvFL/QI3Wf7flberxwFlTOobpsnwj6b3tkljB8tpWtJDuWicfc%2b1MrVh/u4ubuIQ0uy8du3Jp2nD5fiTTMQJ4pusuWI8MmOldVjz64mo7gFb2kbSamZPwEwgyy5iFeKzJJu/weAFOlMrjAgS9BXaOmVMVG6%2bcDDv5NZl1Jv3eKjv33F1//%2b9v8D4Mlnfi%2bGZ6aI3wwyi1uFcQ3CrEphmFBdRNjsKcMlI6UAYJWuG%2bXe3Ll1FMi2yJRreKUJeTI%2bRVXCvsJGMouayK3o8AHQ3D1I56wulo562TiaSXl1EAMiiPvWZbClN42OvET8Pn3Vy2%2bv5mO1WsR2ukiVuXYJ7a0y9xqhn7ugwQdAguIDFABk3nyHdDr7p2IVNigAZAvyPhAUIZONkC/PP/nMK/xLHKBC%2b88//5Jbt77/vwAozDhy74NkS/cV/ciQghT9SJMRsImmKE1Q9CdNPl/RFEULnMKCfCkws6CRDHncLmDlloguSRPSsmQl5tdR1jSHpu7FtPQOUtvcS0ObmfN7Kji4ysaiuZFsG7GyoCKZYnsSfl%2b/ncnpAzYiY1Nkzl2y7nJ9Hc2XeUyVPWuUDeAtbiYpxYtRvIFHOp4pxedKsdmVnT5w3HIzyghky3sKanvJkefTpJNFAsZvX3iTf331g6/or2XeFfFTDqEE//r6NqvGjgpTWnzzny573CGaooCgaIoyCsrcO6R4hY0OEd5sYWRuSYsYoypcAo5iyjJya0W3cnyrUWlYroCZJ00qrumivmMumZkpzO/Vs3m1h9WDJjYvs7K8yUhbkRY/PqlibCSd0CijmA6vb74URVdop9AryeCRixQRm2QVASrBIwVnSQdyK2b4RkDpmrL6lBvOkQsX1c2Ujrb7Cimpm8VLr36A6J8U/YMcChN%2bAkDO77z3T7rmraFQ3pdfNsPnJdKUfS9HqngOh2iQUrxT9ChNilSez5NrurIFGK8ikjKmYoON9mwR7zSfXtgEJGWUyupnU9U8h8auhXiy06nIjePBayXsOOBl74FSTmwp4fiqAvz%2b8NsyCopMxCTZBIBMn4FxKTeS%2b%2bMqStQ7pXgL4RJzFVq6FVEUEBTq/6d4ZSsooOUI5RUGKI8pN17RvIA/SQhS/inF/9j92z8BAE8//zblDfOlU72%2bHa50W9kcithZ5fMUEVZ%2bdwkjlblX5jtHLLLFXSA%2bowSzSwr2lMr9mQUAp8%2bCK8VXiKeob%2b%2bX4gckWM2ib/lMWppT2bXQwI0bbYxtL%2bbieDFPHp6B38CQQ8KOCKBOzqYM3%2bpxCxUVimeWtgoALsJi9BJ1Hb697Myr84GjgKQcSrFeuagyAsrsK2vSN8dy1LQv4o23/wPAfy/%2bFt%2bIFJy6/7ei2N0igr0%2bI%2bPMrPUpvu86UryyiXwGSDmLLuUI9T15snHsueIHSsQLiF2XJBoZrfeFNMWeK6uwSFZhTVsfDZ39AsAcZg10s3NXNd35KsYGs9m5u5ptSzysnenAz6qOJD5e79v/Sq5XXJ8CQKZ0OV%2bUVjFEwRFqCTt2ESVJZHJjdhEpR/b/A%2bI/I6Cc/yOKipo3dA7yl/c/9wHgE72f5v%2bHH77jH%2bIOtx2%2bKjPdKgxQxqbNR3Gn%2bAulCb6iZYwUV6ic02UEskTlXVkVYo5yRPAqfCMQm2giLFqHWla3Yp/zZE2XCv1r2hZS39lHVdNcyQWtLBvOpL1Uz45tQv3DtXR1mXlgZx1%2bbkucGCC1uD%2bzL9QoQcapFCeIK8VkCeWjJOrGyPPKDjaJDigbwq5kguwfBUspXBkB5XfvTx5BKaZpxhLe/%2bgLnwB%2b//2P68/nAMUA/e2fMLz2gNC62bfSPCWy0gqbJPL%2baH/d8llKAPrxqPUJXWaB3JdXjJApXcKQmDWbl6DQeB9DE/RuGQkRQXldXnm7jNZMX7LMEWDnDLRy/HQZqzcUsf/eOtbvy2XuXBsnRorwsxjiiElIJkEja1C6rDF5fdTzrSbZrWVCIYOITJQqRc65vlWo7GaLgGD7CQSFMQptbTK7Ppcoiu0WYFq6hvjo4y98lP/vACjnN9//isaeIXGALeLoWgW4ZjFOojuyTtNEyFyKC5XPUX5Wzum5VQJCFQ630F4A0CbbiYrTMT0oWvTLIiOQIU61SNZvg29NFlTNkC00Q8S1ncGRXp56Za4AkUr/ynRW7ylkZHsuu0/U4peQpCE%2bKdXnAhNEBxJklpRNoMxSoYhTqQCQkV9DZJxBYnEmWrHJJpk/s9DU5qn0WWLFDiviaZEZdBfUCxskpQkwLV1L%2bOQfPzo/Zf//8B8GyCNPPf8uhcrKFJ3xyBr1dV/cn9X9Y75Xsr9SuEsAUPa7M1M%2b35VHqi0Ttd5GaLQW/5BYYuINJCoCKJ7FW/Dj6i2VTVTVOp%2bGjn6qZQRm93Vw7qYUPW6jb1U6i8QILVxl4eBpicNqrQmNzH%2bSIBqvtRKvTxM/4MEoo6AAUN4wR9ZUJzHCgAStE/VPhkjRCiWRKZ1Xvh9QVqTiGVw5//Hx5bT3Dsmu/87HgB81QDFA3/G92ILj55702d5c6b5HXF6adNws61b5wsMuADqEZXZPie%2bLj1RHnjjUbClSrp2SRnScHpM2hbh4nbDAQHSCOFi5F0VISyQUlTfMpkIaVynFF1V10trRwrp1mZSWR5BbEM3SLfnMW%2bNm8SY7fvGJBlQy3yqdTQrPwKDs0p/cV4mIifJhSrJKTHYKC1Lk7P7xOz9B3GD7CQgpNkUMic6a51uVSmo0SmBpmbGYrxS559Z/E8DvxRghAWi/FFnh8xqZiv%2bX4lNkxH7c8eW%2bjtsyigWUfCwy72bpvMmiJNVUzLoU3jq8measbCYGqxho72TX0iXkFzX4vhMoreulccYATV2LqW1ZQF1rB7tGGzmwpobONg3nr1WxeksVs/oy8ItTJcuKs0imd0jyyhO3VywiV%2b2bayViVjbN8wGQYs0mODLJ5wm0si2UcVC%2bsVG%2bEzQ5inxAaOQxJTEqX6bo5blSCSqf/fNLnw3%2bvwDI/7f/%2bgW1rf2%2bYhWaK9/oGIVVJqdY7xwBP6vcdzhE8GwZYswcWZisHt%2b3zUHhcezrrOGDAxsoNKVwT1cdXD8CvzxNa1G5T8BrpGgFAOVo7RmmpUfWYqmOTQtLOLajht0Hs9m8P4uxffn8Hy73MdE9WxpiAAAAAElFTkSuQmCC' 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qWRLI84kolCD24ws5f78nh8wtFPHN/NqekibuWqlnQrCZWEmfw1J%2bTFDGBMmckqfHTiPCfgF%2b1ZOoRKWxoOIlyyd/rl6nYNl/DfbusPPqAh6On7Ww/nMLOnYls3aqSmUri7FkX6waM2MWYGAw/Y//aWLYt1VHoCWVJl561C8xyQZl5AUAfH87BWXm8vXcGb%2b/v4SMFAOn4d/cN8/15OS4s5dbVVdx6YJRb1%2bV8fSW3ri3ju4uLBYQhLvUXYdXFkWZQUV5plASYQnmPmKZmjcx5Gcs3pJEqEbdX8slzhzJ4YpGLP23N5NcXXKwUsb53k5PCtDBf94On/AxtzCQyU4JRh08mKkgA6JkdzZl7M9i50UxtWbB49ABObzGwfTSOeZ3S7aMOjgsLju1QsXtrksy%2bJMB%2bNdUZEaxdrJEjhaMb9Fwc99JRnERMxM9IiFE%2bfApRInyG%2bDDO9hXw9r5uKX4On57s58vTg3x/cYTbl1dx%2b8oqfnhgPbcf2sDtm%2bu4dXOU2zdWcOvykI8FlwbLZMVGkaKKkvxhoqorhY4lbvKbdPQMuhhaYWTnSh3zZERXt2kJvvsuDkkDNs6JJ8cezssPlLFeVqT/pP%2bJ/8SfYU4OwCmROybkLnGXIoKrlqZw%2bEQWDzxSwG8fKOfKuJMnBckT%2b/Ts25nAPUd1PH7FyfXTFgFCBO%2bYmbUj0WxdGc%2bVU0auHMmhvTie9OTptFXIzBZMJ8PrL/PvT0jAFNzaMH65qoq39s7k76eW8O3VUSlsLbfvXyPFj/LDjfX88NBmbj%2byiVsPj8l5PbceHOX7azIaD6zggWWVZJnVpFs0ZGWpySgQv1Kvp21uOqNba%2bgV0b66xcmVMStDXfG05kRxfdTLlY2pdJXFct9WFy%2be9LK6J4myXFm/Aopd0mlk4J1ES8bxa2mKYGTUwqF9aZzd7%2bQ%2bAeDFi1m8%2bGi20MjJMxe9fPRSFa89nsmj5yXeHklh0/p4Nm8M5d6DKVw/nEupV2ytdgLV2SpxkHGysqajVYvQ%2bEtMLjNzbl4B%2b7pLZBQq2T%2b3kuurO/ng2ABfnxUdEA34/vJKAWQVPLEZfrUdnt7OD4%2bLFlyXEVhURJaIoCNFRV6eTkxaFHllKjYeaGf/kTqG%2buLon5XAlpFEDm1Wc1iicV1mLE8dSePz814%2buJDBt8dL%2bPT%2bfEYWqJkzI4mmKjFPubIR4ibj58y4m1XLUhnfkMzGZbEsG9QzOmjkpet5vHolkz9eyubp83Y%2bfbGaV2/m8uz1TGGFhV3jao6MJ0gwSuPQmhTOrBXfvcHL7uVOds/LwKWJIFp0YF93NtcGK3lstIOn13dxaFYx8wpEYNsyeHljC1%2bd6udrEcWPDs3nxe29PLy%2bm%2bd29/HuGRmRK0vZ15aGNi6ElMQIsrPiMLsDSBfB27Aqn3v3ZnH5hJO1q3WMr1dzcYeRZzZ42L7MyNKliRxuN/P%2bLi9IPvjbeAFbl%2bu5eaWQE0c94nXEgEmT/FyS9Lo741kwM5JtG5I4v9tBe2EC3fVxrFyo4qHDLq7uTeaxE1bevFnIYxfKuXqylPsOFPP0uSr%2b8EQtf71cxtu7y3j%2bcjNX%2b3N5oqOEA50ForTB3D9cyVNrmtje4GK42MqKKjdbGyVDNLvFEzSIFqzgizOLeX60hoOtAmZ3Ho%2bPtvLKjlm8fWge25vSZHVNx2vXUidGxy009uQEcHDQyxP7yzmx18yy%2bbH88mgqZ8aSODykZtPyGIaWquhvjuLYGi1PrbOzsiGR%2bvooblyr5Pj%2bHGKj70AXNQm/VDEGbr3YypSJHBgzcHKrmbaSKEzi/uxZkyktD2FsUSI7VsdxZrOVjaMmCUAuzm/O4f49eTxzqYTfX8hiebskv115nO1M48W%2bRq4tqqPZoeLZja08v7GdK/1VnJ5VyuleiaZ9NTzSV8Eb473cfmAT/760jNfWV3OsM4u1tR4uD8hz29r58swijs3NQxXuL9Y5mr4lKuYtTqS/38CF8Tru31rIlaMu5rTEs28olT/eSOf4Xp2s5FTula113/4Qrh4SZuw0iGeJYOFwGKuXp7J6iVU06m7KcqLxs0dOJXna3VjEWfX0RDCjKxB3wRRyy8RyFgUJ3abjdk5m%2baBQSj5497iZSnGI24dMPLQjnesHxXicyWRIutBUE8GuHguvr5jByZYcxmrs/GFnL%2b8fXMSH%2bxbxwfZ5fLh9Pp/uH%2bSdHfP5YM8C2QBbRPGX8%2bm%2bWfx6SR0nOgo42VPAE4MlfHu6j/NDZRSZVVzqK%2bSQWNolKyMkecZyYm0xewbN7FyRTpk3Hm3UNC5uz%2bKPDxfx2%2bMZPHYsgWuHI/j1WQ2vXXHx3OlkyS4aTo4lsnGpkfltOvZJM/1MsVPQBN9Bql4SYNE0GjoC6JwrgWhmCLVNMVSIN2hqnsbhDUZeFl04uyUdk2kCQ3PVvH21lGfvzaS2Noz8ojABy1/WaASPLW7m8YEmtjR4eGVrN58eGeabk6N8e2Yd351dx1cnVvH21tl8fnQJP9xUABjhh0sr%2bPLEIJ/tnceXR/v5Stwi11ZybWkl%2b2Zk89f%2bGh6dbRcGJjIunuXw0lSq08NJjJlCXOhkpk/%2bXz6/f2xFGt11IRzbqOKx43Fc2BnP9S0O/i3J9fn9Lt644ObZ%2bxyc2uaksywevziNfIAUbxL/X1sWwjIRj/Gdet8XkgsXizmq9mfBvDCeOJDGxdVOeksSKS4OJTMviP65CaxdrsOTH0BmUShZxRHEJ9zBqND4rV0LWCQu7ldrWvns6FK%2buXcNt86vk/Mq3hUWvCcMuHVJdv8jO/heVuP3Mga3H94iXmAz31%2bR18qa5NoKHhYmvLqukY8H6/mDdP3ps4VsnGvAqp4qnn4CqojJhEy7kyyrzPsOO6vmSYcXmrhx2MC9W6OozwmkWBLptU1pLGiM4PruFF47J7om4zyrRoWfKll2tiYIq2o6Vu10iZ%2bhdLfF43H5UyFRsmVGJIOLwtkwoCI3OQh1yERshikkJ06SqBsguV30wzmd4pow2iUVur2B4rQieG7TbNbWuLk0UMYHB/v4%2b1Hx%2bkeHeW/3Av732i7%2ba%2bMsvhVAfnhwq1jhDfz71GK%2bPrVUAJEV%2bNgOeXyTgDLEowOFvD1Sz5tDNYx1Gzmy2UlLRbSErLsJl10eHzFJPP0vGOty8OzZbJ67x8pHl7N4/3oOT29ziCZpqEmPwhA3lfKcUJ4/5uGLm9X8/Uox754tx8/sjZGgMBldwESxrf7olCN6isyUFKqbSnudih0rdGwfScIiYEUF34VO%2bZIhfiL2uEkUSZbobYhn3Xods0cSaF%2bYJDk9DLesLSXlHZmVy%2bvbunlj1xz%2bsnsOb%2b5YyK9FI853F/Hq2hn8VR5/Y6yVb44slFXVydcnh/nhqmQBYcXHx%2beJre3g63vmcU78ic0xidzCAKrqw8n0RBIReBexoRPlnsSD2KLF48v%2bH8/mqY3Zoi8VPLnRw18uZPLgQTNb%2bxJ4YtzN19dr%2beS%2bKv55uZbPr9Tj53ZGYIwSIQwXLYibgkETiDE5mNjpd6IOnsRgXSQHZEVeHNZR7Q0iTjVBIqjsYsd07IlT2bXaxNMn0nnznIfRNUnUdMaxfIHs5X4ra9tS2Nyazms7u3h150yujrRydqCRe%2bY3sKohl11tuRzqLeTJdZ0y8yv4656Z/GFNHV8cXSCjskiAa%2bG9Q7N4YKeDSxcN5OcEYbEEUVIeQVLsZOLDp0rekGZETsZrCCF02l1UulQUmKLJ00aydbY4WNGst27m8PsrZt45m85z23N542AlH5%2bu54NTtfhlaKajD1H%2bUjPZ99caY1KADwCdiEu0/924EqdwYG44e%2bfFs75TL6IzGXeGP0XFAeTmRLJ3iYVvd9fz8tFs9u5OpU5c2opZRv50o5JTotCr6538bryb5dUu3Anh9BVK6mwr5Hh7CZdmV3Gxu4zHlzTz3IZunhqbweMjNaIRHXx6fC73Cf2vjLlZNidQ9r2GAbmH1MRQ3OYQX%2bfV0UHoJHKn6cNx6kOJC5tIWOAECT53EiX3maoJxhgdwJFhGY8DXu5fY6MkJYwXttWKy%2bzh5BIXflmmYHLEGxemBJKuDxILG4Ba5iUpcgJJ4ROIDriL6tzprG4NpsQViN4wWQxFMOU1k2mpS%2bDQYjuvjRXy4NpMTo2nM7bMzMAcnYhQPrsG0qh2JrKpM4/5hans6SrgaKt0fFUvL8oovLV7ER%2bLLvz1yGJeXtPO6twUDvXk8PE94gq3tjHY6uTU9lRGpQGj/XEckZ9PbE2lJT%2bOWEmaiVH%2bvjFIkiJjQqcIKJMlhU4kUlKeUepwGcMJm34HqjB/UuMC0IZPIyF8Em0FSezt9TBck4xfoTWUxY1G8fHheGwhJCVMQW8M8/0RQxs5CYd1KmlZwdQU%2b1Mpau/KDKZPktbS4XgG%2bxNZtCCOtZsMPLQmh0/2tPHMxkJWN0uaHHCypstOZnIEVWka9vUW8cKOeby4eibvrFzIF8fX849LY/zr5na%2bvn8TX%2b8Z4LXNPdwzN5/fbG5lx6xsBofz2H24in0SbI5uTeTKSRsPnrIzMlsjzYqW4ifJMUGKn0xkiDQseprowd0kijAeHDIzpyqesKl3oI8LJk60Sx8bgF4bRKJsvrDoiZJcp%2bB3ZWc%2b1e4o2guicJtE5eMnkSjeIF4oFiPoauMnk2ycgqswlMCIO0lLmc7aARG83jhmNsdSKSuxu19i8nwr747n8/vDxTw46uHgUjfblzjoq0rBGBvMCvEED69qkb3eyOMLW/j70gXc2iqrb/co/96xjK/EE3x%2b33Je2dXD3u4cuhqdzF2UQ55Xcv9cG5cOpfHwGTfXjtv53YPZrJlnEiurfCMd5dOCEJn/MP/JkvAmY4oP5PS6DK7tslOcHoM2OljYPEnGezoqlax9Ee940a8ElWSB/kY99oTp5NqDSRE2pDhCUcdMIjl%2bCklRIooxAZh1Qn3xCoW2KJa2m5jfneT7%2b31%2bRgS9nYmMLDL6vhfYUy/UH3LxsOTxp7dkcmC9lXsW5lFoiqU4TcvjG7r49boZPvEbLHAwXuXh%2bsxy/rhxBn87Pp%2b/nVzEhaV19EjqW9dvZoNoSH%2b1iso0Na2lGh466eH0VhOLOo30NBmxaaMxJ0SQLJG7OC%2beTSOpvvFTfi6qiqOlKxmPPQaLKkyaOUF8w12EBtzpM0/RAki0sMbv5j7JzruzqC1PRGOUOZEjTZhgE0%2bgCldc1iQ0YjNVQVPYNsfN1Y1ZLJmvo3%2bRlYZGuegGFz1Vama3J/j%2bmFkuBum4iM7xQRtDiyK5vLSI8RYv%2bphAVrQU8PLeRbyys49zA/Xs6sjh0ZFGicYL%2bdeFYZ7c1MGCEjsPjRbx4cNe9izV89wZL5vnGGkqM7B0sYXNIzaq85JoqdKzQUBqLIiloVbPge3CkOtuTsja23KoiGFJphv21MqKtlHqUpNhCGdJTwoza5N8WyMqRPlW%2bE78%2bK9GnjjlxSkGSKv3x5AqxbsjSYhWXqSo6l0%2bpOJlS4RM%2bDkm8QhlJSHMW6BhUZ%2bBkSGrMCFMMnsYK%2baaObMnmyMbRRC3prF%2b1MKNDT3cWFzG3Jxk7OpYBmT9XRnp4NmxWTy/fRZvSk546%2bhiHt0yi54iC4%2bsrBSVrmOtFN1bo2Nlt02itpv57SpamvWyCZJprU5idJaFPz3u5Y3n0ti8Il7scSo3Jf9v3mdhbH8Bu%2b5pZbkAWZaj5YnzFRzfLPfTJ6t5gQW1uMdwqStC%2bULk5fstfPachbMSebOyxM%2b7Y0gxRxKlaECYqKpQJV4CU4x4ArPMjTt5OkVZ4VSViW40R9PWEMO8GUbJEoFs6ZPQcbSSpfM0jM03MNDfylP37OSJ5VVcHapkuNTmo2O%2bVUtrjp15MgIDtZn0FKdJ8Q6uDxbz7dkFPHJ2P61lDhGxODqK1cxqE3u7Rs%2b%2bbakS1w3sW6Vj1fxEieUG3ns1S15vwRB/N13VOk4fd7FgoVqA6CAzLZYci4SiIxW%2bv2InhwehCp0qIin1CLMjlO8E//myl09/l8bt1z2ckw9XRwWIoPyCoKm/IDZsCqrIKcKECb4Xp6gDfS4xSbaDSoTHY4oUdxhMgUdDeXYc57emc3NrJsU5ceiSo6iobuXF53/HjZUdPLWyjoeX1bOzLYdqi4osmd9yq4q%2bEgtbWzy8sKGZT3a38M1LV/jlb39LedZnw/EAABK1SURBVGEGwzPUrBxIYHSlmg0S1bdvS%2bbaQQMvnbFw79pklvUmc3mvk7%2b/WMqcOg1p6gjmNVtYNWCTFW3Bpg4izx7HktlJbFhi4t6xIrJTRTRla8SFiQYE3YXfrdfL%2beGtMj5/wcM3r%2bVQ4QljyuSfExEqRQdOFPoLXQLu9gWOyBDli86JTJ3yC5oz1dS5Epkw8edkOiV17apkqDuTwiy7CKaZ8GgtOQXV/PHPf%2beZB67ywEAlv1nXwa9G23hMfP0jAyW8sLqat7e38fGBHt7ZXMc71w6g/NsyvgtLWjYN9V6W90u2F40a35LM4OIYto9quLZDPP5aKwvr4zk7lsOle3JEhxKYUWgUA%2bdPclIgNaVaMs3RUo%2bW/HR/VvVrWNCUQqLUoI350Q/YkoLxGx8x8o%2bXKvn7r4v48pUSnrqShVOERSfGKFwACJl%2bt7x4mhiMSYT734lHPEKcaIPLGC3rMpTwKNELtR61zkpQpIGIWCPqZBtxCUbM9hx%2b89zr/PXTb3nu/tM8OVzB79a28MpYJ29s6%2bFP2yUjjLdKJqjmLzfv8RX/wkv/m9KqNnKKasjIrSQhySxs8LBxYw6jI1qObzXQ2yJaMlfHyd1Wesu1dM5wkaf8BTo%2bhExZm4WZWnLT4qT7iXjNcXK/Mr5ihByJolXueKyaEKrLzDI2/vj1zIuisSmSnpnxNLQmsGrIQKkEoPjEaTIGP/fZSsVyKn%2b6josOx6iNR50QT0RMEvFqM0mGNDQpGai0acRr5ENT3WgNThJ1dhK1Dk6ff4R3P/iaDwWE1x46y6%2bWVfP8aDMvb2yTVFjPSwLIe8/e8BX/739/zdKRMfLKWiisaqGougWVLpXYxFRS7VmUlxcwND%2bbpqY4du5M4Q/PlzHQoaVMZt2kiZCRFdPmiGVGnYtyr4ocWwxVBXqc5lCKMmLpmKFneL2NBQNmRsfL8Xji8Tt%2bxk5udTglorA1XakYnSE4M6WricFERUShStCSpJVCpSC13kGiXgpLlqKNGWhNWeIbckm2eFFL0Y6MQszOPJLNWRgs2UQnmFm1fj8ffnyLN//yGZ98eZu3njjPs6IHv1vdJBlhIR%2b99hw/8OO/Rx59gsqGHiobe2WPt1Nc3YHRminOLRVbWp4wqoBURyG29HwKS3Pp6shj8QIv/Z1WdLFRItSSULXBtFYZmFmlI8cQRnepmeqsJBoqNMycq8eVHsDCFQ4BIJ/GTid%2bW0dtNBRHU5AeTnGzpLnZBkE7UkbAgd7sQWdyo5Euaw0uNMkuKdSNLjULo9yM1V2G0ZZHXKKFaJURbYpLVmiRzG%2bR3HiuAGChb/F6Pvr4e95691%2b8%2b/5nfPbZx7x0aCW/FRZ89u5/8dk/PuSbr/7hA2DZyjHpeoeAMIuS6k7ySptkFBpItWT5PteeXohDDrN8vsleSIpN7iGjROx5Ka6MPOw2O3aD2GQR51m1skar9RR6RDsazcyr0aAOm0ZVdRyrlus5uLfQt2L9sovjqCiPJT1FTFDiZJy50SSnCOUc%2bVKoB60PBA/JpkzpbA4GWz4WV7F0oUxupJik5HTi1DbitTZiNXZhQy4p9nxhQK5vLPoXr%2bPt977k7Xe%2b4G8ffciX337Lnx%2b9LJlhNrduf8snH/6Z27e%2b4tXfv0Zt02wZv268%2bfXkFjdJYeUCZBZ2uY4rqwant0KuW0qqUwFZwMgoxS6Hw1MueaUKd04d%2baUtVDV0MmewjINn29mws42%2bNh0v3qhg46CdrWvN3HfCwnNni/nioRb8dq3LorhGJUcCNrMoqFnjK8IsFzBYFXrn%2bDqebM6WwvJ8Xbd7KwX5MnSWTCnaRqKww5VdQ3pugzxXJTdYLB0qEnA80tXt/Pntf/L2u3/n44//xtff/ptXLpzgV%2bOSA374ng/ff1N6f5tjJy9TUD6D4qou0jIrfYdybb2Mk1Ouly7FpWVWS8EV0gABwVGMNa3U95xbru3KqRHgGskv66CudREdc3vZcqyJvuE0cnKDmNUZzzOXSvnlxXxuHPPwx4sivJdr8Hv6TBHrVxqpnKGjoD6StFyTCFuGFCpFOAuk6AJ0UrxeZtriLhWka3AI2mZ3ibAj0/faWI2T9LwGMgqaccjNKCBYBCidKYede87yznuf89577/HxJ1/xyadf88m7b/HJ%2b%2b/x%2bRf/4J23Xuf7775l%2beqdFFR0kV/eiSevXj6jAqt01p5R7uuwO1sBQK7tqfQ1wZxW4jsrjynAewqbySlpI6uwhfr2BZTXddLWnkX7nFjmjaiZv8zFldMNfPDLel5/sJZnLuTxp0fq8bvvVCZv/KaAsS02Miv0Ms9yJFlweMtIFRAUtFNEeHQCgF0unp7XiDu/yXdzybZcYUkBCckZ8vpqskraSS9okjFSCqiWGS3ixOmbfPkNvPmnt/nrh5/zt79/Jp2/9ZPqf8Wt72U7/PENoe1c6X4vuaXtsv7qsXmk0%2bnl0uEq3z0oALik2P8wQDkUMDLkfrKKWqX4dnmvuD8BIL%2bsjbK6LuYOZLF6q5kFywxs2OZlx%2bFmzhwt5tXH2riwM41nzlTg9%2bxvSnjrhQr6ZiaQYNBJGPLITFsF3RLsmVWyEaqwCc0SjV7f3GcLxdIFbeU5k4hRqoyC3lGAWW4sv7ILb1GLsKgepzDF4i7n/KVHfcX%2b47N/8fs/vMWHH34kM/8dPwgIt29/73vu5Omr5JR2yurrIbu4TWa5HqsUb5XumxyK2Jb7HnMKALb0SmlIsYxZiY%2bNmdL1nIoZFFT3kCXvzRMQyut6REy7JA02ML7bS0tDLNU1WrplHOasLeLi2SYurkmj0B4hafCxEm5cykUj7ik6XkOCrDtlhRlFyJxZ1biFju78BpIEAJOzkDwp0iNF2mUeLXKDzpxaKb6cVLnh/OpuMsvacQsL3EJLl3Ttwv1P%2bdbcd99%2bx3%2b9/gHvv/%2bx/PbDjywQDfjyq29Yumq37%2baVEVC66cyqle6XCQhlJIsOOX%2biuXJOlc4ni/pb0it8jCupnUVp/RyK5Zwtv5fWzqSwopOimm5h1UyGV3gZWmWlZb6XsUN1HLos4exSOydWpJFtFABa2/XMa1VjSI6TXW8VR%2bcUY%2bMhTWZZASC9qBlPSSsaEUKDiGC2MqPKTYooKaOgMMKRXYtJ5jG/RrpQ3uF7fYaAkJHXxJXrz/oA%2bP6770UIv5A1%2bJVP9H7s/m3%2b/JePaO4e9nUur0w%2bW95nUeZcRsAsYpoiDHDJtRQAlDEzSGNSZAvkyHWLKrvFL/QI3Wf7flberxwFlTOobpsnwj6b3tkljB8tpWtJDuWicfc%2b1MrVh/u4ubuIQ0uy8du3Jp2nD5fiTTMQJ4pusuWI8MmOldVjz64mo7gFb2kbSamZPwEwgyy5iFeKzJJu/weAFOlMrjAgS9BXaOmVMVG6%2bcDDv5NZl1Jv3eKjv33F1//%2b9v8D4Mlnfi%2bGZ6aI3wwyi1uFcQ3CrEphmFBdRNjsKcMlI6UAYJWuG%2bXe3Ll1FMi2yJRreKUJeTI%2bRVXCvsJGMouayK3o8AHQ3D1I56wulo562TiaSXl1EAMiiPvWZbClN42OvET8Pn3Vy2%2bv5mO1WsR2ukiVuXYJ7a0y9xqhn7ugwQdAguIDFABk3nyHdDr7p2IVNigAZAvyPhAUIZONkC/PP/nMK/xLHKBC%2b88//5Jbt77/vwAozDhy74NkS/cV/ciQghT9SJMRsImmKE1Q9CdNPl/RFEULnMKCfCkws6CRDHncLmDlloguSRPSsmQl5tdR1jSHpu7FtPQOUtvcS0ObmfN7Kji4ysaiuZFsG7GyoCKZYnsSfl%2b/ncnpAzYiY1Nkzl2y7nJ9Hc2XeUyVPWuUDeAtbiYpxYtRvIFHOp4pxedKsdmVnT5w3HIzyghky3sKanvJkefTpJNFAsZvX3iTf331g6/or2XeFfFTDqEE//r6NqvGjgpTWnzzny573CGaooCgaIoyCsrcO6R4hY0OEd5sYWRuSYsYoypcAo5iyjJya0W3cnyrUWlYroCZJ00qrumivmMumZkpzO/Vs3m1h9WDJjYvs7K8yUhbkRY/PqlibCSd0CijmA6vb74URVdop9AryeCRixQRm2QVASrBIwVnSQdyK2b4RkDpmrL6lBvOkQsX1c2Ujrb7Cimpm8VLr36A6J8U/YMcChN%2bAkDO77z3T7rmraFQ3pdfNsPnJdKUfS9HqngOh2iQUrxT9ChNilSez5NrurIFGK8ikjKmYoON9mwR7zSfXtgEJGWUyupnU9U8h8auhXiy06nIjePBayXsOOBl74FSTmwp4fiqAvz%2b8NsyCopMxCTZBIBMn4FxKTeS%2b%2bMqStQ7pXgL4RJzFVq6FVEUEBTq/6d4ZSsooOUI5RUGKI8pN17RvIA/SQhS/inF/9j92z8BAE8//zblDfOlU72%2bHa50W9kcithZ5fMUEVZ%2bdwkjlblX5jtHLLLFXSA%2bowSzSwr2lMr9mQUAp8%2bCK8VXiKeob%2b%2bX4gckWM2ib/lMWppT2bXQwI0bbYxtL%2bbieDFPHp6B38CQQ8KOCKBOzqYM3%2bpxCxUVimeWtgoALsJi9BJ1Hb697Myr84GjgKQcSrFeuagyAsrsK2vSN8dy1LQv4o23/wPAfy/%2bFt%2bIFJy6/7ei2N0igr0%2bI%2bPMrPUpvu86UryyiXwGSDmLLuUI9T15snHsueIHSsQLiF2XJBoZrfeFNMWeK6uwSFZhTVsfDZ39AsAcZg10s3NXNd35KsYGs9m5u5ptSzysnenAz6qOJD5e79v/Sq5XXJ8CQKZ0OV%2bUVjFEwRFqCTt2ESVJZHJjdhEpR/b/A%2bI/I6Cc/yOKipo3dA7yl/c/9wHgE72f5v%2bHH77jH%2bIOtx2%2bKjPdKgxQxqbNR3Gn%2bAulCb6iZYwUV6ic02UEskTlXVkVYo5yRPAqfCMQm2giLFqHWla3Yp/zZE2XCv1r2hZS39lHVdNcyQWtLBvOpL1Uz45tQv3DtXR1mXlgZx1%2bbkucGCC1uD%2bzL9QoQcapFCeIK8VkCeWjJOrGyPPKDjaJDigbwq5kguwfBUspXBkB5XfvTx5BKaZpxhLe/%2bgLnwB%2b//2P68/nAMUA/e2fMLz2gNC62bfSPCWy0gqbJPL%2baH/d8llKAPrxqPUJXWaB3JdXjJApXcKQmDWbl6DQeB9DE/RuGQkRQXldXnm7jNZMX7LMEWDnDLRy/HQZqzcUsf/eOtbvy2XuXBsnRorwsxjiiElIJkEja1C6rDF5fdTzrSbZrWVCIYOITJQqRc65vlWo7GaLgGD7CQSFMQptbTK7Ppcoiu0WYFq6hvjo4y98lP/vACjnN9//isaeIXGALeLoWgW4ZjFOojuyTtNEyFyKC5XPUX5Wzum5VQJCFQ630F4A0CbbiYrTMT0oWvTLIiOQIU61SNZvg29NFlTNkC00Q8S1ncGRXp56Za4AkUr/ynRW7ylkZHsuu0/U4peQpCE%2bKdXnAhNEBxJklpRNoMxSoYhTqQCQkV9DZJxBYnEmWrHJJpk/s9DU5qn0WWLFDiviaZEZdBfUCxskpQkwLV1L%2bOQfPzo/Zf//8B8GyCNPPf8uhcrKFJ3xyBr1dV/cn9X9Y75Xsr9SuEsAUPa7M1M%2b35VHqi0Ttd5GaLQW/5BYYuINJCoCKJ7FW/Dj6i2VTVTVOp%2bGjn6qZQRm93Vw7qYUPW6jb1U6i8QILVxl4eBpicNqrQmNzH%2bSIBqvtRKvTxM/4MEoo6AAUN4wR9ZUJzHCgAStE/VPhkjRCiWRKZ1Xvh9QVqTiGVw5//Hx5bT3Dsmu/87HgB81QDFA3/G92ILj55702d5c6b5HXF6adNws61b5wsMuADqEZXZPie%2bLj1RHnjjUbClSrp2SRnScHpM2hbh4nbDAQHSCOFi5F0VISyQUlTfMpkIaVynFF1V10trRwrp1mZSWR5BbEM3SLfnMW%2bNm8SY7fvGJBlQy3yqdTQrPwKDs0p/cV4mIifJhSrJKTHYKC1Lk7P7xOz9B3GD7CQgpNkUMic6a51uVSmo0SmBpmbGYrxS559Z/E8DvxRghAWi/FFnh8xqZiv%2bX4lNkxH7c8eW%2bjtsyigWUfCwy72bpvMmiJNVUzLoU3jq8measbCYGqxho72TX0iXkFzX4vhMoreulccYATV2LqW1ZQF1rB7tGGzmwpobONg3nr1WxeksVs/oy8ItTJcuKs0imd0jyyhO3VywiV%2b2bayViVjbN8wGQYs0mODLJ5wm0si2UcVC%2bsVG%2bEzQ5inxAaOQxJTEqX6bo5blSCSqf/fNLnw3%2bvwDI/7f/%2bgW1rf2%2bYhWaK9/oGIVVJqdY7xwBP6vcdzhE8GwZYswcWZisHt%2b3zUHhcezrrOGDAxsoNKVwT1cdXD8CvzxNa1G5T8BrpGgFAOVo7RmmpUfWYqmOTQtLOLajht0Hs9m8P4uxffn8Hy73MdE9WxpiAAAAAElFTkSuQmCC' 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RXKAC4ubmJ1ysBqKiokLF9vz%2bAubk5UAkKQpAU0NPTi6HhYfT2dOHmjSKkxoeh%2bpI77kbYojLKAZWR9nhwyQvTJUns%2bRl4QgCPCWCuKAFPbqbRDHGnMp6WphNIAhbyOCNcjWLvpxUmPMkJshtMsBYIBzhKCMMZXlIKDKS6oSPWDtVhVigNt0desB1S/a3haarB098PyzMHkORtDB9HMxxXUhL2V9wIUURHRwsVSwCoBBkL%2bLsBDA4O/g6AUMDg4ABzvw1XL6dB94wqNPesw3nl3dA5uQcGSrvhqq8CV0M1BBiqoMjdiJaV7SubJ1sYz7YYg2elaTRHYZIiHl1PxWyuMEIslPnsAnzOfL6YFaKkljhB4zPM3j/AmjCQ5okBKqGPKdEaZY3KABPkeZsgw8cc/uancV5lN4yVd8BS6xCyg61gY3oWm77bzNF4mdQGc3JywFgkAJxeZSzi7weAu3x%2bfl5KgZGR0ZcFBXlQO3UCq77%2bHEf2boE8yBEZwfaIsdWFh94JONKV6akchLvWAQSqbMHRreuge3Q33DmxFXheRH24IxrCHDDBwGeuREv%2bYP56IqfBOEwXxKI/1Q89Sd4chEKkljjALtDLjtD/GkAPr5sirXEv4ALS7M4gmv/XUe84Tu3ZAK0Dm2CjcxRXwmygramCNWvXSXeIVq78RkHZi0OUADD/ZUzldwMYGhr6DQBRBCcnp15Ghgfhk7/%2bBWtWfoVb11JJtQ4NNDWVchdku59HvJcloj0tEe9hgjSL4zj%2b7Qp89Oln%2bPCTT7Hpmy/gcHgz7GlbY4xV4E%2blBJucQZK1Hi47nUOp70Xc9jFDses53PA4j1bmuQDQLyBQBV00Q530AU3Rtij3NkCssTJcdY/BXPMQNPZvgvLO9YRxApkB5tBQPY71324Qt8HEHWJxQ1ccogSAtUDGeP4cAJECAwODL9taH8BMVxXqR/egqeEmh6EKNBPAbeZ9AVtRqJ8HbH19EJOahLu0x2obVuBD2cfYvOZraKz7Am67V2LFsk9guncDTn0vVWgc3rwOxid2w4GTnNbhnXDVU0GU2Wlc5rhbS6m3MuCeRFe0yO1RH2mFunALXHM6A3e1vTA4tgOah7dDbe9GaB/cDDdDJURZa8Lw9FGspgI%2b/PAD6X7AsKhZr2uAuNfBdPjzAHrpA0YnJnEt6xJCLyqjqfEmWpvvoJ3V/QH7eEdOJG5E%2byHY3R6FfM5I7Q14G6pjzTIZQgyVUeZ2HnkW6nA4thnhmrsRyuHFnaeXwBzOdDiLJHtD2Oqo0M6qwu2iLqz0lJFwUQU3XbRR5W%2bM2hAqhCdf7qmHOI29OLXhG%2bzftg5HCHL3plU4d%2bJ7eBpyIDqzD5bahzgFvgLMwUchvAwLeMrSqM%2b43g8AdwkAibEL9L4cGBxCY20lQi3VUFmei86mcnTSx/ewjw%2bypw8wlzvSQ9GWGYXOtHDIbY2w%2bstlSDXXQl%2biL0o9zeB5aiciDI4jykAFWbaGyLY7h0gXc8RF%2b6A4PQJlif6o5HNzAm2gfmQHzI5/j3zHM7jpdhbJF44j4PR%2b2Jw%2bBuUju6Q3VNawHm1c/SU0dq%2bHh/5BmChtg43GbmzeuI4APgAHH8XCwoIwbylLk%2b4fAqBkfgeAKnhJCBgZHUNkgCuyLgVh6MEt9ORGoI%2b9fJTDzXhpMkbY37vZ2no4IIVYG2HzV1%2bgMcga44leiNE5DqWNq%2bB9aj/kRqeQ72SCQlsTpAe5wzHQF9ZBgfANC0RxUijnfXMYqx7Cim9WQGnnRthqHKAqVGBzUR9ehGZ0bCcOb/wGm79ejgMrv4TOtjUw2L8B%2bke2wEFzJ7Z/t0ZKv6jISMWjR4/eABCDHuN6fwAPHz6UAHC9JAQMDg2jsa4KxbSkw%2bUpHICi0Un3NlwSj9GbiRii%2bektkNMWpyGCCvBjB3jE/j6R6Ikc9mvlzWsQdPoAUqy0cIM9/JanOWqivHA13AdJgZ4oT45ES0o4ynxtWByNsPW79fj0y8%2bhpnoEcX62uOppgmIHTXgc3wrdrWtguWsDnHZvhM7m1VDdugqqrAeutMS7%2bX%2bWfbYcl7OzfwfgvRXA/Q0A/tJL7ujv68PA0Ahu5yajNNQUE5zrB1kDxujqpugAx%2bjzp9jaJq8n4zLzvifBG3OZIRiIdEIxJ7Zdq75AiPpe5FhpotDdBLVRrujNjsDkzQyMX0tGP687U0LQzQmzLsYNewngwPYNSOHQI%2bpAfaApqryZNpp74Xd8OxJ0DsJt33fQ2rIG2rvWYee6L2GvtRf7tq7FqtVrUF5epnj8%2bPGbLiBM3sjIyLsB8Amy17tc5A%2bDfwNALBZEDLKyFsUHwJWyLvWxxEAG5396/RkqYObGJenObSnb2mOOy7NpoWj1tUS5hQa0v98Ag90bcM/TGA3hTuhkqoxcT8Pk7WxCSMVIoRz9nBzHOEhVyT2xf%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%2bMpDUWcwGHo4JLKI9wR6KJGoaS3DGW4Yf%2bRA/0JriikypoibLHPd8LtNQW6OUwlWuhCZvDW3H24HewObUDZ2iyxFxwUumIeGMUfn5%2bitDQUHh6er5RANXw/gBEAflXAEIBvf0DGL1/EwvladLI%2b6L8Mn4oz8HslRhMX43F07xkPLlKONkJmEwMRAcBlLvq45qNOgrMT/H0XdGdGAQ3LVWEcohqiHDATe%2bLcKOkbZX28XRNMZkuBiIfDKV4oTfRDd1UQkOYLe75XEBzsr/0/5M4Ajue2gcj%2bgUnziDnj26GqcZ%2bnFQ5CXNzc1D%2bEgAfHx8JAHcZH/vzCmAavCQEUQ%2bkOtBDTzBQlY%2bFinQJwI93cjBH%2bztAI/O0NBMvrhHIrQI8K76M6ZRQdES6oJInX%2blpiFIbTZTa6WOOBfL5zSsYyYjkzB/MUdcLzREemOL1wyuRmMwKpQIC%2bTNf2mE3tMkdURdsgSoW15GG2%2bhix0g6Q2NEG22ptg9Wp3ZzIBMfs1GC0smTsLOzkwAEBweDJ/9GAVzvBjA%2bPi57vUsKYDHkNDjyUnhqEfzw8Ajq66vQyVx9XJmFp5z7F/Li0RPtgWmOtk9vE8DNyxKEx7lJGEkOQlu0G%2bXLHI5yxD035q%2bzCQYTAjki83m3svGE0n%2bSK4pmFCZSAzGa5s%2bROBQTmeEY5JTYwfxvjrJDtY8xGjPZOepuoN7PAmWu52F6YifshVE6tQteF05IH8w6ceIkHOztGbinIiAgAO7u7hIA7n%2bcAhMTE28APHny5A2AoSEBoB8trU3ITo5ACy3w46oc6XZ37yVvjPHFTxUmYIBzwRhBDGdEcJQNwT3a2ssWWiiwM6Cvt8JdtwvolvtggLVhviARz29n4bG4J3A5DJM88WEGPMJ9LCsEI%2bnB6LnkIb0Z0hRhjQpPI7QX0i8k%2b2I00hU55towVdoJK9U9sNPcB29zFehpHsdJKsDW1laywsx/sPBJALjLXFxc3g8Ad/nTp08lAFzSDZGm5kYU5GUgjCam6WoEntXkSG93t6f4oTc3Bh08tQepAWhM8Ud1gg9q6AGKA6yRYKaGSxe1UOhyHvWhThjh48OsDaPJIUyVbDyifZ7ODmLwPhhMI4CsYGkNsQ50xjmjNdYBDcFmqKShKo/2RnOoM4LPqkCFVd9SZRcsuJw4YLmaqkJX/RDU1VVhYWEBKysrBYMGq/%2bbLkAwfx6AqAEDg72ob6hBKAuU1dlDaMgJx9PKTPRkBKApMwj30wLRmMadEq5PCcQ91oObMR4oj/NGaZgDioRkg2zRIPfAgxh3FjZ/dEV74lExCyYHqQk6yj7prXFvtlI/DIkOkOqNthgHFk075r85CkPdsOGbL/HN55/gs0//Cq29m2Cnxn6vsQ8e507A0VQduqcPQ0dbHRcvXhSFUMEWCFNTUwkAdxkfezeAycnJ3wGQjNBgP5qaahEdaA8HSq/mcgQWy5LRfZlOj6uWJ1efJgL3RQ39QHmMJwqD7FAR74NyFsFcGqVbIfa4y45QEcKAIp3RSDc4kBKMp7TOk1n0C0me6CWEAQY%2bmOaNbra/Dvb%2bByHmqIt1Q4CBFj7/6C/4fPlfsW3t17A4uQO2BOCmdxTuhsdgpq8MbfXDuHBOB2YEYGZqqqAKYGxsLAHgLjMzM3t/BYgasNQFuKO9vQWZ7O1ezmYoivPFIgei3qJYPGDO3otxQVu6eJcoCl05Ebgn90ZJiAPuXfJDVbwnboba4Va4I8pC7SXHWBZsg8ogG9SFOuAxbfAkc14E3Mv%2bP5juI6mhK94FnXSA93n6d1g3LLZvxIpPZfj6i2XYu3Ele/8uWLP6u%2bkfg7vRcQJQgbrKfpga68LE1ET6kBQDFm%2bVSwC4y/jY%2bwMQXWDJCS61wNbWFhQX5yM3LZYDUDJ6CmNwO9xOOqFGdoKWSA8WqWAMZkehl1V8lN6gj6nRGs82l0D5c1XGOKM61hU1VMNdP0vpbbOJy8H0Bm7SfUABoYd9v5v53xJmiZoET%2bQ5XIAph53Pl32MVSs%2bx0EOQDbqDF7nMNwNjsLtghIcOXAZcT6wtzSEickF6XOCJiYm4saIBIC7jBD%2bnBHiLilA3BYXH3%2b/VlyM%2bIQ4xMREYKQiC91Xw3niYdK9gAH2777EYLSGeaItkvkb4Yn7Pg6odrfC/UAX3PUwR5GNHkpZD9pYN%2brj3HEnwBLTnConrgTR97tiIJ2/x6LXEm1H72/Pockad6iiJJ60BYMWAFZ8/ilO7PiWs/8%2beOkdg7P4GB0HJHsqQffELthYGLEGGBPAOQVl/waAvr7%2bHwNYemdI3BZn/oMTlOLy5eyXkZGR8Pf3B9sIhwxb%2bPK67XYO%2bvIiMM7hZawkHrWXvNCTFYYJDkKjmVSAPBDdkT5oCXJGvT/TwcsKN5zOocT9Aqo47jaxe1SG22P2WjyGs3zRkeCCwQxfNHHyE32/iZb3PjtGvpMRUlS2MgXWYfWXyyUIR7d/CzuNvfA0OAZ77SPSZwR8zNWgrXECOjqalL8%2bpW%2boML5gLD4wJQHg/scA4uLiJAAJCQlyfsHDw0Ph7Oz8UgwVInhnZ2m4gLePL/Iy4tHELtAtevgNOVpoXUsCLJj7tqiIdceDJD90JvrxNGljI%2bxwn0t8xKWelb2WKVMX54EmPmeRqdSb4iF9CKqXrbAx0pEQXqXVPaZT9tkDyKLLc9yxHgfWfoUvl30C5d2baID2wNdICZbiE6jqBxBHp5nN9iqPDYG9vQXOGekr9PT1cFb3rARAR0f3jwEwYNlr1yTnMAE3NzeFq6vLS0IQhoJ/2J4GwxFxcTGoKCtEA4PvzAxGfz4tbT47Ait5RYQjcn3MUeDL1uVjiiLPC7hGE1PJYtbKQtfG1Z3hj/p4D8ILx2RRNJpY8NqTWUPiXFHH2aAq2BoN2XJc5%2bBUaHIc2fqH4LlnAyx3rsfGL5fhzL6N8NU/jGD2fmutwzA5fRA%2blqeRHGCG%2b3fz0dVei6K8VIWPjzN0dc9IAAwN9WRUx7sB0DnJXu9vAHARgAuCggJQVHwVVZWF6OysxcR0H7pofdsyOfCw8vdfJQTxVjgd3nBhEtrpBOuinVEbRUnL7aV7%2b%2b1JlL7cGV30%2bMJA9bCFdl4pIg0AAAiVSURBVBLGvTAbtPFnNbTLt8XcwDZaxxZaaHocJTZqyDY6Ar8Dm%2bDByc/qwHoEnz%2bJSGstBJmeghfbcpirCVyMVRHEWSPW3QB3rmehv7NOMdBdJ0BIAG6WZMuSEkLfDYBeWfZ6cJCHhISISUrBx16mpl3C4HA7Zmf7OBHWY2S0gwAG0FVfis4r4XSBIei/IgDI0X85BoO5sRikPW6nTW6nuelibrdQ4vWxTmhg8auPcUWj3EX6sMMdTnnV4ZZo5OnfomJuuJ9D0%2bVY3HZlwXTQRDEBXDE7gQjVnXDftw5%2bZ4/iDgetS67nEGiiggBrfWSx3kR6XIS9gRIihGrSw1Bfc1MxOdqOnvbKV7fF2%2b7Jhnqr3w0gODhEAsDg5VFRUYiOjlLU1Ja/nJjqxfziKCfCFnR3N2ByehB9g60YH%2b9GR34setkJhgsY9FU5r6N5suHoTgmSzE4jA26mf29K9GHl96AqXNgC7VAVboPyECuU%2bpugjnXhDmV/3UEL91OonCgX3HLUwi1nHZQ6n0GBrRritXfDn/leX1OOkbFB5IQ6ItpBD6EcrqI9rJDKrhPsbAw7/ZPwsz2LK8mhigaqtaIk/dW7wyUZsoqSS%2b8GEB4e/gpAcIg8PSMVbR33FQ8XR1%2bOTvRg4dEU%2bgea0N3zAIuPpqmEZkzPj6KTI3AbJd3HE%2b/OYuAciDq59zAFmjn71zKn6zgN1rK4VUcy0BBLBmtOa2yBG/5muBXIawZ/y8sQVawfLTz9O256KHfXR7nbWdzh49ecNJBopozGqtuYW5jB4FAvbqRHIt7ZAFeTIxFInxDhboH0SC%2bEu1nARk%2bFIFQUQQ4GiPG1lABEeJjJkkPs3w2gqOiKBCAnJ10%2bPtmP%2bYVRxcR0/8vhkW4GPYWOrvsYHu3Bsx8W6RI7%2bGIm0N1yF9WXPClpdzQkeKEl1R%2btnOTakjkn0PvXMqi7wVYMWpy2mbSu%2b19kx7BEaZAVbnOvCLiIe/6maM1PRA2Nlbh3cM/bCDVUR4WHPq6zLnQ0VmLxyUNMTAyhf7AbZYWZTANDlBVloO7eDVTezpM%2buH3rRj4uJ0WyS8Uoejrr%2bdzOVynQ0yIbHu17N4CFxSkJAE9Y/suvz4TUFcOjXS8nJocwPTOItvY6PjaEx8/maJK6MPdwDL0DrehououajHBUxXmyxztLxayG01tVuAPKRIBBIngLXPO5iBu0waW0xmWhtrjD/R5XlajebIkP6B4r3HRR5WuM2gBTVPmc4/zggOGeZjx5/ghzcxMYFwAGutDR/gCZoS64kRWN/v42jup1uFtxDcV5qaisKMHAYI9ienoYTQ13Xr073FQla264/W4AT5/PSwCe/7Ao//mXJ5iY7Ff09jW/fLgwxT/Yip7eZszOj2Hx8TRPohczc6N8rAWTMyMYm%2bhDZ1MlKguSUZubgHL28VIOPjc5BImPxd/jTHCfo3IdC18V0%2bEOK/891oEa1oEaeodWzvrVVEKVzwXUBZpSAedQlxqCmclBPGbwi49mMf9wCkPDvbTovXi4OIuy4hzpY/S385PRcL8S1ZU3uErQN9CJxvo7ipaGMjTVV0gAGmtvy9rbqv8IwEMJwLMXAsBzAuhT9PW1vlxYnEQXi9/IaLdUCx4ujmNyakACMDjUiSmqYvbhuFQTulgjfvrnz6i%2blonrPP2W7DA00yt0cIRupXFqTPJGLbvAvXBbVAVdRCXT4cGVODRzjK6jEupZHyqpgFa2skdP5vHsxWM8efoQD5n7U9OjEoCJyWHCmGQ69uNOaSGyoryQmxCI24WpaG2qRktzDSrLixRTU0MYHnn9xshgt4y/924Az188egXg%2baL8n//8G0bHexSjY70vZ%2beG0dPThKmZAXaDcUIYpxJGpXSYmHwFQqyHBNXWVoMnP3KQGmpHlqMBOjgtCtvbxNrQkOiN%2bzRAtZwea6OdUM0C2Faej6GWKtT5maKOaqgWN01rSvH8by/ww0/P8OLHp9Lpi%2bDFEikwPTOGmdlxHkg/xidH0d3bgbrqMjQ3VrFLtVINd9Db26748aenmJuflADw%2bTLG90cKWJAAPH46L/%2bf//kPjI33Kii7l%2bPsAqIQzhDE4pNpSQEPF5mPlOfs/Dj/yTh/Ngb%2bPpgyPJlePP/pMbI9xSzPfs/AGyj9B0k%2b0nV9PAsma0UtAXTfLUJLVgQf80b//TLMz0/hp3/8HT///Wf8%2bLcfmG5zmGXuMxD6kHEpeAFibHyQ/6uDKdgure6ednqVXjx4UI32tgYBSvH4yRxbd48EgEqQdff8wWeEnr5YlL3aH8n/6//8h1QEKT%2bOw%2b0kPsagp6kABj7Vxxc2w7zvx0O2xJlZcTojePHDY0kJnV0NmH80g%2briDNzwppxTGXScmwRDFMhqDkF13BuS/dFdfQODTfco94f426%2b/4O%2b//gM/MfCnz1j0Hk4z8Kn/BsBdyF%2bcfP8APUhnMwNvY3q2oq%2b/UyqMLc21QvYCEAHMY3Ts1WeERsYGZFPT4%2b8G8LdfXkgA/v7rj/L/%2bt%2b/inxXPH%2bxwDbYjsc8iUdPZkVhZNFjJ3g6z%2btBKT/FC5uZGWe%2bLuI5IYha0d75CkIdC2Ili14NT7yK0r%2bfyfmhPBfj3U0QxfXJD8/w8z9/xc%2b//B0//iQCf8z/%2b%2brUJ6dGKP85Kf/nCUMscfIiWLE6u1okCGIJNTQz9yl9qU5wKRb5/4eGXrVB7rKJ8T9og7/880cJwD/%2bx8/y//xfv/LFLCiePJt7KWywoCkAjIz18MWN4cmzBek0WC/4AqelFiWe8%2bLHJ1igUrq6H2BgqIty/gkzInf5omYp32c/PmOR/AU//8c/8ZQ5/sNPL/D8%2bTMCXpQq%2b8zsBKYp9aWTnpwalWQvlCB%2bNjjUI524CFjsLa0NeNBUi5aWWrR3NEoeQShgYLBLMc%2bO1d/XKgHo622RLcz%2btgj%2bXzpsDyFRMAivAAAAAElFTkSuQmCC' 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9qleQEqkjFIF/vsP1xjX%2b/BrZvh3nj2EG1TPqUPDKtv/y2eXlRr%2b9cvbVX4QBX1Kgv8f%2b4dnHj2E6BjzzwpWoA0XEdx0kZXoGqLHH0CYXaKrbICOowIK22CNVWkEBLT4N5KI2TJIInQ6q/cmApKJUHKAhABvcsQXsOFpgpUkRNcehn/JftphBEb2w9nOKtA1gbTGbajoX4nH793KOJ9SdvfZMdx5egVruCZdSYIvsqa/RE%2b%2b99wtqgL8niXuhUd3qcQnHeP5I4vxowurlQq%2bYaj8kZ4WAqQ0vsHO8L//eC/%2b9uEZjO7YAVPzBFwt3DGOHoJn2XGScQLh3VeRfvkn8Paug4vrVQTQyyn%2bZDkUEhj/cwSoKjCjAC0EjJIIWQJTuHuyRMrgjNex/a3mRoeJZfUB%2bIZ3w79oEr7eHXA0cS/Qyn1%2b%2bzboK1dj7dbVeOq%2bLfj4l5LsTuCZGzvYCW5TPYDUfyFCStvfP7%2bK7z85h6vn1%2bOuO/bi31jyvmKsv8YS9%2bGLR/EXSv%2bPH5zFH9gLfE0ivn33jCqP//m7Szhzeitc/J51/lrYuZ12LtwP96oT8I5yHD8D796r3JMcQIh5yxGvhy29SmuJ/VoDZEySYCB4fahUywHqx0zxvnOOAKMzDlusAu5cbje577cVU1JsNV3dm%2bFnD%2bBoHoe9bhWcC9bA3bwe7lZubqqWYdP2VWyANqv2VxoYKXPS8AhAaWz%2b/NF5fP7qUTx41zbUrqAX68Zw/tx2/P8vLuNj9gzSMUrsi/2VvYKEgfQF331wGpd4n3/BGKwL1sFevRyWEmb6isXw9JKUAb5rzSk41x%2bHb%2bsxZDeOqt8fbdEKtTFSHeHNBIRLaRUkwC4/UQsBYQVeI0B%2bVmIZZKKwRudxN1UIO3OBu2cdzLXcB3RvgLd1LZyNq%2bDmgpx1K5XZuCh9vBvNg8M4M70GT9%2b/Fe/8fD8%2bfvEw3n/uIF75yW48ctdmTOxeg9yOcbibNiLYtgnm0kUYWL4MTz64j2FxguFxBf/OUve3j8%2bxTE7jpw9OYvnWjbDVroSlbg0cbRtgqycRVUtgLRuEnTtRa8MqOHo2wzm0BR4S4KvugyenngquYS9A2cueQMJA5oqAMuiJTadj7Ovpfb1D/tgQhcGVrhFABaj9v2RPbxHcpe2M%2bVWwcC9gr1kEW%2bVCuGoXw1WzGBY2SPaqxbBzMRY2SmlFg0xE/ajuGcHYhpXYvXccWybWoGPxEmS3LIGtZiU9vwrBptUINo4h2jYOXc4QTPEOVLQMYmz9GHbuXY8V61eitGMY3tpF0CeGYS4ZgoWNjrV2KezcjzhqR6kAnivphb2F5a93PexL98K54TAcxU1wZtWwIrAKcEM3SwATnzEk3i%2bHIVpJAhxBiOmdQkCMBGh/cjLaM2ANkgCSYHLnwZrPZFi3kIvoJus9MBd1wlLUBRs/bi7uhbWoG/rMFqRkNsNd3g9P5TBMBX0w5vchrXIUZnortYLE1SyBv3klfI3cTtctg3XeIpJF4nK7kZLTA12sHbp0WrwLuqxOWEmuLdELI9%2bdltsOS6IHRo6pHH11i5BW2IG0/FY6ZSHsTSth5dbYtmIHrIkGOBjClhAl787VQiDpfSO9b4jMowJIgN4VUeD1zoj6zVwpgGVQfgdMYzeYylBIcXIUNRQ184MtsNLSchbATIml5jTCnt8IXaQGmeWtcOQ0wJrbhNTcZthIkrOsG7H6hSjsXgpXFdtT9hQu1ufUkj4eDyK/fTFMBGTNbUW4pBM2Zm9jvBWh0i7kLxhg7uHGiwCzKjqQmt1Echawze1kZ9oOfU4TorU9iDUMkWDeWzOENDrJ0jiItMxyOpC13qf9FqD2AcGE6gFE/kbK3xATAmbAu6LKDC7mASFBfgiVH0UcbI0dyc4wKvuCMuiYPMqbOzG0dBRV7b3oHhxCR/8gpo9sxo6JcSxctgSTB3YgUtqENRvGcPHCIWxjcty%2bawMm9m1Fy8LFSM1rweThCUyd2I1l69Ziy84tOH1yDyxsX3Pr%2bjA1vQe79mxGwYIubJ7YhKljO7F20zhqOwdw7NgEd5870DW6BKdu3YWTp/ehpH8xjIkWWCrbYa5ugzlTfjUuYAXIU/t/Y6DopuQnCqiAPiY5QAhQ4GPQu9NhEJNmSH4TUESwO5RfhtVPZJlItadDZ8nE8LJRPHb9OO65ehBTR7ZicvdaviwDzZ3duP3iJK6c34dbj23Fnt3rcNfVI6hv60TP0EI8fH0KOn85mvsHsGPXeuiMeZic3IA7Lu7Erokx6NwJbNq8AlXNHZjf2obT0xuwZeuYevfOnavwyLW9bG7K4IrPwz1XdmHhol7UtbRg68410GXUMDxbYCpZgJSwxDz3/8oKtf5fwLO061UCFAJUCER/QICypCqMogZPhjaqv%2b/FkCp/TWF%2bGF7cjT0TS3BozzKMjrRifKwPq1f0YP2afqxa2Y%2bahjosXtKPA7x%2by/6VaGxtRGZhBcbXDRNkESKFVdi3czFWrR7A%2bvFBrF/bj%2bLq%2bdDZ8lFVX48tGwaxf9cirJR3jvdjxfIerFvTi4H%2bZmzmtQ3rBrBsRTf27RrB3p0jqGioh47xbs6tgjGvinW%2bgO1uPvt9gg8LeLa/HHUR1n4hgflBzx5BpwB7Mgk8Bp2QQMByTufO0M57szTzxGlZMHjkT0%2bZ8GTkM76ykEbynMG4%2biNoeWU5gnE2HL5sJqB8gsmEM5qHjIJiZCdEkrl8jkmVCzP4C%2bBJL0R1XTWrTR4cUak4PC%2b/0zHnpBeWIF7CcHPlwMH7KuurYQvxmjkdBWVlyC8vp5LykFtegWgRQcmPn3y/Ak7v64MFCrw%2bxE1PmJ0fgesFfJRjjM9Gy0mAKIDA9d5MZTpPetII3hfXCCAYvV9enscxT80N/hzovDSSoiMp8vOyEKSzxNRfW%2bQZnTebiSf507Mz%2bVcYdS9J9MYVSTLX2Wk8Vu/zyrdyKNmc5HO8T%2bY%2bAndkae%2bUY57XyW/9XJPOrf26awhyLmsU4OEiDXioUJtH2PZG2PlFhYAyRYAiQUynCMi4yZJelwV6tEUb6RnNhABtESk0Ixcr58QMct6vLVjuERBC4sw5A0c9FSP3zXzH4M/iVlW7Zgzw%2bWBu8l0aCeo5ejWF500hfidEhcg9YSY18TKPUyJFai6eN8hIwAaCV2MkoUwREGUYxMT7YmXKhAydzqMRoPPS8wLeJ%2bAJnKM5mo%2b0cK72x0SP9nc15S3JA%2bJRhoKOfYMymcs1NdeOhQAd9xjatUztvDOpMHWcrv1Dg7qerT2f/IYQoilN3inr4XVfUhmiHKpRKUPIktiWuXqHKIbX/Plzo6ggSjKiLIEx7gCjmgkZOj2B670S%2b1EFXAgwBkSyEYTyS9A7MoTqllaULmhGS98A521o6ulGfWcX5rd3oLa9U1lLXx/KG1tQUteE9oE%2bDIyOoIH31HX2oqqlHcXz69G1cBD1HV18VxO6BvtRyyzf0tvLaw3IrqjFvKZ2PjuA0rpGNHX38HoH8irr0NDVjUYelze0oK6jG21SdheOoLKtB32jo%2bgaHkFpYxtq2nvQ2DuA2q4%2b1HNsGxpGaVMHTAKaKtBRLToSoSyW0AgwELjBG2VMsvyJkRCjkEJlGAOZ8OWUIFJUhkB%2bKbLKqrigWlQ0NqOMi4nPq0fOvPkoqFmAXI4hZvmCmgYU1TYgv6oOmaWVyKluQrCwEuGCUt5TqyxcWI54aRXy%2ba5ykpFeXMn5fBTV1CvweRU1yCqt4T3VSPDdhVX1yKxgFZnXiAr2HwW1TSiqb0NuTQsaCLSIx4n6FuTXNCG7cgFCxTVIL6tDevl83tOEFMrfmAwHQzSh1KCfIcLoYbmjAow%2bboK8MmcPIEYy9P4Z6caUtG3p%2bRhevhgLurrI%2bhAyuMDGnh70LBpGx9AQ571KKaIOuaedXp7fpimmrb8XnUMDykrqGqiEDiqkE9XNLeimMvr4vloqbeGSRWjoYJNFBc2ncprp/fp2brD6h7FkfC0boT4U1bWgqW8Q3SOLMLhkiVJmM62bSogmqlUYSIIUk9xlIlBThH0BvW6KFilFpMSKSQwVYSToFII3%2bdj4ELgpOU8JsB1mKIiZgmLcHUYLmBPYGodyYGZpMrN0WWMFKleYOQbyy7h7zOVxLiy8bpORZdBJ4iyhbFgiObCnF8DK0RLJVaOZJdQmc%2baaVCY4u7yP5S5I5fniCe5Is7ktT8CZkWC5q4QjU/7zRI5L4M4s5vsS8GaXJY9L4OJ9Nq7LTpPnrARqJQFWHlsI2BzRRjUXAgR0Ks3sT6dlqDGN4MVSGQJpBJ/GRYqlErgpOaaQEJM6ztYsJKzHYWJmT%2bWYyjFFZXme82Ww9sdVxpfraQHN5L40MZ4zJ%2bepBGwOyt8jtWNreils8WoSmMs15Cow9liRZgTlIEhtLPoHS7B/SGhjpIB9hmZzz%2bYronRmetsSSIeVgK0kwErQtmAmNxJZsIbEuAh60RKO07LpqTmTY/HqzDVlJMLCZ8TM9LqYhe%2byBOPqmjpW1/kOZVQAzS4j77FH8mGnGuy81xHO42IFBD0aoZIIwBkTK4QrnVt0elvMkxzdco6g3bwuc5eMfEaZPMPRFZszeZfOGojywzF%2bMIMfjvOjcTgjSYtma2Msl%2bzlqFHMRdBOyttJOTt5Xq45ItnK7DSbGK/bwklg/2Byzk6yHCH5XrZmMg9po5PHznCOZvSUiw5ws7P0cMFehpaX4HyZCfgZAn41JhDI4jyrRDN2m2I%2brk%2bzfPgykmMsT5mf5/08/l9iljJcYc0ZvQAAAABJRU5ErkJggg==' 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ROwQFHEuOHqewSfcUvKLHeYifGbWx8W5jAiUgOfiY8QJ46PC0H1onDCV4k9osv/w2xyRBzplooP%2bySMcOnJAZnofe97axeuvv8ZeeX1r3y50dQ7i4WBOnjKMQBHDaPH30vJILKzOoK0jABx6G2MLI7EiN/RNDXh9/x7eOrgPX38H3jq6jxNnDWkfrBV1TxKWHBAxEtEUBrbXJDJ5PofBzjw6m7MYPZdJVposaRk%2bKDPc5Ig9d0QwulpAiYAwJemvsStFrFREWxjS1p3C3EIxdb3xxInq%2b4aLo0XaygifwVTYZml7EgcZZzvRplM2uhzUO8B%2bFQOMbU9gaHJU6HAQbX0B4MxRtPUOsmv3G%2brC33hDdV7nrT272LPnTcxEAJ0lSwf62GFtdZKUNC8KZBGyczTh8BFN9gloh47ul3toYiUe3dBSIVoSjZMotLWnDTrG%2bryxfxcBIR5oHT8i7/dgZmlEXIg/jlZWmJ0x46ycED9ZvE6bkBTpTaXYWoYsNhl5XnRIICqWdXtjsYuWtlR1vnANsKGyKoLunlQSUz0kpFmLLboQJ%2bCZWhzHytEQj0BzbB0ll9hJCnQRMTY4yO7De9GwdDqNqYSVI6LUmof2sl9zN3v2vsFuAUBV8J633mTXnjfYL7TWOXoQLwlA9rbGIoQ6WBkfJybBlVBRci9vc86Y6KKjd5gTMj6aR94mryCF0dFOQiPcyc51Fl8OIL8iHzMHSzQ0NHhTc48AryU6Yoe7gyNnDMVZzkig0j2O9lG5l/Zx7KztcLS2IFTCWISssx2NGShzwhkZqBShS8TY1RBnyRix6V4oCwLxlvdO7rLXiIXniRBaSIMdZCFy9T%2bLtZsA4HwCE9EDzeOa7NUWAE5ZSCqzPi0acIw3pXCN1zTQ%2bIk8nBS9e99uXtv9Onvf3oWBzLiFbFIuTmbYWJxh//630Dt2iLAoa5lxC8IV9sRIYLIQu9sn/mpse4qaqmx%2b8uZrnDY2ICvfitf2aqB15Ahh0QrJ5GZo7H2dM0YnifL1ISHQnygfb7zsHKRge8yMTAWMs%2bI6xzmipYORoQE%2bErfbBQCfYHvamtPl/nFSuBON5%2bJoG0imTCwvpy6ApCJXWbtla2yJFAs/i5sIu0eAqdSpyz6tvew6uIfdR/ZwQEZfw9fZnNgAZ%2bJ8HEiUTa8wwI5wCThm%2bkcxOSHCKEXqiXWZmuiJlR3HweEM1gKECqQ9whZLuxMYn9UhMsqFyFBnUhMjZd6FvmeN0D6mxU9eexNnRyu8Pc0F1NfVnf/JT15DR%2b5/RE%2bL2EBfhqtL2BofYnN4kLnOfobaBykvqCIhKhk3excOah7B29mGC6MFPNnp58n1bl7cG%2bXmlU7au2O5eq2C0QlZjjrETsfDqe0PomM8UUJUqCRYe9kBxN1EFLWl6xqv/YTXhNV7ju1jn65c92bGMFWaxuX6bO4OVHCvr4Tt9iIuVecwJx1caixkpiaXoap0%2bmrT6KmWDSw5jFhvB/F/D1IjvAh2syQ91Y/ivFDur19keXIIO3NLsUxZtW3tCQ4NJyo8HEcnF/SPHOTt3bvUQBwT0UwJ8OLhxQl%2b/d5jXq5f5lr/AGON3VRkl6OMUxKtCEVz3yH8PRxkQWpkRUJP/3Qml5Yq%2bO7LbZ7fGebudhfNXbFkVHnQfj6cloEQ8up8KauSBJjhKTnHQRLpUd7c/wZvHtrD28LQ/ZJrDsjRWO%2bsYvtcA%2b%2bMd7Az2cnORCcP5/p5f3mUj9em%2bGL7Ij%2b/c1nOCr/YWeNr1es7q3xz%2bzK/vrfOL24v8%2bnqGC%2bWzst3hrh2aZyWkiwyYiOwtbTB3uIsVjZOmDv44uEVyEpHKYPFSRREeeNjb0lhmB%2bfrs/zh0%2bfy31mWKkrpyY2nig3%2bbyVzL1vAGanzPBwsWF1tZr63kSCUx3oGcji6w9XePX8EpdXatQLU2FzKDWdIZQ2%2bEoY8qZa4rwqFSokHQbFB%2bAT5ou5mznakn0OSQLWUgWh9e46ts41cXO4nTtjXdyb6uXR3ABPF0b5YG2GF/JwLzcu8unWIq%2buL/HFjRV%2bemtVjoCxs8HX71zlp9cX%2bVrOw8VJLk0Mcm1%2bmIToKCwsHXBx9UZf/5SEpOMUpibzr08f8f3T6/zlvZvUZyTQmhTCy6UhAXiZFzNtTGdFUeDlisLKBjczSyJ9/EUXnNA7epT0fAUZ%2bX64Bxirs/7nH8qzPZlmbDabGNlkE4vdKO8KolS6n5HvTn5DqLBCttccfwlNpcxfmmZydoKG9mZc/N3YqyMieLmjhqs9DWwOtHB7tIu7U308mBtUA/Du5UkBYZYXa3NqED7bXuLzmyt8LiC82l6W12W%2buHmZV5sLvLo6z%2bbsCMvTw6zPDlGQmkBoYKCIoh37D2ipKd9dXsAfP3rI13e3%2bPb5DlNNVSzVZfKb2/Ncay1kONmX5iAZGaPjOB7XI8DCkghXN2L8pGhra8ZbKtmc7GC%2br4rl2Vo%2bf/cC79%2baZGGqipH%2bPDqaE%2bjsTaFKVuZi2WXqa%2bLoaEpjWISzrSiBvoos1oZ7eLCxztrcHHFRCjQWWytZ66pjo6%2bR64Ot3B7vkVHolTEY4PHFYZ4vT/D%2byjQfrE6r2fCZsOCVGoDLUvwKXwgbVCB8LiBszo9xZW6E8%2b31NEviC/P3k2ygL3a6nzdff5PNsT6%2bfXabr%2b5e44f3dphormGuNJat9hwUliZkulowmR2JkaYmtoYnsDquj7GWloDggp2xGUM1Zfzlo/v86t41fvVwi988vcmvH13nG7n%2bZucqX95Y5OONGR4vDPJovo%2bHU93cHmri0Xgrm10VrLQWs9ldxlZPhfrvl9vLBYCGIlbbKrjWU8f1/gZuDTazM9LOo%2bleHs/28%2b7CCB%2bqmLA8zkcrU3yiAuHaJT4TRrzavMSn0vlX6xfU11sXx1mT7rdVFqIUDTA8acTuvQd4TZxA%2b9BhXsr3vn92Sx56m7998phzFQX0pCq4N9JMip8ni21V/HRtnlgPX6I8vEQHPIhwk2VGmHTykBblyXH8z9fv84eP7vLXTx/yjy%2be8vfPn/Dnj%2b/z55f3%2bcsn9/nrJw/5w3u3%2beH5Db57usWv7l/hF3dXZFSXBPglvrx1ic%2bvT/PxlWHeu9SjAqCAtdYyNrpEDPvruH2%2bmbtjbTye6eHpXJ986DwvVsZ5cfk/59OrM9Lti3yxdUn9%2bkoFyJUZAWCex%2btzbAtrpnqbSAxXYHT6jKRIleK/joOJEV/fWuF30rHfyvnrh3eZbamhKSGQf724w2ers3y1dYGvri3RkpFNvJcf5wsKaExJJcbLC3N9Q8bqqwW4R%2bqu//bJtpwb/ObxtpoN39y/xi8fCDPkfz%2b/uy6FCjtvqkZWRHrzAi%2buTMk4j/Pu8ggPpbZ3Rlu5cb5JBUCh2uqudlZwc7CBHfnHXTkPJlQs6OL5xXN8ICKlOh8tD/NSFP8TudmnV6f59Mq0uvhPVMCsz/DBnTUeCRPWps/T31iBubExu3aJ0Gi8RqyPB7/cucJP5YF%2bdntV7SrvLk8zXBDPt7fGuS8Ps91bzWhONC6GJ7E2NMbX1IQAszME29tQk5bAC7n3L%2b5u8NWdK1LkhrrIVyK%2bn20t8MnGBenqLB9fneODlUmeL47y%2bMKgnAEezPSyM9bOLWnuZk8tq9LwJWH%2bQn0RGtPlWcxX5QgIqlEo54qcjc5Kbg2INcpDPRBrfDTdzWMB410VGItidzJjHwmSL4UZLy%2bP8mJxmA/l%2buN3Vni0NsloUwl%2bLo7oHtNB64AmB/dr0ltZyg%2bPN2VOhYoCwpfbCwLCKi/le5OJrrTH%2bHBvooNLtflESDR2ND7LiYOHOCiBK83fU5xjWwoXB9pelLOgvs%2bX8l7NQunwZ8K%2bjy6PSaNG5IzyvjzTw2kRvKke7orF3xwQgGXE1zsqWWkpVdd7qa4AjXM5CYwUJDNWmCKvKUyVKJmvFLVsLeVKawnr7WUiIJVs91TzznDLf0ZjtpfnF87xvozHuxcH%2bGBhSFgxyYtb4gb31shOSsDTxRWrsxZoHdTCQFuXwfoGnl4S9ghgn6xOCHsm%2bXBpmI9XJpjICKXQw4Ll%2bnx2zrXQlZqC9fFT6GseRHfPbqZqi/ipFPm%2b/M6Hi0O8p/rthfPCxkleCuAvpPD35PrdS%2bJekmHuS8H3VB0faJTCRdz76liXpqoyz1pbGQt1eVyQkDcjzdfoyYhhQA1CCpMl6UyXZTBXmS2dyBWaFAoIpWx1V3ND9EF1w7sjreqb3x9v54HqTHTxWLLD%2b/M93Bxv5uPbizQWZstmZ4uV0WnefnM3jqbGzLa30ZYWx5ZojaoLV9srWJYuXO%2bt43JTIQ3BjiwUx3GxLJ04ofwZUX8dKT7B241n4kjX%2bxrks/Wi4OJYXdXcGWpWN%2bORKP398Tbuydg%2bnv6Pbt0dbVNr2bYUviWNu9pRwaKAqzpLjQVSeAYTxUpGpOkatbHBNCaE0pocTnd6DD0ZsQJIIkN5SYwWpgoQBTIrhWq6LMhZaSljpbmUVaGR6lV1lhtLBBiZr/4Krg43oQz0xM5AB70D%2b9HTPMDC%2bV76y0sYKkiTLtSy1CSfa6%2bWQqSYnkYut1VTGepBhewhlf42mGnt56gUf3D3bhqz05iR%2b1/pquXmebEzAWKtXQDsrJYE2yT0lvAm6fXOUIu629v99aJlTWz11qrnfV3AWm4qRuV2l8XtluR5VZ0fzk/mXE48GmXh/lREBFAZGcj/gdEmYLSlRtKblSAilSJgJDOYkyRfSmUgO4lz2Ynq65FCpfoM56fLa4bYWSNf3plnY7yT6sxEQj1ceCZW%2bYt3H5Cu8GXlXDdzQ2MsTs6zOnNR3o/TVtVAXXEx%2bYFu5Po5oTA3ROet3ex/8w12vb6LrJgolkf6uT0/wX3prKrgmwPNUliNFFjHDZntO8JK1XxvCMVVhat07GJNnnrOVU2blQA0V5PPBSn%2bkjRwTpo6VqrkfGEyGuWR/pRHqEDwpypaQIgLoT4%2blKakCAEhmtaUKNpSYmhJiqJLomtPVjL9OanSzXQmynIYL8tlvDyPxWaZr64mnl3s539%2b/T7/779/5O9ffcgvn9%2bjMimW0thwwgNDsTK1IcDVlwi/UPISMyW11VGUEk93cjBBsmYrPWxJdLbC6IgWurIFuouWdPX18%2bnz59xSxXWh9k2h9qZqLIUBm901/ztSIm7NJaLwperRmpUuqwqfFbpPS7FD0vFuWfz65HTL2LenRdAoMVwjw8%2bdLH8P9ckL8pHlRMCICaYyNpTahAiapfgmOa0yvx0ZifTmpnFOOj5QmMloSQ4jpbnM1slIdDWyOdLLO3MTYkOj/PDBDX52d5OB8lKCbK0ZK88hK8AN42N6WBicxt/GnoI0pcTRKLU2XJVIHGJpRldiEMWBHrgbm%2bBhaUdSWARTYqu//uaXbFxYYnt6kjvyG7dHOkWX6rnWLR1XjUSHxOOmUul8vmhYjvpMlWYwXpSmHuXezFi6lNF0K6NoTgiR/CFsj5MonKXwJkNsJs3HDaWfB5mynuaF%2bKqBKAwPFCDCKIsWQOJCqRJQ2tPjaVfG0yZnpDSLyap8JioLmJe5vtLfwr1LEzy%2brApGkzwVh4gWOwx3tlPP5UptJrnyez5WdiRHR5KVpyTBx5dVEab7A7VcKM9kWkauOiKYNF8/iqKEedm5NNXU8OTRQwF4gKt93axPXWCqf4RLbTUs1f9HoxbqCpmryFHP93iRkjEpXFW8anz7s%2bKl83FyhGlpwuS0SAEimnYZdY1kX3cS5cQLALFeLkS6OBDhZEeMmyOx7s5qFU6S/6XIZ1J9PcgPFVDiwmkWALrz5EeqC1jubmRNir850cfNyXNcH%2bvhyWwn05VKzI9pScx1V2eKQRGdpsRIUkNCCU%2bOJ6ckm8qYMB6NNPFYlPyRKPui3K81MU7GMJaWlGRaU9Pob6rh4uI8O3PDbLaUMJCbSYxPIMnBwUwLaKpOT8uZkfeqovul2%2bey40Wv4ukVunenR9EpRbckhtIi3W9JDJGR96E83AeNSE8XYqSweDkJwoQUhQ/KYF%2bSA7xJ8PMiKyyQjCA/skMDKJGHrUmOpVPGYKy6iFHp/JTQ/6Ko%2bIXmSmbry5iR63H5%2b8OpdoZFZCx1tckI8JC5rRHEZaQE%2bURlApmyL3T3NZEdFMC2KPUDyRg3ROlnS/Mkk2SLTeUyXVLApZ5Wdt65wo3tdYGkmUgAAAKYSURBVGpEK/qlmFR3B2xlUbKRxDgvDNjqKme5IVdyRA7zFUr5rgh3bpx0Ooye9EjOy/teZYRci9PJ3zpThclJCvqUYQKAKHW8LCJpwX7kRARRKJQviA0hJzJIfV0k1zUpsRRGBFIso9Atat9XnElbdgr1qbHUqcQxK4n%2bfCWDIoxjJZlMVOSKWNVKoAnHWl%2bH7GBvrsus1kcFkBDlR25VLufEurY3pvGztlFryQOxseudNTIO5XLKWJMofXPuPBeXR1lcX2ZiZkTE05kQawsCLYyx0DmKgSTF0XIl780K%2b3rLuXOugp3BKm6fq2Kzo5DlWiWLNWlstOZytSmTSxWJLFUmsViVxOXqFNZqk9DIkyKLpbP50aFkRyikaAWZYQFkhQeQG6mQ10DShRGepqfwNjeW935khfiRqTqh/uTIKYkKplQ%2b2yiAjNeWMSUCtNlZTJ0Ua62nTZFY7EZrORneTri52OOhCGJ4rJO7Ny4R5e1OpkLBtQ5JmqIT1yUnXBVGrc30syApsWOgjda%2bFlpkXQ8KD8JIWw%2bnU7Iq6%2blw7K191CcG83hY1tu%2bYu4NCQADZeqz3VXAZluO/K48S1s%2b1zuEIdWpXGlQcrO7gO3OPK7Up6IR4%2blMvLcrcf97ksUNkvxFF/zdZARcZStzJtbTSVZUR%2bLkpPq5kRPioz75Yp1lMaIJYp9V0QH0iuCsDnRxsS6XS9VK8v2cZQSOURalYDgvBVdJhi4CQLlE0dtbMzx7eIWS9FiCHZwYFTtV%2bfyGWNvMWDf3Hu3Qda6DBlmRi6sLyRVm%2bQnoRw4cQH//Ac6ITR7ZvVc0yVPYIx1vz2Ors0Bd8NWmDFZrU1mtS%2bOysGBOEuZUQRQXy5OYK01grixR2JEm14n8fyL9MTuQMk67AAAAAElFTkSuQmCC' 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Next Monday November 2nd at 5pm CET we will host a 30-minute community call to update you on exciting progress and to show you what we’ll be working towards in the coming months.","image":{"type":"image","mimeType":"image/png","src":"/threefold/assets/static/nov2020communitycall.4250cd3.75ca751dec568d07fc0a304ed53ca479.png","size":{"width":800,"height":400},"sizes":"(max-width: 800px) 100vw, 800px","srcset":["/threefold/assets/static/nov2020communitycall.1b91758.75ca751dec568d07fc0a304ed53ca479.png 480w","/threefold/assets/static/nov2020communitycall.4250cd3.75ca751dec568d07fc0a304ed53ca479.png 800w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 800 400' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-fd118b8595744785b953157df830fe1c'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-fd118b8595744785b953157df830fe1c)' 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Find the link to the full update within!","image":{"type":"image","mimeType":"image/png","src":"/threefold/assets/static/oct2020communityupdate.4250cd3.7ed1eff5d0d9ee020741dfd97525a0b7.png","size":{"width":800,"height":400},"sizes":"(max-width: 800px) 100vw, 800px","srcset":["/threefold/assets/static/oct2020communityupdate.1b91758.7ed1eff5d0d9ee020741dfd97525a0b7.png 480w","/threefold/assets/static/oct2020communityupdate.4250cd3.7ed1eff5d0d9ee020741dfd97525a0b7.png 800w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 800 400' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-ba084079cdc1d4da625e3b49ffe5d19f'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-ba084079cdc1d4da625e3b49ffe5d19f)' width='800' height='400' 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qWRLI84kolCD24ws5f78nh8wtFPHN/NqekibuWqlnQrCZWEmfw1J%2bTFDGBMmckqfHTiPCfgF%2b1ZOoRKWxoOIlyyd/rl6nYNl/DfbusPPqAh6On7Ww/nMLOnYls3aqSmUri7FkX6waM2MWYGAw/Y//aWLYt1VHoCWVJl561C8xyQZl5AUAfH87BWXm8vXcGb%2b/v4SMFAOn4d/cN8/15OS4s5dbVVdx6YJRb1%2bV8fSW3ri3ju4uLBYQhLvUXYdXFkWZQUV5plASYQnmPmKZmjcx5Gcs3pJEqEbdX8slzhzJ4YpGLP23N5NcXXKwUsb53k5PCtDBf94On/AxtzCQyU4JRh08mKkgA6JkdzZl7M9i50UxtWbB49ABObzGwfTSOeZ3S7aMOjgsLju1QsXtrksy%2bJMB%2bNdUZEaxdrJEjhaMb9Fwc99JRnERMxM9IiFE%2bfApRInyG%2bDDO9hXw9r5uKX4On57s58vTg3x/cYTbl1dx%2b8oqfnhgPbcf2sDtm%2bu4dXOU2zdWcOvykI8FlwbLZMVGkaKKkvxhoqorhY4lbvKbdPQMuhhaYWTnSh3zZERXt2kJvvsuDkkDNs6JJ8cezssPlLFeVqT/pP%2bJ/8SfYU4OwCmROybkLnGXIoKrlqZw%2bEQWDzxSwG8fKOfKuJMnBckT%2b/Ts25nAPUd1PH7FyfXTFgFCBO%2bYmbUj0WxdGc%2bVU0auHMmhvTie9OTptFXIzBZMJ8PrL/PvT0jAFNzaMH65qoq39s7k76eW8O3VUSlsLbfvXyPFj/LDjfX88NBmbj%2byiVsPj8l5PbceHOX7azIaD6zggWWVZJnVpFs0ZGWpySgQv1Kvp21uOqNba%2bgV0b66xcmVMStDXfG05kRxfdTLlY2pdJXFct9WFy%2be9LK6J4myXFm/Aopd0mlk4J1ES8bxa2mKYGTUwqF9aZzd7%2bQ%2bAeDFi1m8%2bGi20MjJMxe9fPRSFa89nsmj5yXeHklh0/p4Nm8M5d6DKVw/nEupV2ytdgLV2SpxkHGysqajVYvQ%2bEtMLjNzbl4B%2b7pLZBQq2T%2b3kuurO/ng2ABfnxUdEA34/vJKAWQVPLEZfrUdnt7OD4%2bLFlyXEVhURJaIoCNFRV6eTkxaFHllKjYeaGf/kTqG%2buLon5XAlpFEDm1Wc1iicV1mLE8dSePz814%2buJDBt8dL%2bPT%2bfEYWqJkzI4mmKjFPubIR4ibj58y4m1XLUhnfkMzGZbEsG9QzOmjkpet5vHolkz9eyubp83Y%2bfbGaV2/m8uz1TGGFhV3jao6MJ0gwSuPQmhTOrBXfvcHL7uVOds/LwKWJIFp0YF93NtcGK3lstIOn13dxaFYx8wpEYNsyeHljC1%2bd6udrEcWPDs3nxe29PLy%2bm%2bd29/HuGRmRK0vZ15aGNi6ElMQIsrPiMLsDSBfB27Aqn3v3ZnH5hJO1q3WMr1dzcYeRZzZ42L7MyNKliRxuN/P%2bLi9IPvjbeAFbl%2bu5eaWQE0c94nXEgEmT/FyS9Lo741kwM5JtG5I4v9tBe2EC3fVxrFyo4qHDLq7uTeaxE1bevFnIYxfKuXqylPsOFPP0uSr%2b8EQtf71cxtu7y3j%2bcjNX%2b3N5oqOEA50ForTB3D9cyVNrmtje4GK42MqKKjdbGyVDNLvFEzSIFqzgizOLeX60hoOtAmZ3Ho%2bPtvLKjlm8fWge25vSZHVNx2vXUidGxy009uQEcHDQyxP7yzmx18yy%2bbH88mgqZ8aSODykZtPyGIaWquhvjuLYGi1PrbOzsiGR%2bvooblyr5Pj%2bHGKj70AXNQm/VDEGbr3YypSJHBgzcHKrmbaSKEzi/uxZkyktD2FsUSI7VsdxZrOVjaMmCUAuzm/O4f49eTxzqYTfX8hiebskv115nO1M48W%2bRq4tqqPZoeLZja08v7GdK/1VnJ5VyuleiaZ9NTzSV8Eb473cfmAT/760jNfWV3OsM4u1tR4uD8hz29r58swijs3NQxXuL9Y5mr4lKuYtTqS/38CF8Tru31rIlaMu5rTEs28olT/eSOf4Xp2s5FTula113/4Qrh4SZuw0iGeJYOFwGKuXp7J6iVU06m7KcqLxs0dOJXna3VjEWfX0RDCjKxB3wRRyy8RyFgUJ3abjdk5m%2baBQSj5497iZSnGI24dMPLQjnesHxXicyWRIutBUE8GuHguvr5jByZYcxmrs/GFnL%2b8fXMSH%2bxbxwfZ5fLh9Pp/uH%2bSdHfP5YM8C2QBbRPGX8%2bm%2bWfx6SR0nOgo42VPAE4MlfHu6j/NDZRSZVVzqK%2bSQWNolKyMkecZyYm0xewbN7FyRTpk3Hm3UNC5uz%2bKPDxfx2%2bMZPHYsgWuHI/j1WQ2vXXHx3OlkyS4aTo4lsnGpkfltOvZJM/1MsVPQBN9Bql4SYNE0GjoC6JwrgWhmCLVNMVSIN2hqnsbhDUZeFl04uyUdk2kCQ3PVvH21lGfvzaS2Noz8ojABy1/WaASPLW7m8YEmtjR4eGVrN58eGeabk6N8e2Yd351dx1cnVvH21tl8fnQJP9xUABjhh0sr%2bPLEIJ/tnceXR/v5Stwi11ZybWkl%2b2Zk89f%2bGh6dbRcGJjIunuXw0lSq08NJjJlCXOhkpk/%2bXz6/f2xFGt11IRzbqOKx43Fc2BnP9S0O/i3J9fn9Lt644ObZ%2bxyc2uaksywevziNfIAUbxL/X1sWwjIRj/Gdet8XkgsXizmq9mfBvDCeOJDGxdVOeksSKS4OJTMviP65CaxdrsOTH0BmUShZxRHEJ9zBqND4rV0LWCQu7ldrWvns6FK%2buXcNt86vk/Mq3hUWvCcMuHVJdv8jO/heVuP3Mga3H94iXmAz31%2bR18qa5NoKHhYmvLqukY8H6/mDdP3ps4VsnGvAqp4qnn4CqojJhEy7kyyrzPsOO6vmSYcXmrhx2MC9W6OozwmkWBLptU1pLGiM4PruFF47J7om4zyrRoWfKll2tiYIq2o6Vu10iZ%2bhdLfF43H5UyFRsmVGJIOLwtkwoCI3OQh1yERshikkJ06SqBsguV30wzmd4pow2iUVur2B4rQieG7TbNbWuLk0UMYHB/v4%2b1Hx%2bkeHeW/3Av732i7%2ba%2bMsvhVAfnhwq1jhDfz71GK%2bPrVUAJEV%2bNgOeXyTgDLEowOFvD1Sz5tDNYx1Gzmy2UlLRbSErLsJl10eHzFJPP0vGOty8OzZbJ67x8pHl7N4/3oOT29ziCZpqEmPwhA3lfKcUJ4/5uGLm9X8/Uox754tx8/sjZGgMBldwESxrf7olCN6isyUFKqbSnudih0rdGwfScIiYEUF34VO%2bZIhfiL2uEkUSZbobYhn3Xods0cSaF%2bYJDk9DLesLSXlHZmVy%2bvbunlj1xz%2bsnsOb%2b5YyK9FI853F/Hq2hn8VR5/Y6yVb44slFXVydcnh/nhqmQBYcXHx%2beJre3g63vmcU78ic0xidzCAKrqw8n0RBIReBexoRPlnsSD2KLF48v%2bH8/mqY3Zoi8VPLnRw18uZPLgQTNb%2bxJ4YtzN19dr%2beS%2bKv55uZbPr9Tj53ZGYIwSIQwXLYibgkETiDE5mNjpd6IOnsRgXSQHZEVeHNZR7Q0iTjVBIqjsYsd07IlT2bXaxNMn0nnznIfRNUnUdMaxfIHs5X4ra9tS2Nyazms7u3h150yujrRydqCRe%2bY3sKohl11tuRzqLeTJdZ0y8yv4656Z/GFNHV8cXSCjskiAa%2bG9Q7N4YKeDSxcN5OcEYbEEUVIeQVLsZOLDp0rekGZETsZrCCF02l1UulQUmKLJ00aydbY4WNGst27m8PsrZt45m85z23N542AlH5%2bu54NTtfhlaKajD1H%2bUjPZ99caY1KADwCdiEu0/924EqdwYG44e%2bfFs75TL6IzGXeGP0XFAeTmRLJ3iYVvd9fz8tFs9u5OpU5c2opZRv50o5JTotCr6538bryb5dUu3Anh9BVK6mwr5Hh7CZdmV3Gxu4zHlzTz3IZunhqbweMjNaIRHXx6fC73Cf2vjLlZNidQ9r2GAbmH1MRQ3OYQX%2bfV0UHoJHKn6cNx6kOJC5tIWOAECT53EiX3maoJxhgdwJFhGY8DXu5fY6MkJYwXttWKy%2bzh5BIXflmmYHLEGxemBJKuDxILG4Ba5iUpcgJJ4ROIDriL6tzprG4NpsQViN4wWQxFMOU1k2mpS%2bDQYjuvjRXy4NpMTo2nM7bMzMAcnYhQPrsG0qh2JrKpM4/5hans6SrgaKt0fFUvL8oovLV7ER%2bLLvz1yGJeXtPO6twUDvXk8PE94gq3tjHY6uTU9lRGpQGj/XEckZ9PbE2lJT%2bOWEmaiVH%2bvjFIkiJjQqcIKJMlhU4kUlKeUepwGcMJm34HqjB/UuMC0IZPIyF8Em0FSezt9TBck4xfoTWUxY1G8fHheGwhJCVMQW8M8/0RQxs5CYd1KmlZwdQU%2b1Mpau/KDKZPktbS4XgG%2bxNZtCCOtZsMPLQmh0/2tPHMxkJWN0uaHHCypstOZnIEVWka9vUW8cKOeby4eibvrFzIF8fX849LY/zr5na%2bvn8TX%2b8Z4LXNPdwzN5/fbG5lx6xsBofz2H24in0SbI5uTeTKSRsPnrIzMlsjzYqW4ifJMUGKn0xkiDQseprowd0kijAeHDIzpyqesKl3oI8LJk60Sx8bgF4bRKJsvrDoiZJcp%2bB3ZWc%2b1e4o2guicJtE5eMnkSjeIF4oFiPoauMnk2ycgqswlMCIO0lLmc7aARG83jhmNsdSKSuxu19i8nwr747n8/vDxTw46uHgUjfblzjoq0rBGBvMCvEED69qkb3eyOMLW/j70gXc2iqrb/co/96xjK/EE3x%2b33Je2dXD3u4cuhqdzF2UQ55Xcv9cG5cOpfHwGTfXjtv53YPZrJlnEiurfCMd5dOCEJn/MP/JkvAmY4oP5PS6DK7tslOcHoM2OljYPEnGezoqlax9Ee940a8ElWSB/kY99oTp5NqDSRE2pDhCUcdMIjl%2bCklRIooxAZh1Qn3xCoW2KJa2m5jfneT7%2b31%2bRgS9nYmMLDL6vhfYUy/UH3LxsOTxp7dkcmC9lXsW5lFoiqU4TcvjG7r49boZPvEbLHAwXuXh%2bsxy/rhxBn87Pp%2b/nVzEhaV19EjqW9dvZoNoSH%2b1iso0Na2lGh466eH0VhOLOo30NBmxaaMxJ0SQLJG7OC%2beTSOpvvFTfi6qiqOlKxmPPQaLKkyaOUF8w12EBtzpM0/RAki0sMbv5j7JzruzqC1PRGOUOZEjTZhgE0%2bgCldc1iQ0YjNVQVPYNsfN1Y1ZLJmvo3%2bRlYZGuegGFz1Vama3J/j%2bmFkuBum4iM7xQRtDiyK5vLSI8RYv%2bphAVrQU8PLeRbyys49zA/Xs6sjh0ZFGicYL%2bdeFYZ7c1MGCEjsPjRbx4cNe9izV89wZL5vnGGkqM7B0sYXNIzaq85JoqdKzQUBqLIiloVbPge3CkOtuTsja23KoiGFJphv21MqKtlHqUpNhCGdJTwoza5N8WyMqRPlW%2bE78%2bK9GnjjlxSkGSKv3x5AqxbsjSYhWXqSo6l0%2bpOJlS4RM%2bDkm8QhlJSHMW6BhUZ%2bBkSGrMCFMMnsYK%2baaObMnmyMbRRC3prF%2b1MKNDT3cWFzG3Jxk7OpYBmT9XRnp4NmxWTy/fRZvSk546%2bhiHt0yi54iC4%2bsrBSVrmOtFN1bo2Nlt02itpv57SpamvWyCZJprU5idJaFPz3u5Y3n0ti8Il7scSo3Jf9v3mdhbH8Bu%2b5pZbkAWZaj5YnzFRzfLPfTJ6t5gQW1uMdwqStC%2bULk5fstfPachbMSebOyxM%2b7Y0gxRxKlaECYqKpQJV4CU4x4ArPMjTt5OkVZ4VSViW40R9PWEMO8GUbJEoFs6ZPQcbSSpfM0jM03MNDfylP37OSJ5VVcHapkuNTmo2O%2bVUtrjp15MgIDtZn0FKdJ8Q6uDxbz7dkFPHJ2P61lDhGxODqK1cxqE3u7Rs%2b%2bbakS1w3sW6Vj1fxEieUG3ns1S15vwRB/N13VOk4fd7FgoVqA6CAzLZYci4SiIxW%2bv2InhwehCp0qIin1CLMjlO8E//myl09/l8bt1z2ckw9XRwWIoPyCoKm/IDZsCqrIKcKECb4Xp6gDfS4xSbaDSoTHY4oUdxhMgUdDeXYc57emc3NrJsU5ceiSo6iobuXF53/HjZUdPLWyjoeX1bOzLYdqi4osmd9yq4q%2bEgtbWzy8sKGZT3a38M1LV/jlb39LedZnw/EAABK1SURBVGEGwzPUrBxIYHSlmg0S1bdvS%2bbaQQMvnbFw79pklvUmc3mvk7%2b/WMqcOg1p6gjmNVtYNWCTFW3Bpg4izx7HktlJbFhi4t6xIrJTRTRla8SFiQYE3YXfrdfL%2beGtMj5/wcM3r%2bVQ4QljyuSfExEqRQdOFPoLXQLu9gWOyBDli86JTJ3yC5oz1dS5Epkw8edkOiV17apkqDuTwiy7CKaZ8GgtOQXV/PHPf%2beZB67ywEAlv1nXwa9G23hMfP0jAyW8sLqat7e38fGBHt7ZXMc71w6g/NsyvgtLWjYN9V6W90u2F40a35LM4OIYto9quLZDPP5aKwvr4zk7lsOle3JEhxKYUWgUA%2bdPclIgNaVaMs3RUo%2bW/HR/VvVrWNCUQqLUoI350Q/YkoLxGx8x8o%2bXKvn7r4v48pUSnrqShVOERSfGKFwACJl%2bt7x4mhiMSYT734lHPEKcaIPLGC3rMpTwKNELtR61zkpQpIGIWCPqZBtxCUbM9hx%2b89zr/PXTb3nu/tM8OVzB79a28MpYJ29s6%2bFP2yUjjLdKJqjmLzfv8RX/wkv/m9KqNnKKasjIrSQhySxs8LBxYw6jI1qObzXQ2yJaMlfHyd1Wesu1dM5wkaf8BTo%2bhExZm4WZWnLT4qT7iXjNcXK/Mr5ihByJolXueKyaEKrLzDI2/vj1zIuisSmSnpnxNLQmsGrIQKkEoPjEaTIGP/fZSsVyKn%2b6josOx6iNR50QT0RMEvFqM0mGNDQpGai0acRr5ENT3WgNThJ1dhK1Dk6ff4R3P/iaDwWE1x46y6%2bWVfP8aDMvb2yTVFjPSwLIe8/e8BX/739/zdKRMfLKWiisaqGougWVLpXYxFRS7VmUlxcwND%2bbpqY4du5M4Q/PlzHQoaVMZt2kiZCRFdPmiGVGnYtyr4ocWwxVBXqc5lCKMmLpmKFneL2NBQNmRsfL8Xji8Tt%2bxk5udTglorA1XakYnSE4M6WricFERUShStCSpJVCpSC13kGiXgpLlqKNGWhNWeIbckm2eFFL0Y6MQszOPJLNWRgs2UQnmFm1fj8ffnyLN//yGZ98eZu3njjPs6IHv1vdJBlhIR%2b99hw/8OO/Rx59gsqGHiobe2WPt1Nc3YHRminOLRVbWp4wqoBURyG29HwKS3Pp6shj8QIv/Z1WdLFRItSSULXBtFYZmFmlI8cQRnepmeqsJBoqNMycq8eVHsDCFQ4BIJ/GTid%2bW0dtNBRHU5AeTnGzpLnZBkE7UkbAgd7sQWdyo5Euaw0uNMkuKdSNLjULo9yM1V2G0ZZHXKKFaJURbYpLVmiRzG%2bR3HiuAGChb/F6Pvr4e95691%2b8%2b/5nfPbZx7x0aCW/FRZ89u5/8dk/PuSbr/7hA2DZyjHpeoeAMIuS6k7ySptkFBpItWT5PteeXohDDrN8vsleSIpN7iGjROx5Ka6MPOw2O3aD2GQR51m1skar9RR6RDsazcyr0aAOm0ZVdRyrlus5uLfQt2L9sovjqCiPJT1FTFDiZJy50SSnCOUc%2bVKoB60PBA/JpkzpbA4GWz4WV7F0oUxupJik5HTi1DbitTZiNXZhQy4p9nxhQK5vLPoXr%2bPt977k7Xe%2b4G8ffciX337Lnx%2b9LJlhNrduf8snH/6Z27e%2b4tXfv0Zt02wZv268%2bfXkFjdJYeUCZBZ2uY4rqwant0KuW0qqUwFZwMgoxS6Hw1MueaUKd04d%2baUtVDV0MmewjINn29mws42%2bNh0v3qhg46CdrWvN3HfCwnNni/nioRb8dq3LorhGJUcCNrMoqFnjK8IsFzBYFXrn%2bDqebM6WwvJ8Xbd7KwX5MnSWTCnaRqKww5VdQ3pugzxXJTdYLB0qEnA80tXt/Pntf/L2u3/n44//xtff/ptXLpzgV%2bOSA374ng/ff1N6f5tjJy9TUD6D4qou0jIrfYdybb2Mk1Ouly7FpWVWS8EV0gABwVGMNa3U95xbru3KqRHgGskv66CudREdc3vZcqyJvuE0cnKDmNUZzzOXSvnlxXxuHPPwx4sivJdr8Hv6TBHrVxqpnKGjoD6StFyTCFuGFCpFOAuk6AJ0UrxeZtriLhWka3AI2mZ3ibAj0/faWI2T9LwGMgqaccjNKCBYBCidKYede87yznuf89577/HxJ1/xyadf88m7b/HJ%2b%2b/x%2bRf/4J23Xuf7775l%2beqdFFR0kV/eiSevXj6jAqt01p5R7uuwO1sBQK7tqfQ1wZxW4jsrjynAewqbySlpI6uwhfr2BZTXddLWnkX7nFjmjaiZv8zFldMNfPDLel5/sJZnLuTxp0fq8bvvVCZv/KaAsS02Miv0Ms9yJFlweMtIFRAUtFNEeHQCgF0unp7XiDu/yXdzybZcYUkBCckZ8vpqskraSS9okjFSCqiWGS3ixOmbfPkNvPmnt/nrh5/zt79/Jp2/9ZPqf8Wt72U7/PENoe1c6X4vuaXtsv7qsXmk0%2bnl0uEq3z0oALik2P8wQDkUMDLkfrKKWqX4dnmvuD8BIL%2bsjbK6LuYOZLF6q5kFywxs2OZlx%2bFmzhwt5tXH2riwM41nzlTg9%2bxvSnjrhQr6ZiaQYNBJGPLITFsF3RLsmVWyEaqwCc0SjV7f3GcLxdIFbeU5k4hRqoyC3lGAWW4sv7ILb1GLsKgepzDF4i7n/KVHfcX%2b47N/8fs/vMWHH34kM/8dPwgIt29/73vu5Omr5JR2yurrIbu4TWa5HqsUb5XumxyK2Jb7HnMKALb0SmlIsYxZiY%2bNmdL1nIoZFFT3kCXvzRMQyut6REy7JA02ML7bS0tDLNU1WrplHOasLeLi2SYurkmj0B4hafCxEm5cykUj7ik6XkOCrDtlhRlFyJxZ1biFju78BpIEAJOzkDwp0iNF2mUeLXKDzpxaKb6cVLnh/OpuMsvacQsL3EJLl3Ttwv1P%2bdbcd99%2bx3%2b9/gHvv/%2bx/PbDjywQDfjyq29Yumq37%2baVEVC66cyqle6XCQhlJIsOOX%2biuXJOlc4ni/pb0it8jCupnUVp/RyK5Zwtv5fWzqSwopOimm5h1UyGV3gZWmWlZb6XsUN1HLos4exSOydWpJFtFABa2/XMa1VjSI6TXW8VR%2bcUY%2bMhTWZZASC9qBlPSSsaEUKDiGC2MqPKTYooKaOgMMKRXYtJ5jG/RrpQ3uF7fYaAkJHXxJXrz/oA%2bP6770UIv5A1%2bJVP9H7s/m3%2b/JePaO4e9nUur0w%2bW95nUeZcRsAsYpoiDHDJtRQAlDEzSGNSZAvkyHWLKrvFL/QI3Wf7flberxwFlTOobpsnwj6b3tkljB8tpWtJDuWicfc%2b1MrVh/u4ubuIQ0uy8du3Jp2nD5fiTTMQJ4pusuWI8MmOldVjz64mo7gFb2kbSamZPwEwgyy5iFeKzJJu/weAFOlMrjAgS9BXaOmVMVG6%2bcDDv5NZl1Jv3eKjv33F1//%2b9v8D4Mlnfi%2bGZ6aI3wwyi1uFcQ3CrEphmF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Next Monday November 2nd at 5pm CET we will host a 30-minute community call to update you on exciting progress and to show you what we’ll be working towards in the coming months.","image":{"type":"image","mimeType":"image/png","src":"/threefold/assets/static/nov2020communitycall.4250cd3.75ca751dec568d07fc0a304ed53ca479.png","size":{"width":800,"height":400},"sizes":"(max-width: 800px) 100vw, 800px","srcset":["/threefold/assets/static/nov2020communitycall.1b91758.75ca751dec568d07fc0a304ed53ca479.png 480w","/threefold/assets/static/nov2020communitycall.4250cd3.75ca751dec568d07fc0a304ed53ca479.png 800w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 800 400' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-fd118b8595744785b953157df830fe1c'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-fd118b8595744785b953157df830fe1c)' 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Q3 Pre-registration is Live!","excerpt":"After Tactical Investing covered our project, the Q2 Titan V2 3Node batch is offically sold out!","image":{"type":"image","mimeType":"image/png","src":"/threefold/assets/static/q2_batch_sold_out.4250cd3.7b80691dfdfb1bda09b2f9557bf106cd.png","size":{"width":800,"height":400},"sizes":"(max-width: 800px) 100vw, 800px","srcset":["/threefold/assets/static/q2_batch_sold_out.1b91758.7b80691dfdfb1bda09b2f9557bf106cd.png 480w","/threefold/assets/static/q2_batch_sold_out.4250cd3.7b80691dfdfb1bda09b2f9557bf106cd.png 800w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 800 400' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-0e7b131280c0ec0a996eeacf860e2e37'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-0e7b131280c0ec0a996eeacf860e2e37)' width='800' height='400' 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RXKAC4ubmJ1ysBqKiokLF9vz%2bAubk5UAkKQpAU0NPTi6HhYfT2dOHmjSKkxoeh%2bpI77kbYojLKAZWR9nhwyQvTJUns%2bRl4QgCPCWCuKAFPbqbRDHGnMp6WphNIAhbyOCNcjWLvpxUmPMkJshtMsBYIBzhKCMMZXlIKDKS6oSPWDtVhVigNt0desB1S/a3haarB098PyzMHkORtDB9HMxxXUhL2V9wIUURHRwsVSwCoBBkL%2bLsBDA4O/g6AUMDg4ABzvw1XL6dB94wqNPesw3nl3dA5uQcGSrvhqq8CV0M1BBiqoMjdiJaV7SubJ1sYz7YYg2elaTRHYZIiHl1PxWyuMEIslPnsAnzOfL6YFaKkljhB4zPM3j/AmjCQ5okBKqGPKdEaZY3KABPkeZsgw8cc/uancV5lN4yVd8BS6xCyg61gY3oWm77bzNF4mdQGc3JywFgkAJxeZSzi7weAu3x%2bfl5KgZGR0ZcFBXlQO3UCq77%2bHEf2boE8yBEZwfaIsdWFh94JONKV6akchLvWAQSqbMHRreuge3Q33DmxFXheRH24IxrCHDDBwGeuREv%2bYP56IqfBOEwXxKI/1Q89Sd4chEKkljjALtDLjtD/GkAPr5sirXEv4ALS7M4gmv/XUe84Tu3ZAK0Dm2CjcxRXwmygramCNWvXSXeIVq78RkHZi0OUADD/ZUzldwMYGhr6DQBRBCcnp15Ghgfhk7/%2bBWtWfoVb11JJtQ4NNDWVchdku59HvJcloj0tEe9hgjSL4zj%2b7Qp89Oln%2bPCTT7Hpmy/gcHgz7GlbY4xV4E%2blBJucQZK1Hi47nUOp70Xc9jFDses53PA4j1bmuQDQLyBQBV00Q530AU3Rtij3NkCssTJcdY/BXPMQNPZvgvLO9YRxApkB5tBQPY71324Qt8HEHWJxQ1ccogSAtUDGeP4cAJECAwODL9taH8BMVxXqR/egqeEmh6EKNBPAbeZ9AVtRqJ8HbH19EJOahLu0x2obVuBD2cfYvOZraKz7Am67V2LFsk9guncDTn0vVWgc3rwOxid2w4GTnNbhnXDVU0GU2Wlc5rhbS6m3MuCeRFe0yO1RH2mFunALXHM6A3e1vTA4tgOah7dDbe9GaB/cDDdDJURZa8Lw9FGspgI%2b/PAD6X7AsKhZr2uAuNfBdPjzAHrpA0YnJnEt6xJCLyqjqfEmWpvvoJ3V/QH7eEdOJG5E%2byHY3R6FfM5I7Q14G6pjzTIZQgyVUeZ2HnkW6nA4thnhmrsRyuHFnaeXwBzOdDiLJHtD2Oqo0M6qwu2iLqz0lJFwUQU3XbRR5W%2bM2hAqhCdf7qmHOI29OLXhG%2bzftg5HCHL3plU4d%2bJ7eBpyIDqzD5bahzgFvgLMwUchvAwLeMrSqM%2b43g8AdwkAibEL9L4cGBxCY20lQi3VUFmei86mcnTSx/ewjw%2bypw8wlzvSQ9GWGYXOtHDIbY2w%2bstlSDXXQl%2biL0o9zeB5aiciDI4jykAFWbaGyLY7h0gXc8RF%2b6A4PQJlif6o5HNzAm2gfmQHzI5/j3zHM7jpdhbJF44j4PR%2b2Jw%2bBuUju6Q3VNawHm1c/SU0dq%2bHh/5BmChtg43GbmzeuI4APgAHH8XCwoIwbylLk%2b4fAqBkfgeAKnhJCBgZHUNkgCuyLgVh6MEt9ORGoI%2b9fJTDzXhpMkbY37vZ2no4IIVYG2HzV1%2bgMcga44leiNE5DqWNq%2bB9aj/kRqeQ72SCQlsTpAe5wzHQF9ZBgfANC0RxUijnfXMYqx7Cim9WQGnnRthqHKAqVGBzUR9ehGZ0bCcOb/wGm79ejgMrv4TOtjUw2L8B%2bke2wEFzJ7Z/t0ZKv6jISMWjR4/eABCDHuN6fwAPHz6UAHC9JAQMDg2jsa4KxbSkw%2bUpHICi0Un3NlwSj9GbiRii%2bektkNMWpyGCCvBjB3jE/j6R6Ikc9mvlzWsQdPoAUqy0cIM9/JanOWqivHA13AdJgZ4oT45ES0o4ynxtWByNsPW79fj0y8%2bhpnoEcX62uOppgmIHTXgc3wrdrWtguWsDnHZvhM7m1VDdugqqrAeutMS7%2bX%2bWfbYcl7OzfwfgvRXA/Q0A/tJL7ujv68PA0Ahu5yajNNQUE5zrB1kDxujqpugAx%2bjzp9jaJq8n4zLzvifBG3OZIRiIdEIxJ7Zdq75AiPpe5FhpotDdBLVRrujNjsDkzQyMX0tGP687U0LQzQmzLsYNewngwPYNSOHQI%2bpAfaApqryZNpp74Xd8OxJ0DsJt33fQ2rIG2rvWYee6L2GvtRf7tq7FqtVrUF5epnj8%2bPGbLiBM3sjIyLsB8Amy17tc5A%2bDfwNALBZEDLKyFsUHwJWyLvWxxEAG5396/RkqYObGJenObSnb2mOOy7NpoWj1tUS5hQa0v98Ag90bcM/TGA3hTuhkqoxcT8Pk7WxCSMVIoRz9nBzHOEhVyT2xf%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%2bMpDUWcwGHo4JLKI9wR6KJGoaS3DGW4Yf%2bRA/0JriikypoibLHPd8LtNQW6OUwlWuhCZvDW3H24HewObUDZ2iyxFxwUumIeGMUfn5%2bitDQUHh6er5RANXw/gBEAflXAEIBvf0DGL1/EwvladLI%2b6L8Mn4oz8HslRhMX43F07xkPLlKONkJmEwMRAcBlLvq45qNOgrMT/H0XdGdGAQ3LVWEcohqiHDATe%2bLcKOkbZX28XRNMZkuBiIfDKV4oTfRDd1UQkOYLe75XEBzsr/0/5M4Ajue2gcj%2bgUnziDnj26GqcZ%2bnFQ5CXNzc1D%2bEgAfHx8JAHcZH/vzCmAavCQEUQ%2bkOtBDTzBQlY%2bFinQJwI93cjBH%2bztAI/O0NBMvrhHIrQI8K76M6ZRQdES6oJInX%2blpiFIbTZTa6WOOBfL5zSsYyYjkzB/MUdcLzREemOL1wyuRmMwKpQIC%2bTNf2mE3tMkdURdsgSoW15GG2%2bhix0g6Q2NEG22ptg9Wp3ZzIBMfs1GC0smTsLOzkwAEBweDJ/9GAVzvBjA%2bPi57vUsKYDHkNDjyUnhqEfzw8Ajq66vQyVx9XJmFp5z7F/Li0RPtgWmOtk9vE8DNyxKEx7lJGEkOQlu0G%2bXLHI5yxD035q%2bzCQYTAjki83m3svGE0n%2bSK4pmFCZSAzGa5s%2bROBQTmeEY5JTYwfxvjrJDtY8xGjPZOepuoN7PAmWu52F6YifshVE6tQteF05IH8w6ceIkHOztGbinIiAgAO7u7hIA7n%2bcAhMTE28APHny5A2AoSEBoB8trU3ITo5ACy3w46oc6XZ37yVvjPHFTxUmYIBzwRhBDGdEcJQNwT3a2ssWWiiwM6Cvt8JdtwvolvtggLVhviARz29n4bG4J3A5DJM88WEGPMJ9LCsEI%2bnB6LnkIb0Z0hRhjQpPI7QX0i8k%2b2I00hU55towVdoJK9U9sNPcB29zFehpHsdJKsDW1laywsx/sPBJALjLXFxc3g8Ad/nTp08lAFzSDZGm5kYU5GUgjCam6WoEntXkSG93t6f4oTc3Bh08tQepAWhM8Ud1gg9q6AGKA6yRYKaGSxe1UOhyHvWhThjh48OsDaPJIUyVbDyifZ7ODmLwPhhMI4CsYGkNsQ50xjmjNdYBDcFmqKShKo/2RnOoM4LPqkCFVd9SZRcsuJw4YLmaqkJX/RDU1VVhYWEBKysrBYMGq/%2bbLkAwfx6AqAEDg72ob6hBKAuU1dlDaMgJx9PKTPRkBKApMwj30wLRmMadEq5PCcQ91oObMR4oj/NGaZgDioRkg2zRIPfAgxh3FjZ/dEV74lExCyYHqQk6yj7prXFvtlI/DIkOkOqNthgHFk075r85CkPdsOGbL/HN55/gs0//Cq29m2Cnxn6vsQ8e507A0VQduqcPQ0dbHRcvXhSFUMEWCFNTUwkAdxkfezeAycnJ3wGQjNBgP5qaahEdaA8HSq/mcgQWy5LRfZlOj6uWJ1efJgL3RQ39QHmMJwqD7FAR74NyFsFcGqVbIfa4y45QEcKAIp3RSDc4kBKMp7TOk1n0C0me6CWEAQY%2bmOaNbra/Dvb%2bByHmqIt1Q4CBFj7/6C/4fPlfsW3t17A4uQO2BOCmdxTuhsdgpq8MbfXDuHBOB2YEYGZqqqAKYGxsLAHgLjMzM3t/BYgasNQFuKO9vQWZ7O1ezmYoivPFIgei3qJYPGDO3otxQVu6eJcoCl05Ebgn90ZJiAPuXfJDVbwnboba4Va4I8pC7SXHWBZsg8ogG9SFOuAxbfAkc14E3Mv%2bP5juI6mhK94FnXSA93n6d1g3LLZvxIpPZfj6i2XYu3Ele/8uWLP6u%2bkfg7vRcQJQgbrKfpga68LE1ET6kBQDFm%2bVSwC4y/jY%2bwMQXWDJCS61wNbWFhQX5yM3LZYDUDJ6CmNwO9xOOqFGdoKWSA8WqWAMZkehl1V8lN6gj6nRGs82l0D5c1XGOKM61hU1VMNdP0vpbbOJy8H0Bm7SfUABoYd9v5v53xJmiZoET%2bQ5XIAph53Pl32MVSs%2bx0EOQDbqDF7nMNwNjsLtghIcOXAZcT6wtzSEickF6XOCJiYm4saIBIC7jBD%2bnBHiLilA3BYXH3%2b/VlyM%2bIQ4xMREYKQiC91Xw3niYdK9gAH2777EYLSGeaItkvkb4Yn7Pg6odrfC/UAX3PUwR5GNHkpZD9pYN%2brj3HEnwBLTnConrgTR97tiIJ2/x6LXEm1H72/Pockad6iiJJ60BYMWAFZ8/ilO7PiWs/8%2beOkdg7P4GB0HJHsqQffELthYGLEGGBPAOQVl/waAvr7%2bHwNYemdI3BZn/oMTlOLy5eyXkZGR8Pf3B9sIhwxb%2bPK67XYO%2bvIiMM7hZawkHrWXvNCTFYYJDkKjmVSAPBDdkT5oCXJGvT/TwcsKN5zOocT9Aqo47jaxe1SG22P2WjyGs3zRkeCCwQxfNHHyE32/iZb3PjtGvpMRUlS2MgXWYfWXyyUIR7d/CzuNvfA0OAZ77SPSZwR8zNWgrXECOjqalL8%2bpW%2boML5gLD4wJQHg/scA4uLiJAAJCQlyfsHDw0Ph7Oz8UgwVInhnZ2m4gLePL/Iy4tHELtAtevgNOVpoXUsCLJj7tqiIdceDJD90JvrxNGljI%2bxwn0t8xKWelb2WKVMX54EmPmeRqdSb4iF9CKqXrbAx0pEQXqXVPaZT9tkDyKLLc9yxHgfWfoUvl30C5d2baID2wNdICZbiE6jqBxBHp5nN9iqPDYG9vQXOGekr9PT1cFb3rARAR0f3jwEwYNlr1yTnMAE3NzeFq6vLS0IQhoJ/2J4GwxFxcTGoKCtEA4PvzAxGfz4tbT47Ait5RYQjcn3MUeDL1uVjiiLPC7hGE1PJYtbKQtfG1Z3hj/p4D8ILx2RRNJpY8NqTWUPiXFHH2aAq2BoN2XJc5%2bBUaHIc2fqH4LlnAyx3rsfGL5fhzL6N8NU/jGD2fmutwzA5fRA%2blqeRHGCG%2b3fz0dVei6K8VIWPjzN0dc9IAAwN9WRUx7sB0DnJXu9vAHARgAuCggJQVHwVVZWF6OysxcR0H7pofdsyOfCw8vdfJQTxVjgd3nBhEtrpBOuinVEbRUnL7aV7%2b%2b1JlL7cGV30%2bMJA9bCFdl4pIg0AAAiVSURBVBLGvTAbtPFnNbTLt8XcwDZaxxZaaHocJTZqyDY6Ar8Dm%2bDByc/qwHoEnz%2bJSGstBJmeghfbcpirCVyMVRHEWSPW3QB3rmehv7NOMdBdJ0BIAG6WZMuSEkLfDYBeWfZ6cJCHhISISUrBx16mpl3C4HA7Zmf7OBHWY2S0gwAG0FVfis4r4XSBIei/IgDI0X85BoO5sRikPW6nTW6nuelibrdQ4vWxTmhg8auPcUWj3EX6sMMdTnnV4ZZo5OnfomJuuJ9D0%2bVY3HZlwXTQRDEBXDE7gQjVnXDftw5%2bZ4/iDgetS67nEGiiggBrfWSx3kR6XIS9gRIihGrSw1Bfc1MxOdqOnvbKV7fF2%2b7Jhnqr3w0gODhEAsDg5VFRUYiOjlLU1Ja/nJjqxfziKCfCFnR3N2ByehB9g60YH%2b9GR34setkJhgsY9FU5r6N5suHoTgmSzE4jA26mf29K9GHl96AqXNgC7VAVboPyECuU%2bpugjnXhDmV/3UEL91OonCgX3HLUwi1nHZQ6n0GBrRritXfDn/leX1OOkbFB5IQ6ItpBD6EcrqI9rJDKrhPsbAw7/ZPwsz2LK8mhigaqtaIk/dW7wyUZsoqSS%2b8GEB4e/gpAcIg8PSMVbR33FQ8XR1%2bOTvRg4dEU%2bgea0N3zAIuPpqmEZkzPj6KTI3AbJd3HE%2b/OYuAciDq59zAFmjn71zKn6zgN1rK4VUcy0BBLBmtOa2yBG/5muBXIawZ/y8sQVawfLTz9O256KHfXR7nbWdzh49ecNJBopozGqtuYW5jB4FAvbqRHIt7ZAFeTIxFInxDhboH0SC%2bEu1nARk%2bFIFQUQQ4GiPG1lABEeJjJkkPs3w2gqOiKBCAnJ10%2bPtmP%2bYVRxcR0/8vhkW4GPYWOrvsYHu3Bsx8W6RI7%2bGIm0N1yF9WXPClpdzQkeKEl1R%2btnOTakjkn0PvXMqi7wVYMWpy2mbSu%2b19kx7BEaZAVbnOvCLiIe/6maM1PRA2Nlbh3cM/bCDVUR4WHPq6zLnQ0VmLxyUNMTAyhf7AbZYWZTANDlBVloO7eDVTezpM%2buH3rRj4uJ0WyS8Uoejrr%2bdzOVynQ0yIbHu17N4CFxSkJAE9Y/suvz4TUFcOjXS8nJocwPTOItvY6PjaEx8/maJK6MPdwDL0DrehououajHBUxXmyxztLxayG01tVuAPKRIBBIngLXPO5iBu0waW0xmWhtrjD/R5XlajebIkP6B4r3HRR5WuM2gBTVPmc4/zggOGeZjx5/ghzcxMYFwAGutDR/gCZoS64kRWN/v42jup1uFtxDcV5qaisKMHAYI9ienoYTQ13Xr073FQla264/W4AT5/PSwCe/7Ao//mXJ5iY7Ff09jW/fLgwxT/Yip7eZszOj2Hx8TRPohczc6N8rAWTMyMYm%2bhDZ1MlKguSUZubgHL28VIOPjc5BImPxd/jTHCfo3IdC18V0%2bEOK/891oEa1oEaeodWzvrVVEKVzwXUBZpSAedQlxqCmclBPGbwi49mMf9wCkPDvbTovXi4OIuy4hzpY/S385PRcL8S1ZU3uErQN9CJxvo7ipaGMjTVV0gAGmtvy9rbqv8IwEMJwLMXAsBzAuhT9PW1vlxYnEQXi9/IaLdUCx4ujmNyakACMDjUiSmqYvbhuFQTulgjfvrnz6i%2blonrPP2W7DA00yt0cIRupXFqTPJGLbvAvXBbVAVdRCXT4cGVODRzjK6jEupZHyqpgFa2skdP5vHsxWM8efoQD5n7U9OjEoCJyWHCmGQ69uNOaSGyoryQmxCI24WpaG2qRktzDSrLixRTU0MYHnn9xshgt4y/924Az188egXg%2baL8n//8G0bHexSjY70vZ%2beG0dPThKmZAXaDcUIYpxJGpXSYmHwFQqyHBNXWVoMnP3KQGmpHlqMBOjgtCtvbxNrQkOiN%2bzRAtZwea6OdUM0C2Faej6GWKtT5maKOaqgWN01rSvH8by/ww0/P8OLHp9Lpi%2bDFEikwPTOGmdlxHkg/xidH0d3bgbrqMjQ3VrFLtVINd9Db26748aenmJuflADw%2bTLG90cKWJAAPH46L/%2bf//kPjI33Kii7l%2bPsAqIQzhDE4pNpSQEPF5mPlOfs/Dj/yTh/Ngb%2bPpgyPJlePP/pMbI9xSzPfs/AGyj9B0k%2b0nV9PAsma0UtAXTfLUJLVgQf80b//TLMz0/hp3/8HT///Wf8%2bLcfmG5zmGXuMxD6kHEpeAFibHyQ/6uDKdgure6ednqVXjx4UI32tgYBSvH4yRxbd48EgEqQdff8wWeEnr5YlL3aH8n/6//8h1QEKT%2bOw%2b0kPsagp6kABj7Vxxc2w7zvx0O2xJlZcTojePHDY0kJnV0NmH80g%2briDNzwppxTGXScmwRDFMhqDkF13BuS/dFdfQODTfco94f426%2b/4O%2b//gM/MfCnz1j0Hk4z8Kn/BsBdyF%2bcfP8APUhnMwNvY3q2oq%2b/UyqMLc21QvYCEAHMY3Ts1WeERsYGZFPT4%2b8G8LdfXkgA/v7rj/L/%2bt%2b/inxXPH%2bxwDbYjsc8iUdPZkVhZNFjJ3g6z%2btBKT/FC5uZGWe%2bLuI5IYha0d75CkIdC2Ili14NT7yK0r%2bfyfmhPBfj3U0QxfXJD8/w8z9/xc%2b//B0//iQCf8z/%2b%2brUJ6dGKP85Kf/nCUMscfIiWLE6u1okCGIJNTQz9yl9qU5wKRb5/4eGXrVB7rKJ8T9og7/880cJwD/%2bx8/y//xfv/LFLCiePJt7KWywoCkAjIz18MWN4cmzBek0WC/4AqelFiWe8%2bLHJ1igUrq6H2BgqIty/gkzInf5omYp32c/PmOR/AU//8c/8ZQ5/sNPL/D8%2bTMCXpQq%2b8zsBKYp9aWTnpwalWQvlCB%2bNjjUI524CFjsLa0NeNBUi5aWWrR3NEoeQShgYLBLMc%2bO1d/XKgHo622RLcz%2btgj%2bXzpsDyFRMAivAAAAAElFTkSuQmCC' 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qWRLI84kolCD24ws5f78nh8wtFPHN/NqekibuWqlnQrCZWEmfw1J%2bTFDGBMmckqfHTiPCfgF%2b1ZOoRKWxoOIlyyd/rl6nYNl/DfbusPPqAh6On7Ww/nMLOnYls3aqSmUri7FkX6waM2MWYGAw/Y//aWLYt1VHoCWVJl561C8xyQZl5AUAfH87BWXm8vXcGb%2b/v4SMFAOn4d/cN8/15OS4s5dbVVdx6YJRb1%2bV8fSW3ri3ju4uLBYQhLvUXYdXFkWZQUV5plASYQnmPmKZmjcx5Gcs3pJEqEbdX8slzhzJ4YpGLP23N5NcXXKwUsb53k5PCtDBf94On/AxtzCQyU4JRh08mKkgA6JkdzZl7M9i50UxtWbB49ABObzGwfTSOeZ3S7aMOjgsLju1QsXtrksy%2bJMB%2bNdUZEaxdrJEjhaMb9Fwc99JRnERMxM9IiFE%2bfApRInyG%2bDDO9hXw9r5uKX4On57s58vTg3x/cYTbl1dx%2b8oqfnhgPbcf2sDtm%2bu4dXOU2zdWcOvykI8FlwbLZMVGkaKKkvxhoqorhY4lbvKbdPQMuhhaYWTnSh3zZERXt2kJvvsuDkkDNs6JJ8cezssPlLFeVqT/pP%2bJ/8SfYU4OwCmROybkLnGXIoKrlqZw%2bEQWDzxSwG8fKOfKuJMnBckT%2b/Ts25nAPUd1PH7FyfXTFgFCBO%2bYmbUj0WxdGc%2bVU0auHMmhvTie9OTptFXIzBZMJ8PrL/PvT0jAFNzaMH65qoq39s7k76eW8O3VUSlsLbfvXyPFj/LDjfX88NBmbj%2byiVsPj8l5PbceHOX7azIaD6zggWWVZJnVpFs0ZGWpySgQv1Kvp21uOqNba%2bgV0b66xcmVMStDXfG05kRxfdTLlY2pdJXFct9WFy%2be9LK6J4myXFm/Aopd0mlk4J1ES8bxa2mKYGTUwqF9aZzd7%2bQ%2bAeDFi1m8%2bGi20MjJMxe9fPRSFa89nsmj5yXeHklh0/p4Nm8M5d6DKVw/nEupV2ytdgLV2SpxkHGysqajVYvQ%2bEtMLjNzbl4B%2b7pLZBQq2T%2b3kuurO/ng2ABfnxUdEA34/vJKAWQVPLEZfrUdnt7OD4%2bLFlyXEVhURJaIoCNFRV6eTkxaFHllKjYeaGf/kTqG%2buLon5XAlpFEDm1Wc1iicV1mLE8dSePz814%2buJDBt8dL%2bPT%2bfEYWqJkzI4mmKjFPubIR4ibj58y4m1XLUhnfkMzGZbEsG9QzOmjkpet5vHolkz9eyubp83Y%2bfbGaV2/m8uz1TGGFhV3jao6MJ0gwSuPQmhTOrBXfvcHL7uVOds/LwKWJIFp0YF93NtcGK3lstIOn13dxaFYx8wpEYNsyeHljC1%2bd6udrEcWPDs3nxe29PLy%2bm%2bd29/HuGRmRK0vZ15aGNi6ElMQIsrPiMLsDSBfB27Aqn3v3ZnH5hJO1q3WMr1dzcYeRZzZ42L7MyNKliRxuN/P%2bLi9IPvjbeAFbl%2bu5eaWQE0c94nXEgEmT/FyS9Lo741kwM5JtG5I4v9tBe2EC3fVxrFyo4qHDLq7uTeaxE1bevFnIYxfKuXqylPsOFPP0uSr%2b8EQtf71cxtu7y3j%2bcjNX%2b3N5oqOEA50ForTB3D9cyVNrmtje4GK42MqKKjdbGyVDNLvFEzSIFqzgizOLeX60hoOtAmZ3Ho%2bPtvLKjlm8fWge25vSZHVNx2vXUidGxy009uQEcHDQyxP7yzmx18yy%2bbH88mgqZ8aSODykZtPyGIaWquhvjuLYGi1PrbOzsiGR%2bvooblyr5Pj%2bHGKj70AXNQm/VDEGbr3YypSJHBgzcHKrmbaSKEzi/uxZkyktD2FsUSI7VsdxZrOVjaMmCUAuzm/O4f49eTxzqYTfX8hiebskv115nO1M48W%2bRq4tqqPZoeLZja08v7GdK/1VnJ5VyuleiaZ9NTzSV8Eb473cfmAT/760jNfWV3OsM4u1tR4uD8hz29r58swijs3NQxXuL9Y5mr4lKuYtTqS/38CF8Tru31rIlaMu5rTEs28olT/eSOf4Xp2s5FTula113/4Qrh4SZuw0iGeJYOFwGKuXp7J6iVU06m7KcqLxs0dOJXna3VjEWfX0RDCjKxB3wRRyy8RyFgUJ3abjdk5m%2baBQSj5497iZSnGI24dMPLQjnesHxXicyWRIutBUE8GuHguvr5jByZYcxmrs/GFnL%2b8fXMSH%2bxbxwfZ5fLh9Pp/uH%2bSdHfP5YM8C2QBbRPGX8%2bm%2bWfx6SR0nOgo42VPAE4MlfHu6j/NDZRSZVVzqK%2bSQWNolKyMkecZyYm0xewbN7FyRTpk3Hm3UNC5uz%2bKPDxfx2%2bMZPHYsgWuHI/j1WQ2vXXHx3OlkyS4aTo4lsnGpkfltOvZJM/1MsVPQBN9Bql4SYNE0GjoC6JwrgWhmCLVNMVSIN2hqnsbhDUZeFl04uyUdk2kCQ3PVvH21lGfvzaS2Noz8ojABy1/WaASPLW7m8YEmtjR4eGVrN58eGeabk6N8e2Yd351dx1cnVvH21tl8fnQJP9xUABjhh0sr%2bPLEIJ/tnceXR/v5Stwi11ZybWkl%2b2Zk89f%2bGh6dbRcGJjIunuXw0lSq08NJjJlCXOhkpk/%2bXz6/f2xFGt11IRzbqOKx43Fc2BnP9S0O/i3J9fn9Lt644ObZ%2bxyc2uaksywevziNfIAUbxL/X1sWwjIRj/Gdet8XkgsXizmq9mfBvDCeOJDGxdVOeksSKS4OJTMviP65CaxdrsOTH0BmUShZxRHEJ9zBqND4rV0LWCQu7ldrWvns6FK%2buXcNt86vk/Mq3hUWvCcMuHVJdv8jO/heVuP3Mga3H94iXmAz31%2bR18qa5NoKHhYmvLqukY8H6/mDdP3ps4VsnGvAqp4qnn4CqojJhEy7kyyrzPsOO6vmSYcXmrhx2MC9W6OozwmkWBLptU1pLGiM4PruFF47J7om4zyrRoWfKll2tiYIq2o6Vu10iZ%2bhdLfF43H5UyFRsmVGJIOLwtkwoCI3OQh1yERshikkJ06SqBsguV30wzmd4pow2iUVur2B4rQieG7TbNbWuLk0UMYHB/v4%2b1Hx%2bkeHeW/3Av732i7%2ba%2bMsvhVAfnhwq1jhDfz71GK%2bPrVUAJEV%2bNgOeXyTgDLEowOFvD1Sz5tDNYx1Gzmy2UlLRbSErLsJl10eHzFJPP0vGOty8OzZbJ67x8pHl7N4/3oOT29ziCZpqEmPwhA3lfKcUJ4/5uGLm9X8/Uox754tx8/sjZGgMBldwESxrf7olCN6isyUFKqbSnudih0rdGwfScIiYEUF34VO%2bZIhfiL2uEkUSZbobYhn3Xods0cSaF%2bYJDk9DLesLSXlHZmVy%2bvbunlj1xz%2bsnsOb%2b5YyK9FI853F/Hq2hn8VR5/Y6yVb44slFXVydcnh/nhqmQBYcXHx%2beJre3g63vmcU78ic0xidzCAKrqw8n0RBIReBexoRPlnsSD2KLF48v%2bH8/mqY3Zoi8VPLnRw18uZPLgQTNb%2bxJ4YtzN19dr%2beS%2bKv55uZbPr9Tj53ZGYIwSIQwXLYibgkETiDE5mNjpd6IOnsRgXSQHZEVeHNZR7Q0iTjVBIqjsYsd07IlT2bXaxNMn0nnznIfRNUnUdMaxfIHs5X4ra9tS2Nyazms7u3h150yujrRydqCRe%2bY3sKohl11tuRzqLeTJdZ0y8yv4656Z/GFNHV8cXSCjskiAa%2bG9Q7N4YKeDSxcN5OcEYbEEUVIeQVLsZOLDp0rekGZETsZrCCF02l1UulQUmKLJ00aydbY4WNGst27m8PsrZt45m85z23N542AlH5%2bu54NTtfhlaKajD1H%2bUjPZ99caY1KADwCdiEu0/924EqdwYG44e%2bfFs75TL6IzGXeGP0XFAeTmRLJ3iYVvd9fz8tFs9u5OpU5c2opZRv50o5JTotCr6538bryb5dUu3Anh9BVK6mwr5Hh7CZdmV3Gxu4zHlzTz3IZunhqbweMjNaIRHXx6fC73Cf2vjLlZNidQ9r2GAbmH1MRQ3OYQX%2bfV0UHoJHKn6cNx6kOJC5tIWOAECT53EiX3maoJxhgdwJFhGY8DXu5fY6MkJYwXttWKy%2bzh5BIXflmmYHLEGxemBJKuDxILG4Ba5iUpcgJJ4ROIDriL6tzprG4NpsQViN4wWQxFMOU1k2mpS%2bDQYjuvjRXy4NpMTo2nM7bMzMAcnYhQPrsG0qh2JrKpM4/5hans6SrgaKt0fFUvL8oovLV7ER%2bLLvz1yGJeXtPO6twUDvXk8PE94gq3tjHY6uTU9lRGpQGj/XEckZ9PbE2lJT%2bOWEmaiVH%2bvjFIkiJjQqcIKJMlhU4kUlKeUepwGcMJm34HqjB/UuMC0IZPIyF8Em0FSezt9TBck4xfoTWUxY1G8fHheGwhJCVMQW8M8/0RQxs5CYd1KmlZwdQU%2b1Mpau/KDKZPktbS4XgG%2bxNZtCCOtZsMPLQmh0/2tPHMxkJWN0uaHHCypstOZnIEVWka9vUW8cKOeby4eibvrFzIF8fX849LY/zr5na%2bvn8TX%2b8Z4LXNPdwzN5/fbG5lx6xsBofz2H24in0SbI5uTeTKSRsPnrIzMlsjzYqW4ifJMUGKn0xkiDQseprowd0kijAeHDIzpyqesKl3oI8LJk60Sx8bgF4bRKJsvrDoiZJcp%2bB3ZWc%2b1e4o2guicJtE5eMnkSjeIF4oFiPoauMnk2ycgqswlMCIO0lLmc7aARG83jhmNsdSKSuxu19i8nwr747n8/vDxTw46uHgUjfblzjoq0rBGBvMCvEED69qkb3eyOMLW/j70gXc2iqrb/co/96xjK/EE3x%2b33Je2dXD3u4cuhqdzF2UQ55Xcv9cG5cOpfHwGTfXjtv53YPZrJlnEiurfCMd5dOCEJn/MP/JkvAmY4oP5PS6DK7tslOcHoM2OljYPEnGezoqlax9Ee940a8ElWSB/kY99oTp5NqDSRE2pDhCUcdMIjl%2bCklRIooxAZh1Qn3xCoW2KJa2m5jfneT7%2b31%2bRgS9nYmMLDL6vhfYUy/UH3LxsOTxp7dkcmC9lXsW5lFoiqU4TcvjG7r49boZPvEbLHAwXuXh%2bsxy/rhxBn87Pp%2b/nVzEhaV19EjqW9dvZoNoSH%2b1iso0Na2lGh466eH0VhOLOo30NBmxaaMxJ0SQLJG7OC%2beTSOpvvFTfi6qiqOlKxmPPQaLKkyaOUF8w12EBtzpM0/RAki0sMbv5j7JzruzqC1PRGOUOZEjTZhgE0%2bgCldc1iQ0YjNVQVPYNsfN1Y1ZLJmvo3%2bRlYZGuegGFz1Vama3J/j%2bmFkuBum4iM7xQRtDiyK5vLSI8RYv%2bphAVrQU8PLeRbyys49zA/Xs6sjh0ZFGicYL%2bdeFYZ7c1MGCEjsPjRbx4cNe9izV89wZL5vnGGkqM7B0sYXNIzaq85JoqdKzQUBqLIiloVbPge3CkOtuTsja23KoiGFJphv21MqKtlHqUpNhCGdJTwoza5N8WyMqRPlW%2bE78%2bK9GnjjlxSkGSKv3x5AqxbsjSYhWXqSo6l0%2bpOJlS4RM%2bDkm8QhlJSHMW6BhUZ%2bBkSGrMCFMMnsYK%2baaObMnmyMbRRC3prF%2b1MKNDT3cWFzG3Jxk7OpYBmT9XRnp4NmxWTy/fRZvSk546%2bhiHt0yi54iC4%2bsrBSVrmOtFN1bo2Nlt02itpv57SpamvWyCZJprU5idJaFPz3u5Y3n0ti8Il7scSo3Jf9v3mdhbH8Bu%2b5pZbkAWZaj5YnzFRzfLPfTJ6t5gQW1uMdwqStC%2bULk5fstfPachbMSebOyxM%2b7Y0gxRxKlaECYqKpQJV4CU4x4ArPMjTt5OkVZ4VSViW40R9PWEMO8GUbJEoFs6ZPQcbSSpfM0jM03MNDfylP37OSJ5VVcHapkuNTmo2O%2bVUtrjp15MgIDtZn0FKdJ8Q6uDxbz7dkFPHJ2P61lDhGxODqK1cxqE3u7Rs%2b%2bbakS1w3sW6Vj1fxEieUG3ns1S15vwRB/N13VOk4fd7FgoVqA6CAzLZYci4SiIxW%2bv2InhwehCp0qIin1CLMjlO8E//myl09/l8bt1z2ckw9XRwWIoPyCoKm/IDZsCqrIKcKECb4Xp6gDfS4xSbaDSoTHY4oUdxhMgUdDeXYc57emc3NrJsU5ceiSo6iobuXF53/HjZUdPLWyjoeX1bOzLYdqi4osmd9yq4q%2bEgtbWzy8sKGZT3a38M1LV/jlb39LedZnw/EAABK1SURBVGEGwzPUrBxIYHSlmg0S1bdvS%2bbaQQMvnbFw79pklvUmc3mvk7%2b/WMqcOg1p6gjmNVtYNWCTFW3Bpg4izx7HktlJbFhi4t6xIrJTRTRla8SFiQYE3YXfrdfL%2beGtMj5/wcM3r%2bVQ4QljyuSfExEqRQdOFPoLXQLu9gWOyBDli86JTJ3yC5oz1dS5Epkw8edkOiV17apkqDuTwiy7CKaZ8GgtOQXV/PHPf%2beZB67ywEAlv1nXwa9G23hMfP0jAyW8sLqat7e38fGBHt7ZXMc71w6g/NsyvgtLWjYN9V6W90u2F40a35LM4OIYto9quLZDPP5aKwvr4zk7lsOle3JEhxKYUWgUA%2bdPclIgNaVaMs3RUo%2bW/HR/VvVrWNCUQqLUoI350Q/YkoLxGx8x8o%2bXKvn7r4v48pUSnrqShVOERSfGKFwACJl%2bt7x4mhiMSYT734lHPEKcaIPLGC3rMpTwKNELtR61zkpQpIGIWCPqZBtxCUbM9hx%2b89zr/PXTb3nu/tM8OVzB79a28MpYJ29s6%2bFP2yUjjLdKJqjmLzfv8RX/wkv/m9KqNnKKasjIrSQhySxs8LBxYw6jI1qObzXQ2yJaMlfHyd1Wesu1dM5wkaf8BTo%2bhExZm4WZWnLT4qT7iXjNcXK/Mr5ihByJolXueKyaEKrLzDI2/vj1zIuisSmSnpnxNLQmsGrIQKkEoPjEaTIGP/fZSsVyKn%2b6josOx6iNR50QT0RMEvFqM0mGNDQpGai0acRr5ENT3WgNThJ1dhK1Dk6ff4R3P/iaDwWE1x46y6%2bWVfP8aDMvb2yTVFjPSwLIe8/e8BX/739/zdKRMfLKWiisaqGougWVLpXYxFRS7VmUlxcwND%2bbpqY4du5M4Q/PlzHQoaVMZt2kiZCRFdPmiGVGnYtyr4ocWwxVBXqc5lCKMmLpmKFneL2NBQNmRsfL8Xji8Tt%2bxk5udTglorA1XakYnSE4M6WricFERUShStCSpJVCpSC13kGiXgpLlqKNGWhNWeIbckm2eFFL0Y6MQszOPJLNWRgs2UQnmFm1fj8ffnyLN//yGZ98eZu3njjPs6IHv1vdJBlhIR%2b99hw/8OO/Rx59gsqGHiobe2WPt1Nc3YHRminOLRVbWp4wqoBURyG29HwKS3Pp6shj8QIv/Z1WdLFRItSSULXBtFYZmFmlI8cQRnepmeqsJBoqNMycq8eVHsDCFQ4BIJ/GTid%2bW0dtNBRHU5AeTnGzpLnZBkE7UkbAgd7sQWdyo5Euaw0uNMkuKdSNLjULo9yM1V2G0ZZHXKKFaJURbYpLVmiRzG%2bR3HiuAGChb/F6Pvr4e95691%2b8%2b/5nfPbZx7x0aCW/FRZ89u5/8dk/PuSbr/7hA2DZyjHpeoeAMIuS6k7ySptkFBpItWT5PteeXohDDrN8vsleSIpN7iGjROx5Ka6MPOw2O3aD2GQR51m1skar9RR6RDsazcyr0aAOm0ZVdRyrlus5uLfQt2L9sovjqCiPJT1FTFDiZJy50SSnCOUc%2bVKoB60PBA/JpkzpbA4GWz4WV7F0oUxupJik5HTi1DbitTZiNXZhQy4p9nxhQK5vLPoXr%2bPt977k7Xe%2b4G8ffciX337Lnx%2b9LJlhNrduf8snH/6Z27e%2b4tXfv0Zt02wZv268%2bfXkFjdJYeUCZBZ2uY4rqwant0KuW0qqUwFZwMgoxS6Hw1MueaUKd04d%2baUtVDV0MmewjINn29mws42%2bNh0v3qhg46CdrWvN3HfCwnNni/nioRb8dq3LorhGJUcCNrMoqFnjK8IsFzBYFXrn%2bDqebM6WwvJ8Xbd7KwX5MnSWTCnaRqKww5VdQ3pugzxXJTdYLB0qEnA80tXt/Pntf/L2u3/n44//xtff/ptXLpzgV%2bOSA374ng/ff1N6f5tjJy9TUD6D4qou0jIrfYdybb2Mk1Ouly7FpWVWS8EV0gABwVGMNa3U95xbru3KqRHgGskv66CudREdc3vZcqyJvuE0cnKDmNUZzzOXSvnlxXxuHPPwx4sivJdr8Hv6TBHrVxqpnKGjoD6StFyTCFuGFCpFOAuk6AJ0UrxeZtriLhWka3AI2mZ3ibAj0/faWI2T9LwGMgqaccjNKCBYBCidKYede87yznuf89577/HxJ1/xyadf88m7b/HJ%2b%2b/x%2bRf/4J23Xuf7775l%2beqdFFR0kV/eiSevXj6jAqt01p5R7uuwO1sBQK7tqfQ1wZxW4jsrjynAewqbySlpI6uwhfr2BZTXddLWnkX7nFjmjaiZv8zFldMNfPDLel5/sJZnLuTxp0fq8bvvVCZv/KaAsS02Miv0Ms9yJFlweMtIFRAUtFNEeHQCgF0unp7XiDu/yXdzybZcYUkBCckZ8vpqskraSS9okjFSCqiWGS3ixOmbfPkNvPmnt/nrh5/zt79/Jp2/9ZPqf8Wt72U7/PENoe1c6X4vuaXtsv7qsXmk0%2bnl0uEq3z0oALik2P8wQDkUMDLkfrKKWqX4dnmvuD8BIL%2bsjbK6LuYOZLF6q5kFywxs2OZlx%2bFmzhwt5tXH2riwM41nzlTg9%2bxvSnjrhQr6ZiaQYNBJGPLITFsF3RLsmVWyEaqwCc0SjV7f3GcLxdIFbeU5k4hRqoyC3lGAWW4sv7ILb1GLsKgepzDF4i7n/KVHfcX%2b47N/8fs/vMWHH34kM/8dPwgIt29/73vu5Omr5JR2yurrIbu4TWa5HqsUb5XumxyK2Jb7HnMKALb0SmlIsYxZiY%2bNmdL1nIoZFFT3kCXvzRMQyut6REy7JA02ML7bS0tDLNU1WrplHOasLeLi2SYurkmj0B4hafCxEm5cykUj7ik6XkOCrDtlhRlFyJxZ1biFju78BpIEAJOzkDwp0iNF2mUeLXKDzpxaKb6cVLnh/OpuMsvacQsL3EJLl3Ttwv1P%2bdbcd99%2bx3%2b9/gHvv/%2bx/PbDjywQDfjyq29Yumq37%2baVEVC66cyqle6XCQhlJIsOOX%2biuXJOlc4ni/pb0it8jCupnUVp/RyK5Zwtv5fWzqSwopOimm5h1UyGV3gZWmWlZb6XsUN1HLos4exSOydWpJFtFABa2/XMa1VjSI6TXW8VR%2bcUY%2bMhTWZZASC9qBlPSSsaEUKDiGC2MqPKTYooKaOgMMKRXYtJ5jG/RrpQ3uF7fYaAkJHXxJXrz/oA%2bP6770UIv5A1%2bJVP9H7s/m3%2b/JePaO4e9nUur0w%2bW95nUeZcRsAsYpoiDHDJtRQAlDEzSGNSZAvkyHWLKrvFL/QI3Wf7flberxwFlTOobpsnwj6b3tkljB8tpWtJDuWicfc%2b1MrVh/u4ubuIQ0uy8du3Jp2nD5fiTTMQJ4pusuWI8MmOldVjz64mo7gFb2kbSamZPwEwgyy5iFeKzJJu/weAFOlMrjAgS9BXaOmVMVG6%2bcDDv5NZl1Jv3eKjv33F1//%2b9v8D4Mlnfi%2bGZ6aI3wwyi1uFcQ3CrEphmFBdRNjsKcMlI6UAYJWuG%2bXe3Ll1FMi2yJRreKUJeTI%2bRVXCvsJGMouayK3o8AHQ3D1I56wulo562TiaSXl1EAMiiPvWZbClN42OvET8Pn3Vy2%2bv5mO1WsR2ukiVuXYJ7a0y9xqhn7ugwQdAguIDFABk3nyHdDr7p2IVNigAZAvyPhAUIZONkC/PP/nMK/xLHKBC%2b88//5Jbt77/vwAozDhy74NkS/cV/ciQghT9SJMRsImmKE1Q9CdNPl/RFEULnMKCfCkws6CRDHncLmDlloguSRPSsmQl5tdR1jSHpu7FtPQOUtvcS0ObmfN7Kji4ysaiuZFsG7GyoCKZYnsSfl%2b/ncnpAzYiY1Nkzl2y7nJ9Hc2XeUyVPWuUDeAtbiYpxYtRvIFHOp4pxedKsdmVnT5w3HIzyghky3sKanvJkefTpJNFAsZvX3iTf331g6/or2XeFfFTDqEE//r6NqvGjgpTWnzzny573CGaooCgaIoyCsrcO6R4hY0OEd5sYWRuSYsYoypcAo5iyjJya0W3cnyrUWlYroCZJ00qrumivmMumZkpzO/Vs3m1h9WDJjYvs7K8yUhbkRY/PqlibCSd0CijmA6vb74URVdop9AryeCRixQRm2QVASrBIwVnSQdyK2b4RkDpmrL6lBvOkQsX1c2Ujrb7Cimpm8VLr36A6J8U/YMcChN%2bAkDO77z3T7rmraFQ3pdfNsPnJdKUfS9HqngOh2iQUrxT9ChNilSez5NrurIFGK8ikjKmYoON9mwR7zSfXtgEJGWUyupnU9U8h8auhXiy06nIjePBayXsOOBl74FSTmwp4fiqAvz%2b8NsyCopMxCTZBIBMn4FxKTeS%2b%2bMqStQ7pXgL4RJzFVq6FVEUEBTq/6d4ZSsooOUI5RUGKI8pN17RvIA/SQhS/inF/9j92z8BAE8//zblDfOlU72%2bHa50W9kcithZ5fMUEVZ%2bdwkjlblX5jtHLLLFXSA%2bowSzSwr2lMr9mQUAp8%2bCK8VXiKeob%2b%2bX4gckWM2ib/lMWppT2bXQwI0bbYxtL%2bbieDFPHp6B38CQQ8KOCKBOzqYM3%2bpxCxUVimeWtgoALsJi9BJ1Hb697Myr84GjgKQcSrFeuagyAsrsK2vSN8dy1LQv4o23/wPAfy/%2bFt%2bIFJy6/7ei2N0igr0%2bI%2bPMrPUpvu86UryyiXwGSDmLLuUI9T15snHsueIHSsQLiF2XJBoZrfeFNMWeK6uwSFZhTVsfDZ39AsAcZg10s3NXNd35KsYGs9m5u5ptSzysnenAz6qOJD5e79v/Sq5XXJ8CQKZ0OV%2bUVjFEwRFqCTt2ESVJZHJjdhEpR/b/A%2bI/I6Cc/yOKipo3dA7yl/c/9wHgE72f5v%2bHH77jH%2bIOtx2%2bKjPdKgxQxqbNR3Gn%2bAulCb6iZYwUV6ic02UEskTlXVkVYo5yRPAqfCMQm2giLFqHWla3Yp/zZE2XCv1r2hZS39lHVdNcyQWtLBvOpL1Uz45tQv3DtXR1mXlgZx1%2bbkucGCC1uD%2bzL9QoQcapFCeIK8VkCeWjJOrGyPPKDjaJDigbwq5kguwfBUspXBkB5XfvTx5BKaZpxhLe/%2bgLnwB%2b//2P68/nAMUA/e2fMLz2gNC62bfSPCWy0gqbJPL%2baH/d8llKAPrxqPUJXWaB3JdXjJApXcKQmDWbl6DQeB9DE/RuGQkRQXldXnm7jNZMX7LMEWDnDLRy/HQZqzcUsf/eOtbvy2XuXBsnRorwsxjiiElIJkEja1C6rDF5fdTzrSbZrWVCIYOITJQqRc65vlWo7GaLgGD7CQSFMQptbTK7Ppcoiu0WYFq6hvjo4y98lP/vACjnN9//isaeIXGALeLoWgW4ZjFOojuyTtNEyFyKC5XPUX5Wzum5VQJCFQ630F4A0CbbiYrTMT0oWvTLIiOQIU61SNZvg29NFlTNkC00Q8S1ncGRXp56Za4AkUr/ynRW7ylkZHsuu0/U4peQpCE%2bKdXnAhNEBxJklpRNoMxSoYhTqQCQkV9DZJxBYnEmWrHJJpk/s9DU5qn0WWLFDiviaZEZdBfUCxskpQkwLV1L%2bOQfPzo/Zf//8B8GyCNPPf8uhcrKFJ3xyBr1dV/cn9X9Y75Xsr9SuEsAUPa7M1M%2b35VHqi0Ttd5GaLQW/5BYYuINJCoCKJ7FW/Dj6i2VTVTVOp%2bGjn6qZQRm93Vw7qYUPW6jb1U6i8QILVxl4eBpicNqrQmNzH%2bSIBqvtRKvTxM/4MEoo6AAUN4wR9ZUJzHCgAStE/VPhkjRCiWRKZ1Xvh9QVqTiGVw5//Hx5bT3Dsmu/87HgB81QDFA3/G92ILj55702d5c6b5HXF6adNws61b5wsMuADqEZXZPie%2bLj1RHnjjUbClSrp2SRnScHpM2hbh4nbDAQHSCOFi5F0VISyQUlTfMpkIaVynFF1V10trRwrp1mZSWR5BbEM3SLfnMW%2bNm8SY7fvGJBlQy3yqdTQrPwKDs0p/cV4mIifJhSrJKTHYKC1Lk7P7xOz9B3GD7CQgpNkUMic6a51uVSmo0SmBpmbGYrxS559Z/E8DvxRghAWi/FFnh8xqZiv%2bX4lNkxH7c8eW%2bjtsyigWUfCwy72bpvMmiJNVUzLoU3jq8measbCYGqxho72TX0iXkFzX4vhMoreulccYATV2LqW1ZQF1rB7tGGzmwpobONg3nr1WxeksVs/oy8ItTJcuKs0imd0jyyhO3VywiV%2b2bayViVjbN8wGQYs0mODLJ5wm0si2UcVC%2bsVG%2bEzQ5inxAaOQxJTEqX6bo5blSCSqf/fNLnw3%2bvwDI/7f/%2bgW1rf2%2bYhWaK9/oGIVVJqdY7xwBP6vcdzhE8GwZYswcWZisHt%2b3zUHhcezrrOGDAxsoNKVwT1cdXD8CvzxNa1G5T8BrpGgFAOVo7RmmpUfWYqmOTQtLOLajht0Hs9m8P4uxffn8Hy73MdE9WxpiAAAAAElFTkSuQmCC' 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qWRLI84kolCD24ws5f78nh8wtFPHN/NqekibuWqlnQrCZWEmfw1J%2bTFDGBMmckqfHTiPCfgF%2b1ZOoRKWxoOIlyyd/rl6nYNl/DfbusPPqAh6On7Ww/nMLOnYls3aqSmUri7FkX6waM2MWYGAw/Y//aWLYt1VHoCWVJl561C8xyQZl5AUAfH87BWXm8vXcGb%2b/v4SMFAOn4d/cN8/15OS4s5dbVVdx6YJRb1%2bV8fSW3ri3ju4uLBYQhLvUXYdXFkWZQUV5plASYQnmPmKZmjcx5Gcs3pJEqEbdX8slzhzJ4YpGLP23N5NcXXKwUsb53k5PCtDBf94On/AxtzCQyU4JRh08mKkgA6JkdzZl7M9i50UxtWbB49ABObzGwfTSOeZ3S7aMOjgsLju1QsXtrksy%2bJMB%2bNdUZEaxdrJEjhaMb9Fwc99JRnERMxM9IiFE%2bfApRInyG%2bDDO9hXw9r5uKX4On57s58vTg3x/cYTbl1dx%2b8oqfnhgPbcf2sDtm%2bu4dXOU2zdWcOvykI8FlwbLZMVGkaKKkvxhoqorhY4lbvKbdPQMuhhaYWTnSh3zZERXt2kJvvsuDkkDNs6JJ8cezssPlLFeVqT/pP%2bJ/8SfYU4OwCmROybkLnGXIoKrlqZw%2bEQWDzxSwG8fKOfKuJMnBckT%2b/Ts25nAPUd1PH7FyfXTFgFCBO%2bYmbUj0WxdGc%2bVU0auHMmhvTie9OTptFXIzBZMJ8PrL/PvT0jAFNzaMH65qoq39s7k76eW8O3VUSlsLbfvXyPFj/LDjfX88NBmbj%2byiVsPj8l5PbceHOX7azIaD6zggWWVZJnVpFs0ZGWpySgQv1Kvp21uOqNba%2bgV0b66xcmVMStDXfG05kRxfdTLlY2pdJXFct9WFy%2be9LK6J4myXFm/Aopd0mlk4J1ES8bxa2mKYGTUwqF9aZzd7%2bQ%2bAeDFi1m8%2bGi20MjJMxe9fPRSFa89nsmj5yXeHklh0/p4Nm8M5d6DKVw/nEupV2ytdgLV2SpxkHGysqajVYvQ%2bEtMLjNzbl4B%2b7pLZBQq2T%2b3kuurO/ng2ABfnxUdEA34/vJKAWQVPLEZfrUdnt7OD4%2bLFlyXEVhURJaIoCNFRV6eTkxaFHllKjYeaGf/kTqG%2buLon5XAlpFEDm1Wc1iicV1mLE8dSePz814%2buJDBt8dL%2bPT%2bfEYWqJkzI4mmKjFPubIR4ibj58y4m1XLUhnfkMzGZbEsG9QzOmjkpet5vHolkz9eyubp83Y%2bfbGaV2/m8uz1TGGFhV3jao6MJ0gwSuPQmhTOrBXfvcHL7uVOds/LwKWJIFp0YF93NtcGK3lstIOn13dxaFYx8wpEYNsyeHljC1%2bd6udrEcWPDs3nxe29PLy%2bm%2bd29/HuGRmRK0vZ15aGNi6ElMQIsrPiMLsDSBfB27Aqn3v3ZnH5hJO1q3WMr1dzcYeRZzZ42L7MyNKliRxuN/P%2bLi9IPvjbeAFbl%2bu5eaWQE0c94nXEgEmT/FyS9Lo741kwM5JtG5I4v9tBe2EC3fVxrFyo4qHDLq7uTeaxE1bevFnIYxfKuXqylPsOFPP0uSr%2b8EQtf71cxtu7y3j%2bcjNX%2b3N5oqOEA50ForTB3D9cyVNrmtje4GK42MqKKjdbGyVDNLvFEzSIFqzgizOLeX60hoOtAmZ3Ho%2bPtvLKjlm8fWge25vSZHVNx2vXUidGxy009uQEcHDQyxP7yzmx18yy%2bbH88mgqZ8aSODykZtPyGIaWquhvjuLYGi1PrbOzsiGR%2bvooblyr5Pj%2bHGKj70AXNQm/VDEGbr3YypSJHBgzcHKrmbaSKEzi/uxZkyktD2FsUSI7VsdxZrOVjaMmCUAuzm/O4f49eTxzqYTfX8hiebskv115nO1M48W%2bRq4tqqPZoeLZja08v7GdK/1VnJ5VyuleiaZ9NTzSV8Eb473cfmAT/760jNfWV3OsM4u1tR4uD8hz29r58swijs3NQxXuL9Y5mr4lKuYtTqS/38CF8Tru31rIlaMu5rTEs28olT/eSOf4Xp2s5FTula113/4Qrh4SZuw0iGeJYOFwGKuXp7J6iVU06m7KcqLxs0dOJXna3VjEWfX0RDCjKxB3wRRyy8RyFgUJ3abjdk5m%2baBQSj5497iZSnGI24dMPLQjnesHxXicyWRIutBUE8GuHguvr5jByZYcxmrs/GFnL%2b8fXMSH%2bxbxwfZ5fLh9Pp/uH%2bSdHfP5YM8C2QBbRPGX8%2bm%2bWfx6SR0nOgo42VPAE4MlfHu6j/NDZRSZVVzqK%2bSQWNolKyMkecZyYm0xewbN7FyRTpk3Hm3UNC5uz%2bKPDxfx2%2bMZPHYsgWuHI/j1WQ2vXXHx3OlkyS4aTo4lsnGpkfltOvZJM/1MsVPQBN9Bql4SYNE0GjoC6JwrgWhmCLVNMVSIN2hqnsbhDUZeFl04uyUdk2kCQ3PVvH21lGfvzaS2Noz8ojABy1/WaASPLW7m8YEmtjR4eGVrN58eGeabk6N8e2Yd351dx1cnVvH21tl8fnQJP9xUABjhh0sr%2bPLEIJ/tnceXR/v5Stwi11ZybWkl%2b2Zk89f%2bGh6dbRcGJjIunuXw0lSq08NJjJlCXOhkpk/%2bXz6/f2xFGt11IRzbqOKx43Fc2BnP9S0O/i3J9fn9Lt644ObZ%2bxyc2uaksywevziNfIAUbxL/X1sWwjIRj/Gdet8XkgsXizmq9mfBvDCeOJDGxdVOeksSKS4OJTMviP65CaxdrsOTH0BmUShZxRHEJ9zBqND4rV0LWCQu7ldrWvns6FK%2buXcNt86vk/Mq3hUWvCcMuHVJdv8jO/heVuP3Mga3H94iXmAz31%2bR18qa5NoKHhYmvLqukY8H6/mDdP3ps4VsnGvAqp4qnn4CqojJhEy7kyyrzPsOO6vmSYcXmrhx2MC9W6OozwmkWBLptU1pLGiM4PruFF47J7om4zyrRoWfKll2tiYIq2o6Vu10iZ%2bhdLfF43H5UyFRsmVGJIOLwtkwoCI3OQh1yERshikkJ06SqBsguV30wzmd4pow2iUVur2B4rQieG7TbNbWuLk0UMYHB/v4%2b1Hx%2bkeHeW/3Av732i7%2ba%2bMsvhVAfnhwq1jhDfz71GK%2bPrVUAJEV%2bNgOeXyTgDLEowOFvD1Sz5tDNYx1Gzmy2UlLRbSErLsJl10eHzFJPP0vGOty8OzZbJ67x8pHl7N4/3oOT29ziCZpqEmPwhA3lfKcUJ4/5uGLm9X8/Uox754tx8/sjZGgMBldwESxrf7olCN6isyUFKqbSnudih0rdGwfScIiYEUF34VO%2bZIhfiL2uEkUSZbobYhn3Xods0cSaF%2bYJDk9DLesLSXlHZmVy%2bvbunlj1xz%2bsnsOb%2b5YyK9FI853F/Hq2hn8VR5/Y6yVb44slFXVydcnh/nhqmQBYcXHx%2beJre3g63vmcU78ic0xidzCAKrqw8n0RBIReBexoRPlnsSD2KLF48v%2bH8/mqY3Zoi8VPLnRw18uZPLgQTNb%2bxJ4YtzN19dr%2beS%2bKv55uZbPr9Tj53ZGYIwSIQwXLYibgkETiDE5mNjpd6IOnsRgXSQHZEVeHNZR7Q0iTjVBIqjsYsd07IlT2bXaxNMn0nnznIfRNUnUdMaxfIHs5X4ra9tS2Nyazms7u3h150yujrRydqCRe%2bY3sKohl11tuRzqLeTJdZ0y8yv4656Z/GFNHV8cXSCjskiAa%2bG9Q7N4YKeDSxcN5OcEYbEEUVIeQVLsZOLDp0rekGZETsZrCCF02l1UulQUmKLJ00aydbY4WNGst27m8PsrZt45m85z23N542AlH5%2bu54NTtfhlaKajD1H%2bUjPZ99caY1KADwCdiEu0/924EqdwYG44e%2bfFs75TL6IzGXeGP0XFAeTmRLJ3iYVvd9fz8tFs9u5OpU5c2opZRv50o5JTotCr6538bryb5dUu3Anh9BVK6mwr5Hh7CZdmV3Gxu4zHlzTz3IZunhqbweMjNaIRHXx6fC73Cf2vjLlZNidQ9r2GAbmH1MRQ3OYQX%2bfV0UHoJHKn6cNx6kOJC5tIWOAECT53EiX3maoJxhgdwJFhGY8DXu5fY6MkJYwXttWKy%2bzh5BIXflmmYHLEGxemBJKuDxILG4Ba5iUpcgJJ4ROIDriL6tzprG4NpsQViN4wWQxFMOU1k2mpS%2bDQYjuvjRXy4NpMTo2nM7bMzMAcnYhQPrsG0qh2JrKpM4/5hans6SrgaKt0fFUvL8oovLV7ER%2bLLvz1yGJeXtPO6twUDvXk8PE94gq3tjHY6uTU9lRGpQGj/XEckZ9PbE2lJT%2bOWEmaiVH%2bvjFIkiJjQqcIKJMlhU4kUlKeUepwGcMJm34HqjB/UuMC0IZPIyF8Em0FSezt9TBck4xfoTWUxY1G8fHheGwhJCVMQW8M8/0RQxs5CYd1KmlZwdQU%2b1Mpau/KDKZPktbS4XgG%2bxNZtCCOtZsMPLQmh0/2tPHMxkJWN0uaHHCypstOZnIEVWka9vUW8cKOeby4eibvrFzIF8fX849LY/zr5na%2bvn8TX%2b8Z4LXNPdwzN5/fbG5lx6xsBofz2H24in0SbI5uTeTKSRsPnrIzMlsjzYqW4ifJMUGKn0xkiDQseprowd0kijAeHDIzpyqesKl3oI8LJk60Sx8bgF4bRKJsvrDoiZJcp%2bB3ZWc%2b1e4o2guicJtE5eMnkSjeIF4oFiPoauMnk2ycgqswlMCIO0lLmc7aARG83jhmNsdSKSuxu19i8nwr747n8/vDxTw46uHgUjfblzjoq0rBGBvMCvEED69qkb3eyOMLW/j70gXc2iqrb/co/96xjK/EE3x%2b33Je2dXD3u4cuhqdzF2UQ55Xcv9cG5cOpfHwGTfXjtv53YPZrJlnEiurfCMd5dOCEJn/MP/JkvAmY4oP5PS6DK7tslOcHoM2OljYPEnGezoqlax9Ee940a8ElWSB/kY99oTp5NqDSRE2pDhCUcdMIjl%2bCklRIooxAZh1Qn3xCoW2KJa2m5jfneT7%2b31%2bRgS9nYmMLDL6vhfYUy/UH3LxsOTxp7dkcmC9lXsW5lFoiqU4TcvjG7r49boZPvEbLHAwXuXh%2bsxy/rhxBn87Pp%2b/nVzEhaV19EjqW9dvZoNoSH%2b1iso0Na2lGh466eH0VhOLOo30NBmxaaMxJ0SQLJG7OC%2beTSOpvvFTfi6qiqOlKxmPPQaLKkyaOUF8w12EBtzpM0/RAki0sMbv5j7JzruzqC1PRGOUOZEjTZhgE0%2bgCldc1iQ0YjNVQVPYNsfN1Y1ZLJmvo3%2bRlYZGuegGFz1Vama3J/j%2bmFkuBum4iM7xQRtDiyK5vLSI8RYv%2bphAVrQU8PLeRbyys49zA/Xs6sjh0ZFGicYL%2bdeFYZ7c1MGCEjsPjRbx4cNe9izV89wZL5vnGGkqM7B0sYXNIzaq85JoqdKzQUBqLIiloVbPge3CkOtuTsja23KoiGFJphv21MqKtlHqUpNhCGdJTwoza5N8WyMqRPlW%2bE78%2bK9GnjjlxSkGSKv3x5AqxbsjSYhWXqSo6l0%2bpOJlS4RM%2bDkm8QhlJSHMW6BhUZ%2bBkSGrMCFMMnsYK%2baaObMnmyMbRRC3prF%2b1MKNDT3cWFzG3Jxk7OpYBmT9XRnp4NmxWTy/fRZvSk546%2bhiHt0yi54iC4%2bsrBSVrmOtFN1bo2Nlt02itpv57SpamvWyCZJprU5idJaFPz3u5Y3n0ti8Il7scSo3Jf9v3mdhbH8Bu%2b5pZbkAWZaj5YnzFRzfLPfTJ6t5gQW1uMdwqStC%2bULk5fstfPachbMSebOyxM%2b7Y0gxRxKlaECYqKpQJV4CU4x4ArPMjTt5OkVZ4VSViW40R9PWEMO8GUbJEoFs6ZPQcbSSpfM0jM03MNDfylP37OSJ5VVcHapkuNTmo2O%2bVUtrjp15MgIDtZn0FKdJ8Q6uDxbz7dkFPHJ2P61lDhGxODqK1cxqE3u7Rs%2b%2bbakS1w3sW6Vj1fxEieUG3ns1S15vwRB/N13VOk4fd7FgoVqA6CAzLZYci4SiIxW%2bv2InhwehCp0qIin1CLMjlO8E//myl09/l8bt1z2ckw9XRwWIoPyCoKm/IDZsCqrIKcKECb4Xp6gDfS4xSbaDSoTHY4oUdxhMgUdDeXYc57emc3NrJsU5ceiSo6iobuXF53/HjZUdPLWyjoeX1bOzLYdqi4osmd9yq4q%2bEgtbWzy8sKGZT3a38M1LV/jlb39LedZnw/EAABK1SURBVGEGwzPUrBxIYHSlmg0S1bdvS%2bbaQQMvnbFw79pklvUmc3mvk7%2b/WMqcOg1p6gjmNVtYNWCTFW3Bpg4izx7HktlJbFhi4t6xIrJTRTRla8SFiQYE3YXfrdfL%2beGtMj5/wcM3r%2bVQ4QljyuSfExEqRQdOFPoLXQLu9gWOyBDli86JTJ3yC5oz1dS5Epkw8edkOiV17apkqDuTwiy7CKaZ8GgtOQXV/PHPf%2beZB67ywEAlv1nXwa9G23hMfP0jAyW8sLqat7e38fGBHt7ZXMc71w6g/NsyvgtLWjYN9V6W90u2F40a35LM4OIYto9quLZDPP5aKwvr4zk7lsOle3JEhxKYUWgUA%2bdPclIgNaVaMs3RUo%2bW/HR/VvVrWNCUQqLUoI350Q/YkoLxGx8x8o%2bXKvn7r4v48pUSnrqShVOERSfGKFwACJl%2bt7x4mhiMSYT734lHPEKcaIPLGC3rMpTwKNELtR61zkpQpIGIWCPqZBtxCUbM9hx%2b89zr/PXTb3nu/tM8OVzB79a28MpYJ29s6%2bFP2yUjjLdKJqjmLzfv8RX/wkv/m9KqNnKKasjIrSQhySxs8LBxYw6jI1qObzXQ2yJaMlfHyd1Wesu1dM5wkaf8BTo%2bhExZm4WZWnLT4qT7iXjNcXK/Mr5ihByJolXueKyaEKrLzDI2/vj1zIuisSmSnpnxNLQmsGrIQKkEoPjEaTIGP/fZSsVyKn%2b6josOx6iNR50QT0RMEvFqM0mGNDQpGai0acRr5ENT3WgNThJ1dhK1Dk6ff4R3P/iaDwWE1x46y6%2bWVfP8aDMvb2yTVFjPSwLIe8/e8BX/739/zdKRMfLKWiisaqGougWVLpXYxFRS7VmUlxcwND%2bbpqY4du5M4Q/PlzHQoaVMZt2kiZCRFdPmiGVGnYtyr4ocWwxVBXqc5lCKMmLpmKFneL2NBQNmRsfL8Xji8Tt%2bxk5udTglorA1XakYnSE4M6WricFERUShStCSpJVCpSC13kGiXgpLlqKNGWhNWeIbckm2eFFL0Y6MQszOPJLNWRgs2UQnmFm1fj8ffnyLN//yGZ98eZu3njjPs6IHv1vdJBlhIR%2b99hw/8OO/Rx59gsqGHiobe2WPt1Nc3YHRminOLRVbWp4wqoBURyG29HwKS3Pp6shj8QIv/Z1WdLFRItSSULXBtFYZmFmlI8cQRnepmeqsJBoqNMycq8eVHsDCFQ4BIJ/GTid%2bW0dtNBRHU5AeTnGzpLnZBkE7UkbAgd7sQWdyo5Euaw0uNMkuKdSNLjULo9yM1V2G0ZZHXKKFaJURbYpLVmiRzG%2bR3HiuAGChb/F6Pvr4e95691%2b8%2b/5nfPbZx7x0aCW/FRZ89u5/8dk/PuSbr/7hA2DZyjHpeoeAMIuS6k7ySptkFBpItWT5PteeXohDDrN8vsleSIpN7iGjROx5Ka6MPOw2O3aD2GQR51m1skar9RR6RDsazcyr0aAOm0ZVdRyrlus5uLfQt2L9sovjqCiPJT1FTFDiZJy50SSnCOUc%2bVKoB60PBA/JpkzpbA4GWz4WV7F0oUxupJik5HTi1DbitTZiNXZhQy4p9nxhQK5vLPoXr%2bPt977k7Xe%2b4G8ffciX337Lnx%2b9LJlhNrduf8snH/6Z27e%2b4tXfv0Zt02wZv268%2bfXkFjdJYeUCZBZ2uY4rqwant0KuW0qqUwFZwMgoxS6Hw1MueaUKd04d%2baUtVDV0MmewjINn29mws42%2bNh0v3qhg46CdrWvN3HfCwnNni/nioRb8dq3LorhGJUcCNrMoqFnjK8IsFzBYFXrn%2bDqebM6WwvJ8Xbd7KwX5MnSWTCnaRqKww5VdQ3pugzxXJTdYLB0qEnA80tXt/Pntf/L2u3/n44//xtff/ptXLpzgV%2bOSA374ng/ff1N6f5tjJy9TUD6D4qou0jIrfYdybb2Mk1Ouly7FpWVWS8EV0gABwVGMNa3U95xbru3KqRHgGskv66CudREdc3vZcqyJvuE0cnKDmNUZzzOXSvnlxXxuHPPwx4sivJdr8Hv6TBHrVxqpnKGjoD6StFyTCFuGFCpFOAuk6AJ0UrxeZtriLhWka3AI2mZ3ibAj0/faWI2T9LwGMgqaccjNKCBYBCidKYede87yznuf89577/HxJ1/xyadf88m7b/HJ%2b%2b/x%2bRf/4J23Xuf7775l%2beqdFFR0kV/eiSevXj6jAqt01p5R7uuwO1sBQK7tqfQ1wZxW4jsrjynAewqbySlpI6uwhfr2BZTXddLWnkX7nFjmjaiZv8zFldMNfPDLel5/sJZnLuTxp0fq8bvvVCZv/KaAsS02Miv0Ms9yJFlweMtIFRAUtFNEeHQCgF0unp7XiDu/yXdzybZcYUkBCckZ8vpqskraSS9okjFSCqiWGS3ixOmbfPkNvPmnt/nrh5/zt79/Jp2/9ZPqf8Wt72U7/PENoe1c6X4vuaXtsv7qsXmk0%2bnl0uEq3z0oALik2P8wQDkUMDLkfrKKWqX4dnmvuD8BIL%2bsjbK6LuYOZLF6q5kFywxs2OZlx%2bFmzhwt5tXH2riwM41nzlTg9%2bxvSnjrhQr6ZiaQYNBJGPLITFsF3RLsmVWyEaqwCc0SjV7f3GcLxdIFbeU5k4hRqoyC3lGAWW4sv7ILb1GLsKgepzDF4i7n/KVHfcX%2b47N/8fs/vMWHH34kM/8dPwgIt29/73vu5Omr5JR2yurrIbu4TWa5HqsUb5XumxyK2Jb7HnMKALb0SmlIsYxZiY%2bNmdL1nIoZFFT3kCXvzRMQyut6REy7JA02ML7bS0tDLNU1WrplHOasLeLi2SYurkmj0B4hafCxEm5cykUj7ik6XkOCrDtlhRlFyJxZ1biFju78BpIEAJOzkDwp0iNF2mUeLXKDzpxaKb6cVLnh/OpuMsvacQsL3EJLl3Ttwv1P%2bdbcd99%2bx3%2b9/gHvv/%2bx/PbDjywQDfjyq29Yumq37%2baVEVC66cyqle6XCQhlJIsOOX%2biuXJOlc4ni/pb0it8jCupnUVp/RyK5Zwtv5fWzqSwopOimm5h1UyGV3gZWmWlZb6XsUN1HLos4exSOydWpJFtFABa2/XMa1VjSI6TXW8VR%2bcUY%2bMhTWZZASC9qBlPSSsaEUKDiGC2MqPKTYooKaOgMMKRXYtJ5jG/RrpQ3uF7fYaAkJHXxJXrz/oA%2bP6770UIv5A1%2bJVP9H7s/m3%2b/JePaO4e9nUur0w%2bW95nUeZcRsAsYpoiDHDJtRQAlDEzSGNSZAvkyHWLKrvFL/QI3Wf7flberxwFlTOobpsnwj6b3tkljB8tpWtJDuWicfc%2b1MrVh/u4ubuIQ0uy8du3Jp2nD5fiTTMQJ4pusuWI8MmOldVjz64mo7gFb2kbSamZPwEwgyy5iFeKzJJu/weAFOlMrjAgS9BXaOmVMVG6%2bcDDv5NZl1Jv3eKjv33F1//%2b9v8D4Mlnfi%2bGZ6aI3wwyi1uFcQ3CrEphmF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qWRLI84kolCD24ws5f78nh8wtFPHN/NqekibuWqlnQrCZWEmfw1J%2bTFDGBMmckqfHTiPCfgF%2b1ZOoRKWxoOIlyyd/rl6nYNl/DfbusPPqAh6On7Ww/nMLOnYls3aqSmUri7FkX6waM2MWYGAw/Y//aWLYt1VHoCWVJl561C8xyQZl5AUAfH87BWXm8vXcGb%2b/v4SMFAOn4d/cN8/15OS4s5dbVVdx6YJRb1%2bV8fSW3ri3ju4uLBYQhLvUXYdXFkWZQUV5plASYQnmPmKZmjcx5Gcs3pJEqEbdX8slzhzJ4YpGLP23N5NcXXKwUsb53k5PCtDBf94On/AxtzCQyU4JRh08mKkgA6JkdzZl7M9i50UxtWbB49ABObzGwfTSOeZ3S7aMOjgsLju1QsXtrksy%2bJMB%2bNdUZEaxdrJEjhaMb9Fwc99JRnERMxM9IiFE%2bfApRInyG%2bDDO9hXw9r5uKX4On57s58vTg3x/cYTbl1dx%2b8oqfnhgPbcf2sDtm%2bu4dXOU2zdWcOvykI8FlwbLZMVGkaKKkvxhoqorhY4lbvKbdPQMuhhaYWTnSh3zZERXt2kJvvsuDkkDNs6JJ8cezssPlLFeVqT/pP%2bJ/8SfYU4OwCmROybkLnGXIoKrlqZw%2bEQWDzxSwG8fKOfKuJMnBckT%2b/Ts25nAPUd1PH7FyfXTFgFCBO%2bYmbUj0WxdGc%2bVU0auHMmhvTie9OTptFXIzBZMJ8PrL/PvT0jAFNzaMH65qoq39s7k76eW8O3VUSlsLbfvXyPFj/LDjfX88NBmbj%2byiVsPj8l5PbceHOX7azIaD6zggWWVZJnVpFs0ZGWpySgQv1Kvp21uOqNba%2bgV0b66xcmVMStDXfG05kRxfdTLlY2pdJXFct9WFy%2be9LK6J4myXFm/Aopd0mlk4J1ES8bxa2mKYGTUwqF9aZzd7%2bQ%2bAeDFi1m8%2bGi20MjJMxe9fPRSFa89nsmj5yXeHklh0/p4Nm8M5d6DKVw/nEupV2ytdgLV2SpxkHGysqajVYvQ%2bEtMLjNzbl4B%2b7pLZBQq2T%2b3kuurO/ng2ABfnxUdEA34/vJKAWQVPLEZfrUdnt7OD4%2bLFlyXEVhURJaIoCNFRV6eTkxaFHllKjYeaGf/kTqG%2buLon5XAlpFEDm1Wc1iicV1mLE8dSePz814%2buJDBt8dL%2bPT%2bfEYWqJkzI4mmKjFPubIR4ibj58y4m1XLUhnfkMzGZbEsG9QzOmjkpet5vHolkz9eyubp83Y%2bfbGaV2/m8uz1TGGFhV3jao6MJ0gwSuPQmhTOrBXfvcHL7uVOds/LwKWJIFp0YF93NtcGK3lstIOn13dxaFYx8wpEYNsyeHljC1%2bd6udrEcWPDs3nxe29PLy%2bm%2bd29/HuGRmRK0vZ15aGNi6ElMQIsrPiMLsDSBfB27Aqn3v3ZnH5hJO1q3WMr1dzcYeRZzZ42L7MyNKliRxuN/P%2bLi9IPvjbeAFbl%2bu5eaWQE0c94nXEgEmT/FyS9Lo741kwM5JtG5I4v9tBe2EC3fVxrFyo4qHDLq7uTeaxE1bevFnIYxfKuXqylPsOFPP0uSr%2b8EQtf71cxtu7y3j%2bcjNX%2b3N5oqOEA50ForTB3D9cyVNrmtje4GK42MqKKjdbGyVDNLvFEzSIFqzgizOLeX60hoOtAmZ3Ho%2bPtvLKjlm8fWge25vSZHVNx2vXUidGxy009uQEcHDQyxP7yzmx18yy%2bbH88mgqZ8aSODykZtPyGIaWquhvjuLYGi1PrbOzsiGR%2bvooblyr5Pj%2bHGKj70AXNQm/VDEGbr3YypSJHBgzcHKrmbaSKEzi/uxZkyktD2FsUSI7VsdxZrOVjaMmCUAuzm/O4f49eTxzqYTfX8hiebskv115nO1M48W%2bRq4tqqPZoeLZja08v7GdK/1VnJ5VyuleiaZ9NTzSV8Eb473cfmAT/760jNfWV3OsM4u1tR4uD8hz29r58swijs3NQxXuL9Y5mr4lKuYtTqS/38CF8Tru31rIlaMu5rTEs28olT/eSOf4Xp2s5FTula113/4Qrh4SZuw0iGeJYOFwGKuXp7J6iVU06m7KcqLxs0dOJXna3VjEWfX0RDCjKxB3wRRyy8RyFgUJ3abjdk5m%2baBQSj5497iZSnGI24dMPLQjnesHxXicyWRIutBUE8GuHguvr5jByZYcxmrs/GFnL%2b8fXMSH%2bxbxwfZ5fLh9Pp/uH%2bSdHfP5YM8C2QBbRPGX8%2bm%2bWfx6SR0nOgo42VPAE4MlfHu6j/NDZRSZVVzqK%2bSQWNolKyMkecZyYm0xewbN7FyRTpk3Hm3UNC5uz%2bKPDxfx2%2bMZPHYsgWuHI/j1WQ2vXXHx3OlkyS4aTo4lsnGpkfltOvZJM/1MsVPQBN9Bql4SYNE0GjoC6JwrgWhmCLVNMVSIN2hqnsbhDUZeFl04uyUdk2kCQ3PVvH21lGfvzaS2Noz8ojABy1/WaASPLW7m8YEmtjR4eGVrN58eGeabk6N8e2Yd351dx1cnVvH21tl8fnQJP9xUABjhh0sr%2bPLEIJ/tnceXR/v5Stwi11ZybWkl%2b2Zk89f%2bGh6dbRcGJjIunuXw0lSq08NJjJlCXOhkpk/%2bXz6/f2xFGt11IRzbqOKx43Fc2BnP9S0O/i3J9fn9Lt644ObZ%2bxyc2uaksywevziNfIAUbxL/X1sWwjIRj/Gdet8XkgsXizmq9mfBvDCeOJDGxdVOeksSKS4OJTMviP65CaxdrsOTH0BmUShZxRHEJ9zBqND4rV0LWCQu7ldrWvns6FK%2buXcNt86vk/Mq3hUWvCcMuHVJdv8jO/heVuP3Mga3H94iXmAz31%2bR18qa5NoKHhYmvLqukY8H6/mDdP3ps4VsnGvAqp4qnn4CqojJhEy7kyyrzPsOO6vmSYcXmrhx2MC9W6OozwmkWBLptU1pLGiM4PruFF47J7om4zyrRoWfKll2tiYIq2o6Vu10iZ%2bhdLfF43H5UyFRsmVGJIOLwtkwoCI3OQh1yERshikkJ06SqBsguV30wzmd4pow2iUVur2B4rQieG7TbNbWuLk0UMYHB/v4%2b1Hx%2bkeHeW/3Av732i7%2ba%2bMsvhVAfnhwq1jhDfz71GK%2bPrVUAJEV%2bNgOeXyTgDLEowOFvD1Sz5tDNYx1Gzmy2UlLRbSErLsJl10eHzFJPP0vGOty8OzZbJ67x8pHl7N4/3oOT29ziCZpqEmPwhA3lfKcUJ4/5uGLm9X8/Uox754tx8/sjZGgMBldwESxrf7olCN6isyUFKqbSnudih0rdGwfScIiYEUF34VO%2bZIhfiL2uEkUSZbobYhn3Xods0cSaF%2bYJDk9DLesLSXlHZmVy%2bvbunlj1xz%2bsnsOb%2b5YyK9FI853F/Hq2hn8VR5/Y6yVb44slFXVydcnh/nhqmQBYcXHx%2beJre3g63vmcU78ic0xidzCAKrqw8n0RBIReBexoRPlnsSD2KLF48v%2bH8/mqY3Zoi8VPLnRw18uZPLgQTNb%2bxJ4YtzN19dr%2beS%2bKv55uZbPr9Tj53ZGYIwSIQwXLYibgkETiDE5mNjpd6IOnsRgXSQHZEVeHNZR7Q0iTjVBIqjsYsd07IlT2bXaxNMn0nnznIfRNUnUdMaxfIHs5X4ra9tS2Nyazms7u3h150yujrRydqCRe%2bY3sKohl11tuRzqLeTJdZ0y8yv4656Z/GFNHV8cXSCjskiAa%2bG9Q7N4YKeDSxcN5OcEYbEEUVIeQVLsZOLDp0rekGZETsZrCCF02l1UulQUmKLJ00aydbY4WNGst27m8PsrZt45m85z23N542AlH5%2bu54NTtfhlaKajD1H%2bUjPZ99caY1KADwCdiEu0/924EqdwYG44e%2bfFs75TL6IzGXeGP0XFAeTmRLJ3iYVvd9fz8tFs9u5OpU5c2opZRv50o5JTotCr6538bryb5dUu3Anh9BVK6mwr5Hh7CZdmV3Gxu4zHlzTz3IZunhqbweMjNaIRHXx6fC73Cf2vjLlZNidQ9r2GAbmH1MRQ3OYQX%2bfV0UHoJHKn6cNx6kOJC5tIWOAECT53EiX3maoJxhgdwJFhGY8DXu5fY6MkJYwXttWKy%2bzh5BIXflmmYHLEGxemBJKuDxILG4Ba5iUpcgJJ4ROIDriL6tzprG4NpsQViN4wWQxFMOU1k2mpS%2bDQYjuvjRXy4NpMTo2nM7bMzMAcnYhQPrsG0qh2JrKpM4/5hans6SrgaKt0fFUvL8oovLV7ER%2bLLvz1yGJeXtPO6twUDvXk8PE94gq3tjHY6uTU9lRGpQGj/XEckZ9PbE2lJT%2bOWEmaiVH%2bvjFIkiJjQqcIKJMlhU4kUlKeUepwGcMJm34HqjB/UuMC0IZPIyF8Em0FSezt9TBck4xfoTWUxY1G8fHheGwhJCVMQW8M8/0RQxs5CYd1KmlZwdQU%2b1Mpau/KDKZPktbS4XgG%2bxNZtCCOtZsMPLQmh0/2tPHMxkJWN0uaHHCypstOZnIEVWka9vUW8cKOeby4eibvrFzIF8fX849LY/zr5na%2bvn8TX%2b8Z4LXNPdwzN5/fbG5lx6xsBofz2H24in0SbI5uTeTKSRsPnrIzMlsjzYqW4ifJMUGKn0xkiDQseprowd0kijAeHDIzpyqesKl3oI8LJk60Sx8bgF4bRKJsvrDoiZJcp%2bB3ZWc%2b1e4o2guicJtE5eMnkSjeIF4oFiPoauMnk2ycgqswlMCIO0lLmc7aARG83jhmNsdSKSuxu19i8nwr747n8/vDxTw46uHgUjfblzjoq0rBGBvMCvEED69qkb3eyOMLW/j70gXc2iqrb/co/96xjK/EE3x%2b33Je2dXD3u4cuhqdzF2UQ55Xcv9cG5cOpfHwGTfXjtv53YPZrJlnEiurfCMd5dOCEJn/MP/JkvAmY4oP5PS6DK7tslOcHoM2OljYPEnGezoqlax9Ee940a8ElWSB/kY99oTp5NqDSRE2pDhCUcdMIjl%2bCklRIooxAZh1Qn3xCoW2KJa2m5jfneT7%2b31%2bRgS9nYmMLDL6vhfYUy/UH3LxsOTxp7dkcmC9lXsW5lFoiqU4TcvjG7r49boZPvEbLHAwXuXh%2bsxy/rhxBn87Pp%2b/nVzEhaV19EjqW9dvZoNoSH%2b1iso0Na2lGh466eH0VhOLOo30NBmxaaMxJ0SQLJG7OC%2beTSOpvvFTfi6qiqOlKxmPPQaLKkyaOUF8w12EBtzpM0/RAki0sMbv5j7JzruzqC1PRGOUOZEjTZhgE0%2bgCldc1iQ0YjNVQVPYNsfN1Y1ZLJmvo3%2bRlYZGuegGFz1Vama3J/j%2bmFkuBum4iM7xQRtDiyK5vLSI8RYv%2bphAVrQU8PLeRbyys49zA/Xs6sjh0ZFGicYL%2bdeFYZ7c1MGCEjsPjRbx4cNe9izV89wZL5vnGGkqM7B0sYXNIzaq85JoqdKzQUBqLIiloVbPge3CkOtuTsja23KoiGFJphv21MqKtlHqUpNhCGdJTwoza5N8WyMqRPlW%2bE78%2bK9GnjjlxSkGSKv3x5AqxbsjSYhWXqSo6l0%2bpOJlS4RM%2bDkm8QhlJSHMW6BhUZ%2bBkSGrMCFMMnsYK%2baaObMnmyMbRRC3prF%2b1MKNDT3cWFzG3Jxk7OpYBmT9XRnp4NmxWTy/fRZvSk546%2bhiHt0yi54iC4%2bsrBSVrmOtFN1bo2Nlt02itpv57SpamvWyCZJprU5idJaFPz3u5Y3n0ti8Il7scSo3Jf9v3mdhbH8Bu%2b5pZbkAWZaj5YnzFRzfLPfTJ6t5gQW1uMdwqStC%2bULk5fstfPachbMSebOyxM%2b7Y0gxRxKlaECYqKpQJV4CU4x4ArPMjTt5OkVZ4VSViW40R9PWEMO8GUbJEoFs6ZPQcbSSpfM0jM03MNDfylP37OSJ5VVcHapkuNTmo2O%2bVUtrjp15MgIDtZn0FKdJ8Q6uDxbz7dkFPHJ2P61lDhGxODqK1cxqE3u7Rs%2b%2bbakS1w3sW6Vj1fxEieUG3ns1S15vwRB/N13VOk4fd7FgoVqA6CAzLZYci4SiIxW%2bv2InhwehCp0qIin1CLMjlO8E//myl09/l8bt1z2ckw9XRwWIoPyCoKm/IDZsCqrIKcKECb4Xp6gDfS4xSbaDSoTHY4oUdxhMgUdDeXYc57emc3NrJsU5ceiSo6iobuXF53/HjZUdPLWyjoeX1bOzLYdqi4osmd9yq4q%2bEgtbWzy8sKGZT3a38M1LV/jlb39LedZnw/EAABK1SURBVGEGwzPUrBxIYHSlmg0S1bdvS%2bbaQQMvnbFw79pklvUmc3mvk7%2b/WMqcOg1p6gjmNVtYNWCTFW3Bpg4izx7HktlJbFhi4t6xIrJTRTRla8SFiQYE3YXfrdfL%2beGtMj5/wcM3r%2bVQ4QljyuSfExEqRQdOFPoLXQLu9gWOyBDli86JTJ3yC5oz1dS5Epkw8edkOiV17apkqDuTwiy7CKaZ8GgtOQXV/PHPf%2beZB67ywEAlv1nXwa9G23hMfP0jAyW8sLqat7e38fGBHt7ZXMc71w6g/NsyvgtLWjYN9V6W90u2F40a35LM4OIYto9quLZDPP5aKwvr4zk7lsOle3JEhxKYUWgUA%2bdPclIgNaVaMs3RUo%2bW/HR/VvVrWNCUQqLUoI350Q/YkoLxGx8x8o%2bXKvn7r4v48pUSnrqShVOERSfGKFwACJl%2bt7x4mhiMSYT734lHPEKcaIPLGC3rMpTwKNELtR61zkpQpIGIWCPqZBtxCUbM9hx%2b89zr/PXTb3nu/tM8OVzB79a28MpYJ29s6%2bFP2yUjjLdKJqjmLzfv8RX/wkv/m9KqNnKKasjIrSQhySxs8LBxYw6jI1qObzXQ2yJaMlfHyd1Wesu1dM5wkaf8BTo%2bhExZm4WZWnLT4qT7iXjNcXK/Mr5ihByJolXueKyaEKrLzDI2/vj1zIuisSmSnpnxNLQmsGrIQKkEoPjEaTIGP/fZSsVyKn%2b6josOx6iNR50QT0RMEvFqM0mGNDQpGai0acRr5ENT3WgNThJ1dhK1Dk6ff4R3P/iaDwWE1x46y6%2bWVfP8aDMvb2yTVFjPSwLIe8/e8BX/739/zdKRMfLKWiisaqGougWVLpXYxFRS7VmUlxcwND%2bbpqY4du5M4Q/PlzHQoaVMZt2kiZCRFdPmiGVGnYtyr4ocWwxVBXqc5lCKMmLpmKFneL2NBQNmRsfL8Xji8Tt%2bxk5udTglorA1XakYnSE4M6WricFERUShStCSpJVCpSC13kGiXgpLlqKNGWhNWeIbckm2eFFL0Y6MQszOPJLNWRgs2UQnmFm1fj8ffnyLN//yGZ98eZu3njjPs6IHv1vdJBlhIR%2b99hw/8OO/Rx59gsqGHiobe2WPt1Nc3YHRminOLRVbWp4wqoBURyG29HwKS3Pp6shj8QIv/Z1WdLFRItSSULXBtFYZmFmlI8cQRnepmeqsJBoqNMycq8eVHsDCFQ4BIJ/GTid%2bW0dtNBRHU5AeTnGzpLnZBkE7UkbAgd7sQWdyo5Euaw0uNMkuKdSNLjULo9yM1V2G0ZZHXKKFaJURbYpLVmiRzG%2bR3HiuAGChb/F6Pvr4e95691%2b8%2b/5nfPbZx7x0aCW/FRZ89u5/8dk/PuSbr/7hA2DZyjHpeoeAMIuS6k7ySptkFBpItWT5PteeXohDDrN8vsleSIpN7iGjROx5Ka6MPOw2O3aD2GQR51m1skar9RR6RDsazcyr0aAOm0ZVdRyrlus5uLfQt2L9sovjqCiPJT1FTFDiZJy50SSnCOUc%2bVKoB60PBA/JpkzpbA4GWz4WV7F0oUxupJik5HTi1DbitTZiNXZhQy4p9nxhQK5vLPoXr%2bPt977k7Xe%2b4G8ffciX337Lnx%2b9LJlhNrduf8snH/6Z27e%2b4tXfv0Zt02wZv268%2bfXkFjdJYeUCZBZ2uY4rqwant0KuW0qqUwFZwMgoxS6Hw1MueaUKd04d%2baUtVDV0MmewjINn29mws42%2bNh0v3qhg46CdrWvN3HfCwnNni/nioRb8dq3LorhGJUcCNrMoqFnjK8IsFzBYFXrn%2bDqebM6WwvJ8Xbd7KwX5MnSWTCnaRqKww5VdQ3pugzxXJTdYLB0qEnA80tXt/Pntf/L2u3/n44//xtff/ptXLpzgV%2bOSA374ng/ff1N6f5tjJy9TUD6D4qou0jIrfYdybb2Mk1Ouly7FpWVWS8EV0gABwVGMNa3U95xbru3KqRHgGskv66CudREdc3vZcqyJvuE0cnKDmNUZzzOXSvnlxXxuHPPwx4sivJdr8Hv6TBHrVxqpnKGjoD6StFyTCFuGFCpFOAuk6AJ0UrxeZtriLhWka3AI2mZ3ibAj0/faWI2T9LwGMgqaccjNKCBYBCidKYede87yznuf89577/HxJ1/xyadf88m7b/HJ%2b%2b/x%2bRf/4J23Xuf7775l%2beqdFFR0kV/eiSevXj6jAqt01p5R7uuwO1sBQK7tqfQ1wZxW4jsrjynAewqbySlpI6uwhfr2BZTXddLWnkX7nFjmjaiZv8zFldMNfPDLel5/sJZnLuTxp0fq8bvvVCZv/KaAsS02Miv0Ms9yJFlweMtIFRAUtFNEeHQCgF0unp7XiDu/yXdzybZcYUkBCckZ8vpqskraSS9okjFSCqiWGS3ixOmbfPkNvPmnt/nrh5/zt79/Jp2/9ZPqf8Wt72U7/PENoe1c6X4vuaXtsv7qsXmk0%2bnl0uEq3z0oALik2P8wQDkUMDLkfrKKWqX4dnmvuD8BIL%2bsjbK6LuYOZLF6q5kFywxs2OZlx%2bFmzhwt5tXH2riwM41nzlTg9%2bxvSnjrhQr6ZiaQYNBJGPLITFsF3RLsmVWyEaqwCc0SjV7f3GcLxdIFbeU5k4hRqoyC3lGAWW4sv7ILb1GLsKgepzDF4i7n/KVHfcX%2b47N/8fs/vMWHH34kM/8dPwgIt29/73vu5Omr5JR2yurrIbu4TWa5HqsUb5XumxyK2Jb7HnMKALb0SmlIsYxZiY%2bNmdL1nIoZFFT3kCXvzRMQyut6REy7JA02ML7bS0tDLNU1WrplHOasLeLi2SYurkmj0B4hafCxEm5cykUj7ik6XkOCrDtlhRlFyJxZ1biFju78BpIEAJOzkDwp0iNF2mUeLXKDzpxaKb6cVLnh/OpuMsvacQsL3EJLl3Ttwv1P%2bdbcd99%2bx3%2b9/gHvv/%2bx/PbDjywQDfjyq29Yumq37%2baVEVC66cyqle6XCQhlJIsOOX%2biuXJOlc4ni/pb0it8jCupnUVp/RyK5Zwtv5fWzqSwopOimm5h1UyGV3gZWmWlZb6XsUN1HLos4exSOydWpJFtFABa2/XMa1VjSI6TXW8VR%2bcUY%2bMhTWZZASC9qBlPSSsaEUKDiGC2MqPKTYooKaOgMMKRXYtJ5jG/RrpQ3uF7fYaAkJHXxJXrz/oA%2bP6770UIv5A1%2bJVP9H7s/m3%2b/JePaO4e9nUur0w%2bW95nUeZcRsAsYpoiDHDJtRQAlDEzSGNSZAvkyHWLKrvFL/QI3Wf7flberxwFlTOobpsnwj6b3tkljB8tpWtJDuWicfc%2b1MrVh/u4ubuIQ0uy8du3Jp2nD5fiTTMQJ4pusuWI8MmOldVjz64mo7gFb2kbSamZPwEwgyy5iFeKzJJu/weAFOlMrjAgS9BXaOmVMVG6%2bcDDv5NZl1Jv3eKjv33F1//%2b9v8D4Mlnfi%2bGZ6aI3wwyi1uFcQ3CrEphmF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Next Monday November 2nd at 5pm CET we will host a 30-minute community call to update you on exciting progress and to show you what we’ll be working towards in the coming months.","image":{"type":"image","mimeType":"image/png","src":"/threefold/assets/static/nov2020communitycall.4250cd3.75ca751dec568d07fc0a304ed53ca479.png","size":{"width":800,"height":400},"sizes":"(max-width: 800px) 100vw, 800px","srcset":["/threefold/assets/static/nov2020communitycall.1b91758.75ca751dec568d07fc0a304ed53ca479.png 480w","/threefold/assets/static/nov2020communitycall.4250cd3.75ca751dec568d07fc0a304ed53ca479.png 800w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 800 400' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-fd118b8595744785b953157df830fe1c'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-fd118b8595744785b953157df830fe1c)' 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Find the link to the full update within!","image":{"type":"image","mimeType":"image/png","src":"/threefold/assets/static/oct2020communityupdate.4250cd3.7ed1eff5d0d9ee020741dfd97525a0b7.png","size":{"width":800,"height":400},"sizes":"(max-width: 800px) 100vw, 800px","srcset":["/threefold/assets/static/oct2020communityupdate.1b91758.7ed1eff5d0d9ee020741dfd97525a0b7.png 480w","/threefold/assets/static/oct2020communityupdate.4250cd3.7ed1eff5d0d9ee020741dfd97525a0b7.png 800w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 800 400' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-ba084079cdc1d4da625e3b49ffe5d19f'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-ba084079cdc1d4da625e3b49ffe5d19f)' width='800' height='400' 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qWRLI84kolCD24ws5f78nh8wtFPHN/NqekibuWqlnQrCZWEmfw1J%2bTFDGBMmckqfHTiPCfgF%2b1ZOoRKWxoOIlyyd/rl6nYNl/DfbusPPqAh6On7Ww/nMLOnYls3aqSmUri7FkX6waM2MWYGAw/Y//aWLYt1VHoCWVJl561C8xyQZl5AUAfH87BWXm8vXcGb%2b/v4SMFAOn4d/cN8/15OS4s5dbVVdx6YJRb1%2bV8fSW3ri3ju4uLBYQhLvUXYdXFkWZQUV5plASYQnmPmKZmjcx5Gcs3pJEqEbdX8slzhzJ4YpGLP23N5NcXXKwUsb53k5PCtDBf94On/AxtzCQyU4JRh08mKkgA6JkdzZl7M9i50UxtWbB49ABObzGwfTSOeZ3S7aMOjgsLju1QsXtrksy%2bJMB%2bNdUZEaxdrJEjhaMb9Fwc99JRnERMxM9IiFE%2bfApRInyG%2bDDO9hXw9r5uKX4On57s58vTg3x/cYTbl1dx%2b8oqfnhgPbcf2sDtm%2bu4dXOU2zdWcOvykI8FlwbLZMVGkaKKkvxhoqorhY4lbvKbdPQMuhhaYWTnSh3zZERXt2kJvvsuDkkDNs6JJ8cezssPlLFeVqT/pP%2bJ/8SfYU4OwCmROybkLnGXIoKrlqZw%2bEQWDzxSwG8fKOfKuJMnBckT%2b/Ts25nAPUd1PH7FyfXTFgFCBO%2bYmbUj0WxdGc%2bVU0auHMmhvTie9OTptFXIzBZMJ8PrL/PvT0jAFNzaMH65qoq39s7k76eW8O3VUSlsLbfvXyPFj/LDjfX88NBmbj%2byiVsPj8l5PbceHOX7azIaD6zggWWVZJnVpFs0ZGWpySgQv1Kvp21uOqNba%2bgV0b66xcmVMStDXfG05kRxfdTLlY2pdJXFct9WFy%2be9LK6J4myXFm/Aopd0mlk4J1ES8bxa2mKYGTUwqF9aZzd7%2bQ%2bAeDFi1m8%2bGi20MjJMxe9fPRSFa89nsmj5yXeHklh0/p4Nm8M5d6DKVw/nEupV2ytdgLV2SpxkHGysqajVYvQ%2bEtMLjNzbl4B%2b7pLZBQq2T%2b3kuurO/ng2ABfnxUdEA34/vJKAWQVPLEZfrUdnt7OD4%2bLFlyXEVhURJaIoCNFRV6eTkxaFHllKjYeaGf/kTqG%2buLon5XAlpFEDm1Wc1iicV1mLE8dSePz814%2buJDBt8dL%2bPT%2bfEYWqJkzI4mmKjFPubIR4ibj58y4m1XLUhnfkMzGZbEsG9QzOmjkpet5vHolkz9eyubp83Y%2bfbGaV2/m8uz1TGGFhV3jao6MJ0gwSuPQmhTOrBXfvcHL7uVOds/LwKWJIFp0YF93NtcGK3lstIOn13dxaFYx8wpEYNsyeHljC1%2bd6udrEcWPDs3nxe29PLy%2bm%2bd29/HuGRmRK0vZ15aGNi6ElMQIsrPiMLsDSBfB27Aqn3v3ZnH5hJO1q3WMr1dzcYeRZzZ42L7MyNKliRxuN/P%2bLi9IPvjbeAFbl%2bu5eaWQE0c94nXEgEmT/FyS9Lo741kwM5JtG5I4v9tBe2EC3fVxrFyo4qHDLq7uTeaxE1bevFnIYxfKuXqylPsOFPP0uSr%2b8EQtf71cxtu7y3j%2bcjNX%2b3N5oqOEA50ForTB3D9cyVNrmtje4GK42MqKKjdbGyVDNLvFEzSIFqzgizOLeX60hoOtAmZ3Ho%2bPtvLKjlm8fWge25vSZHVNx2vXUidGxy009uQEcHDQyxP7yzmx18yy%2bbH88mgqZ8aSODykZtPyGIaWquhvjuLYGi1PrbOzsiGR%2bvooblyr5Pj%2bHGKj70AXNQm/VDEGbr3YypSJHBgzcHKrmbaSKEzi/uxZkyktD2FsUSI7VsdxZrOVjaMmCUAuzm/O4f49eTxzqYTfX8hiebskv115nO1M48W%2bRq4tqqPZoeLZja08v7GdK/1VnJ5VyuleiaZ9NTzSV8Eb473cfmAT/760jNfWV3OsM4u1tR4uD8hz29r58swijs3NQxXuL9Y5mr4lKuYtTqS/38CF8Tru31rIlaMu5rTEs28olT/eSOf4Xp2s5FTula113/4Qrh4SZuw0iGeJYOFwGKuXp7J6iVU06m7KcqLxs0dOJXna3VjEWfX0RDCjKxB3wRRyy8RyFgUJ3abjdk5m%2baBQSj5497iZSnGI24dMPLQjnesHxXicyWRIutBUE8GuHguvr5jByZYcxmrs/GFnL%2b8fXMSH%2bxbxwfZ5fLh9Pp/uH%2bSdHfP5YM8C2QBbRPGX8%2bm%2bWfx6SR0nOgo42VPAE4MlfHu6j/NDZRSZVVzqK%2bSQWNolKyMkecZyYm0xewbN7FyRTpk3Hm3UNC5uz%2bKPDxfx2%2bMZPHYsgWuHI/j1WQ2vXXHx3OlkyS4aTo4lsnGpkfltOvZJM/1MsVPQBN9Bql4SYNE0GjoC6JwrgWhmCLVNMVSIN2hqnsbhDUZeFl04uyUdk2kCQ3PVvH21lGfvzaS2Noz8ojABy1/WaASPLW7m8YEmtjR4eGVrN58eGeabk6N8e2Yd351dx1cnVvH21tl8fnQJP9xUABjhh0sr%2bPLEIJ/tnceXR/v5Stwi11ZybWkl%2b2Zk89f%2bGh6dbRcGJjIunuXw0lSq08NJjJlCXOhkpk/%2bXz6/f2xFGt11IRzbqOKx43Fc2BnP9S0O/i3J9fn9Lt644ObZ%2bxyc2uaksywevziNfIAUbxL/X1sWwjIRj/Gdet8XkgsXizmq9mfBvDCeOJDGxdVOeksSKS4OJTMviP65CaxdrsOTH0BmUShZxRHEJ9zBqND4rV0LWCQu7ldrWvns6FK%2buXcNt86vk/Mq3hUWvCcMuHVJdv8jO/heVuP3Mga3H94iXmAz31%2bR18qa5NoKHhYmvLqukY8H6/mDdP3ps4VsnGvAqp4qnn4CqojJhEy7kyyrzPsOO6vmSYcXmrhx2MC9W6OozwmkWBLptU1pLGiM4PruFF47J7om4zyrRoWfKll2tiYIq2o6Vu10iZ%2bhdLfF43H5UyFRsmVGJIOLwtkwoCI3OQh1yERshikkJ06SqBsguV30wzmd4pow2iUVur2B4rQieG7TbNbWuLk0UMYHB/v4%2b1Hx%2bkeHeW/3Av732i7%2ba%2bMsvhVAfnhwq1jhDfz71GK%2bPrVUAJEV%2bNgOeXyTgDLEowOFvD1Sz5tDNYx1Gzmy2UlLRbSErLsJl10eHzFJPP0vGOty8OzZbJ67x8pHl7N4/3oOT29ziCZpqEmPwhA3lfKcUJ4/5uGLm9X8/Uox754tx8/sjZGgMBldwESxrf7olCN6isyUFKqbSnudih0rdGwfScIiYEUF34VO%2bZIhfiL2uEkUSZbobYhn3Xods0cSaF%2bYJDk9DLesLSXlHZmVy%2bvbunlj1xz%2bsnsOb%2b5YyK9FI853F/Hq2hn8VR5/Y6yVb44slFXVydcnh/nhqmQBYcXHx%2beJre3g63vmcU78ic0xidzCAKrqw8n0RBIReBexoRPlnsSD2KLF48v%2bH8/mqY3Zoi8VPLnRw18uZPLgQTNb%2bxJ4YtzN19dr%2beS%2bKv55uZbPr9Tj53ZGYIwSIQwXLYibgkETiDE5mNjpd6IOnsRgXSQHZEVeHNZR7Q0iTjVBIqjsYsd07IlT2bXaxNMn0nnznIfRNUnUdMaxfIHs5X4ra9tS2Nyazms7u3h150yujrRydqCRe%2bY3sKohl11tuRzqLeTJdZ0y8yv4656Z/GFNHV8cXSCjskiAa%2bG9Q7N4YKeDSxcN5OcEYbEEUVIeQVLsZOLDp0rekGZETsZrCCF02l1UulQUmKLJ00aydbY4WNGst27m8PsrZt45m85z23N542AlH5%2bu54NTtfhlaKajD1H%2bUjPZ99caY1KADwCdiEu0/924EqdwYG44e%2bfFs75TL6IzGXeGP0XFAeTmRLJ3iYVvd9fz8tFs9u5OpU5c2opZRv50o5JTotCr6538bryb5dUu3Anh9BVK6mwr5Hh7CZdmV3Gxu4zHlzTz3IZunhqbweMjNaIRHXx6fC73Cf2vjLlZNidQ9r2GAbmH1MRQ3OYQX%2bfV0UHoJHKn6cNx6kOJC5tIWOAECT53EiX3maoJxhgdwJFhGY8DXu5fY6MkJYwXttWKy%2bzh5BIXflmmYHLEGxemBJKuDxILG4Ba5iUpcgJJ4ROIDriL6tzprG4NpsQViN4wWQxFMOU1k2mpS%2bDQYjuvjRXy4NpMTo2nM7bMzMAcnYhQPrsG0qh2JrKpM4/5hans6SrgaKt0fFUvL8oovLV7ER%2bLLvz1yGJeXtPO6twUDvXk8PE94gq3tjHY6uTU9lRGpQGj/XEckZ9PbE2lJT%2bOWEmaiVH%2bvjFIkiJjQqcIKJMlhU4kUlKeUepwGcMJm34HqjB/UuMC0IZPIyF8Em0FSezt9TBck4xfoTWUxY1G8fHheGwhJCVMQW8M8/0RQxs5CYd1KmlZwdQU%2b1Mpau/KDKZPktbS4XgG%2bxNZtCCOtZsMPLQmh0/2tPHMxkJWN0uaHHCypstOZnIEVWka9vUW8cKOeby4eibvrFzIF8fX849LY/zr5na%2bvn8TX%2b8Z4LXNPdwzN5/fbG5lx6xsBofz2H24in0SbI5uTeTKSRsPnrIzMlsjzYqW4ifJMUGKn0xkiDQseprowd0kijAeHDIzpyqesKl3oI8LJk60Sx8bgF4bRKJsvrDoiZJcp%2bB3ZWc%2b1e4o2guicJtE5eMnkSjeIF4oFiPoauMnk2ycgqswlMCIO0lLmc7aARG83jhmNsdSKSuxu19i8nwr747n8/vDxTw46uHgUjfblzjoq0rBGBvMCvEED69qkb3eyOMLW/j70gXc2iqrb/co/96xjK/EE3x%2b33Je2dXD3u4cuhqdzF2UQ55Xcv9cG5cOpfHwGTfXjtv53YPZrJlnEiurfCMd5dOCEJn/MP/JkvAmY4oP5PS6DK7tslOcHoM2OljYPEnGezoqlax9Ee940a8ElWSB/kY99oTp5NqDSRE2pDhCUcdMIjl%2bCklRIooxAZh1Qn3xCoW2KJa2m5jfneT7%2b31%2bRgS9nYmMLDL6vhfYUy/UH3LxsOTxp7dkcmC9lXsW5lFoiqU4TcvjG7r49boZPvEbLHAwXuXh%2bsxy/rhxBn87Pp%2b/nVzEhaV19EjqW9dvZoNoSH%2b1iso0Na2lGh466eH0VhOLOo30NBmxaaMxJ0SQLJG7OC%2beTSOpvvFTfi6qiqOlKxmPPQaLKkyaOUF8w12EBtzpM0/RAki0sMbv5j7JzruzqC1PRGOUOZEjTZhgE0%2bgCldc1iQ0YjNVQVPYNsfN1Y1ZLJmvo3%2bRlYZGuegGFz1Vama3J/j%2bmFkuBum4iM7xQRtDiyK5vLSI8RYv%2bphAVrQU8PLeRbyys49zA/Xs6sjh0ZFGicYL%2bdeFYZ7c1MGCEjsPjRbx4cNe9izV89wZL5vnGGkqM7B0sYXNIzaq85JoqdKzQUBqLIiloVbPge3CkOtuTsja23KoiGFJphv21MqKtlHqUpNhCGdJTwoza5N8WyMqRPlW%2bE78%2bK9GnjjlxSkGSKv3x5AqxbsjSYhWXqSo6l0%2bpOJlS4RM%2bDkm8QhlJSHMW6BhUZ%2bBkSGrMCFMMnsYK%2baaObMnmyMbRRC3prF%2b1MKNDT3cWFzG3Jxk7OpYBmT9XRnp4NmxWTy/fRZvSk546%2bhiHt0yi54iC4%2bsrBSVrmOtFN1bo2Nlt02itpv57SpamvWyCZJprU5idJaFPz3u5Y3n0ti8Il7scSo3Jf9v3mdhbH8Bu%2b5pZbkAWZaj5YnzFRzfLPfTJ6t5gQW1uMdwqStC%2bULk5fstfPachbMSebOyxM%2b7Y0gxRxKlaECYqKpQJV4CU4x4ArPMjTt5OkVZ4VSViW40R9PWEMO8GUbJEoFs6ZPQcbSSpfM0jM03MNDfylP37OSJ5VVcHapkuNTmo2O%2bVUtrjp15MgIDtZn0FKdJ8Q6uDxbz7dkFPHJ2P61lDhGxODqK1cxqE3u7Rs%2b%2bbakS1w3sW6Vj1fxEieUG3ns1S15vwRB/N13VOk4fd7FgoVqA6CAzLZYci4SiIxW%2bv2InhwehCp0qIin1CLMjlO8E//myl09/l8bt1z2ckw9XRwWIoPyCoKm/IDZsCqrIKcKECb4Xp6gDfS4xSbaDSoTHY4oUdxhMgUdDeXYc57emc3NrJsU5ceiSo6iobuXF53/HjZUdPLWyjoeX1bOzLYdqi4osmd9yq4q%2bEgtbWzy8sKGZT3a38M1LV/jlb39LedZnw/EAABK1SURBVGEGwzPUrBxIYHSlmg0S1bdvS%2bbaQQMvnbFw79pklvUmc3mvk7%2b/WMqcOg1p6gjmNVtYNWCTFW3Bpg4izx7HktlJbFhi4t6xIrJTRTRla8SFiQYE3YXfrdfL%2beGtMj5/wcM3r%2bVQ4QljyuSfExEqRQdOFPoLXQLu9gWOyBDli86JTJ3yC5oz1dS5Epkw8edkOiV17apkqDuTwiy7CKaZ8GgtOQXV/PHPf%2beZB67ywEAlv1nXwa9G23hMfP0jAyW8sLqat7e38fGBHt7ZXMc71w6g/NsyvgtLWjYN9V6W90u2F40a35LM4OIYto9quLZDPP5aKwvr4zk7lsOle3JEhxKYUWgUA%2bdPclIgNaVaMs3RUo%2bW/HR/VvVrWNCUQqLUoI350Q/YkoLxGx8x8o%2bXKvn7r4v48pUSnrqShVOERSfGKFwACJl%2bt7x4mhiMSYT734lHPEKcaIPLGC3rMpTwKNELtR61zkpQpIGIWCPqZBtxCUbM9hx%2b89zr/PXTb3nu/tM8OVzB79a28MpYJ29s6%2bFP2yUjjLdKJqjmLzfv8RX/wkv/m9KqNnKKasjIrSQhySxs8LBxYw6jI1qObzXQ2yJaMlfHyd1Wesu1dM5wkaf8BTo%2bhExZm4WZWnLT4qT7iXjNcXK/Mr5ihByJolXueKyaEKrLzDI2/vj1zIuisSmSnpnxNLQmsGrIQKkEoPjEaTIGP/fZSsVyKn%2b6josOx6iNR50QT0RMEvFqM0mGNDQpGai0acRr5ENT3WgNThJ1dhK1Dk6ff4R3P/iaDwWE1x46y6%2bWVfP8aDMvb2yTVFjPSwLIe8/e8BX/739/zdKRMfLKWiisaqGougWVLpXYxFRS7VmUlxcwND%2bbpqY4du5M4Q/PlzHQoaVMZt2kiZCRFdPmiGVGnYtyr4ocWwxVBXqc5lCKMmLpmKFneL2NBQNmRsfL8Xji8Tt%2bxk5udTglorA1XakYnSE4M6WricFERUShStCSpJVCpSC13kGiXgpLlqKNGWhNWeIbckm2eFFL0Y6MQszOPJLNWRgs2UQnmFm1fj8ffnyLN//yGZ98eZu3njjPs6IHv1vdJBlhIR%2b99hw/8OO/Rx59gsqGHiobe2WPt1Nc3YHRminOLRVbWp4wqoBURyG29HwKS3Pp6shj8QIv/Z1WdLFRItSSULXBtFYZmFmlI8cQRnepmeqsJBoqNMycq8eVHsDCFQ4BIJ/GTid%2bW0dtNBRHU5AeTnGzpLnZBkE7UkbAgd7sQWdyo5Euaw0uNMkuKdSNLjULo9yM1V2G0ZZHXKKFaJURbYpLVmiRzG%2bR3HiuAGChb/F6Pvr4e95691%2b8%2b/5nfPbZx7x0aCW/FRZ89u5/8dk/PuSbr/7hA2DZyjHpeoeAMIuS6k7ySptkFBpItWT5PteeXohDDrN8vsleSIpN7iGjROx5Ka6MPOw2O3aD2GQR51m1skar9RR6RDsazcyr0aAOm0ZVdRyrlus5uLfQt2L9sovjqCiPJT1FTFDiZJy50SSnCOUc%2bVKoB60PBA/JpkzpbA4GWz4WV7F0oUxupJik5HTi1DbitTZiNXZhQy4p9nxhQK5vLPoXr%2bPt977k7Xe%2b4G8ffciX337Lnx%2b9LJlhNrduf8snH/6Z27e%2b4tXfv0Zt02wZv268%2bfXkFjdJYeUCZBZ2uY4rqwant0KuW0qqUwFZwMgoxS6Hw1MueaUKd04d%2baUtVDV0MmewjINn29mws42%2bNh0v3qhg46CdrWvN3HfCwnNni/nioRb8dq3LorhGJUcCNrMoqFnjK8IsFzBYFXrn%2bDqebM6WwvJ8Xbd7KwX5MnSWTCnaRqKww5VdQ3pugzxXJTdYLB0qEnA80tXt/Pntf/L2u3/n44//xtff/ptXLpzgV%2bOSA374ng/ff1N6f5tjJy9TUD6D4qou0jIrfYdybb2Mk1Ouly7FpWVWS8EV0gABwVGMNa3U95xbru3KqRHgGskv66CudREdc3vZcqyJvuE0cnKDmNUZzzOXSvnlxXxuHPPwx4sivJdr8Hv6TBHrVxqpnKGjoD6StFyTCFuGFCpFOAuk6AJ0UrxeZtriLhWka3AI2mZ3ibAj0/faWI2T9LwGMgqaccjNKCBYBCidKYede87yznuf89577/HxJ1/xyadf88m7b/HJ%2b%2b/x%2bRf/4J23Xuf7775l%2beqdFFR0kV/eiSevXj6jAqt01p5R7uuwO1sBQK7tqfQ1wZxW4jsrjynAewqbySlpI6uwhfr2BZTXddLWnkX7nFjmjaiZv8zFldMNfPDLel5/sJZnLuTxp0fq8bvvVCZv/KaAsS02Miv0Ms9yJFlweMtIFRAUtFNEeHQCgF0unp7XiDu/yXdzybZcYUkBCckZ8vpqskraSS9okjFSCqiWGS3ixOmbfPkNvPmnt/nrh5/zt79/Jp2/9ZPqf8Wt72U7/PENoe1c6X4vuaXtsv7qsXmk0%2bnl0uEq3z0oALik2P8wQDkUMDLkfrKKWqX4dnmvuD8BIL%2bsjbK6LuYOZLF6q5kFywxs2OZlx%2bFmzhwt5tXH2riwM41nzlTg9%2bxvSnjrhQr6ZiaQYNBJGPLITFsF3RLsmVWyEaqwCc0SjV7f3GcLxdIFbeU5k4hRqoyC3lGAWW4sv7ILb1GLsKgepzDF4i7n/KVHfcX%2b47N/8fs/vMWHH34kM/8dPwgIt29/73vu5Omr5JR2yurrIbu4TWa5HqsUb5XumxyK2Jb7HnMKALb0SmlIsYxZiY%2bNmdL1nIoZFFT3kCXvzRMQyut6REy7JA02ML7bS0tDLNU1WrplHOasLeLi2SYurkmj0B4hafCxEm5cykUj7ik6XkOCrDtlhRlFyJxZ1biFju78BpIEAJOzkDwp0iNF2mUeLXKDzpxaKb6cVLnh/OpuMsvacQsL3EJLl3Ttwv1P%2bdbcd99%2bx3%2b9/gHvv/%2bx/PbDjywQDfjyq29Yumq37%2baVEVC66cyqle6XCQhlJIsOOX%2biuXJOlc4ni/pb0it8jCupnUVp/RyK5Zwtv5fWzqSwopOimm5h1UyGV3gZWmWlZb6XsUN1HLos4exSOydWpJFtFABa2/XMa1VjSI6TXW8VR%2bcUY%2bMhTWZZASC9qBlPSSsaEUKDiGC2MqPKTYooKaOgMMKRXYtJ5jG/RrpQ3uF7fYaAkJHXxJXrz/oA%2bP6770UIv5A1%2bJVP9H7s/m3%2b/JePaO4e9nUur0w%2bW95nUeZcRsAsYpoiDHDJtRQAlDEzSGNSZAvkyHWLKrvFL/QI3Wf7flberxwFlTOobpsnwj6b3tkljB8tpWtJDuWicfc%2b1MrVh/u4ubuIQ0uy8du3Jp2nD5fiTTMQJ4pusuWI8MmOldVjz64mo7gFb2kbSamZPwEwgyy5iFeKzJJu/weAFOlMrjAgS9BXaOmVMVG6%2bcDDv5NZl1Jv3eKjv33F1//%2b9v8D4Mlnfi%2bGZ6aI3wwyi1uFcQ3CrEphmFBdRNjsKcMlI6UAYJWuG%2bXe3Ll1FMi2yJRreKUJeTI%2bRVXCvsJGMouayK3o8AHQ3D1I56wulo562TiaSXl1EAMiiPvWZbClN42OvET8Pn3Vy2%2bv5mO1WsR2ukiVuXYJ7a0y9xqhn7ugwQdAguIDFABk3nyHdDr7p2IVNigAZAvyPhAUIZONkC/PP/nMK/xLHKBC%2b88//5Jbt77/vwAozDhy74NkS/cV/ciQghT9SJMRsImmKE1Q9CdNPl/RFEULnMKCfCkws6CRDHncLmDlloguSRPSsmQl5tdR1jSHpu7FtPQOUtvcS0ObmfN7Kji4ysaiuZFsG7GyoCKZYnsSfl%2b/ncnpAzYiY1Nkzl2y7nJ9Hc2XeUyVPWuUDeAtbiYpxYtRvIFHOp4pxedKsdmVnT5w3HIzyghky3sKanvJkefTpJNFAsZvX3iTf331g6/or2XeFfFTDqEE//r6NqvGjgpTWnzzny573CGaooCgaIoyCsrcO6R4hY0OEd5sYWRuSYsYoypcAo5iyjJya0W3cnyrUWlYroCZJ00qrumivmMumZkpzO/Vs3m1h9WDJjYvs7K8yUhbkRY/PqlibCSd0CijmA6vb74URVdop9AryeCRixQRm2QVASrBIwVnSQdyK2b4RkDpmrL6lBvOkQsX1c2Ujrb7Cimpm8VLr36A6J8U/YMcChN%2bAkDO77z3T7rmraFQ3pdfNsPnJdKUfS9HqngOh2iQUrxT9ChNilSez5NrurIFGK8ikjKmYoON9mwR7zSfXtgEJGWUyupnU9U8h8auhXiy06nIjePBayXsOOBl74FSTmwp4fiqAvz%2b8NsyCopMxCTZBIBMn4FxKTeS%2b%2bMqStQ7pXgL4RJzFVq6FVEUEBTq/6d4ZSsooOUI5RUGKI8pN17RvIA/SQhS/inF/9j92z8BAE8//zblDfOlU72%2bHa50W9kcithZ5fMUEVZ%2bdwkjlblX5jtHLLLFXSA%2bowSzSwr2lMr9mQUAp8%2bCK8VXiKeob%2b%2bX4gckWM2ib/lMWppT2bXQwI0bbYxtL%2bbieDFPHp6B38CQQ8KOCKBOzqYM3%2bpxCxUVimeWtgoALsJi9BJ1Hb697Myr84GjgKQcSrFeuagyAsrsK2vSN8dy1LQv4o23/wPAfy/%2bFt%2bIFJy6/7ei2N0igr0%2bI%2bPMrPUpvu86UryyiXwGSDmLLuUI9T15snHsueIHSsQLiF2XJBoZrfeFNMWeK6uwSFZhTVsfDZ39AsAcZg10s3NXNd35KsYGs9m5u5ptSzysnenAz6qOJD5e79v/Sq5XXJ8CQKZ0OV%2bUVjFEwRFqCTt2ESVJZHJjdhEpR/b/A%2bI/I6Cc/yOKipo3dA7yl/c/9wHgE72f5v%2bHH77jH%2bIOtx2%2bKjPdKgxQxqbNR3Gn%2bAulCb6iZYwUV6ic02UEskTlXVkVYo5yRPAqfCMQm2giLFqHWla3Yp/zZE2XCv1r2hZS39lHVdNcyQWtLBvOpL1Uz45tQv3DtXR1mXlgZx1%2bbkucGCC1uD%2bzL9QoQcapFCeIK8VkCeWjJOrGyPPKDjaJDigbwq5kguwfBUspXBkB5XfvTx5BKaZpxhLe/%2bgLnwB%2b//2P68/nAMUA/e2fMLz2gNC62bfSPCWy0gqbJPL%2baH/d8llKAPrxqPUJXWaB3JdXjJApXcKQmDWbl6DQeB9DE/RuGQkRQXldXnm7jNZMX7LMEWDnDLRy/HQZqzcUsf/eOtbvy2XuXBsnRorwsxjiiElIJkEja1C6rDF5fdTzrSbZrWVCIYOITJQqRc65vlWo7GaLgGD7CQSFMQptbTK7Ppcoiu0WYFq6hvjo4y98lP/vACjnN9//isaeIXGALeLoWgW4ZjFOojuyTtNEyFyKC5XPUX5Wzum5VQJCFQ630F4A0CbbiYrTMT0oWvTLIiOQIU61SNZvg29NFlTNkC00Q8S1ncGRXp56Za4AkUr/ynRW7ylkZHsuu0/U4peQpCE%2bKdXnAhNEBxJklpRNoMxSoYhTqQCQkV9DZJxBYnEmWrHJJpk/s9DU5qn0WWLFDiviaZEZdBfUCxskpQkwLV1L%2bOQfPzo/Zf//8B8GyCNPPf8uhcrKFJ3xyBr1dV/cn9X9Y75Xsr9SuEsAUPa7M1M%2b35VHqi0Ttd5GaLQW/5BYYuINJCoCKJ7FW/Dj6i2VTVTVOp%2bGjn6qZQRm93Vw7qYUPW6jb1U6i8QILVxl4eBpicNqrQmNzH%2bSIBqvtRKvTxM/4MEoo6AAUN4wR9ZUJzHCgAStE/VPhkjRCiWRKZ1Xvh9QVqTiGVw5//Hx5bT3Dsmu/87HgB81QDFA3/G92ILj55702d5c6b5HXF6adNws61b5wsMuADqEZXZPie%2bLj1RHnjjUbClSrp2SRnScHpM2hbh4nbDAQHSCOFi5F0VISyQUlTfMpkIaVynFF1V10trRwrp1mZSWR5BbEM3SLfnMW%2bNm8SY7fvGJBlQy3yqdTQrPwKDs0p/cV4mIifJhSrJKTHYKC1Lk7P7xOz9B3GD7CQgpNkUMic6a51uVSmo0SmBpmbGYrxS559Z/E8DvxRghAWi/FFnh8xqZiv%2bX4lNkxH7c8eW%2bjtsyigWUfCwy72bpvMmiJNVUzLoU3jq8measbCYGqxho72TX0iXkFzX4vhMoreulccYATV2LqW1ZQF1rB7tGGzmwpobONg3nr1WxeksVs/oy8ItTJcuKs0imd0jyyhO3VywiV%2b2bayViVjbN8wGQYs0mODLJ5wm0si2UcVC%2bsVG%2bEzQ5inxAaOQxJTEqX6bo5blSCSqf/fNLnw3%2bvwDI/7f/%2bgW1rf2%2bYhWaK9/oGIVVJqdY7xwBP6vcdzhE8GwZYswcWZisHt%2b3zUHhcezrrOGDAxsoNKVwT1cdXD8CvzxNa1G5T8BrpGgFAOVo7RmmpUfWYqmOTQtLOLajht0Hs9m8P4uxffn8Hy73MdE9WxpiAAAAAElFTkSuQmCC' 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qWRLI84kolCD24ws5f78nh8wtFPHN/NqekibuWqlnQrCZWEmfw1J%2bTFDGBMmckqfHTiPCfgF%2b1ZOoRKWxoOIlyyd/rl6nYNl/DfbusPPqAh6On7Ww/nMLOnYls3aqSmUri7FkX6waM2MWYGAw/Y//aWLYt1VHoCWVJl561C8xyQZl5AUAfH87BWXm8vXcGb%2b/v4SMFAOn4d/cN8/15OS4s5dbVVdx6YJRb1%2bV8fSW3ri3ju4uLBYQhLvUXYdXFkWZQUV5plASYQnmPmKZmjcx5Gcs3pJEqEbdX8slzhzJ4YpGLP23N5NcXXKwUsb53k5PCtDBf94On/AxtzCQyU4JRh08mKkgA6JkdzZl7M9i50UxtWbB49ABObzGwfTSOeZ3S7aMOjgsLju1QsXtrksy%2bJMB%2bNdUZEaxdrJEjhaMb9Fwc99JRnERMxM9IiFE%2bfApRInyG%2bDDO9hXw9r5uKX4On57s58vTg3x/cYTbl1dx%2b8oqfnhgPbcf2sDtm%2bu4dXOU2zdWcOvykI8FlwbLZMVGkaKKkvxhoqorhY4lbvKbdPQMuhhaYWTnSh3zZERXt2kJvvsuDkkDNs6JJ8cezssPlLFeVqT/pP%2bJ/8SfYU4OwCmROybkLnGXIoKrlqZw%2bEQWDzxSwG8fKOfKuJMnBckT%2b/Ts25nAPUd1PH7FyfXTFgFCBO%2bYmbUj0WxdGc%2bVU0auHMmhvTie9OTptFXIzBZMJ8PrL/PvT0jAFNzaMH65qoq39s7k76eW8O3VUSlsLbfvXyPFj/LDjfX88NBmbj%2byiVsPj8l5PbceHOX7azIaD6zggWWVZJnVpFs0ZGWpySgQv1Kvp21uOqNba%2bgV0b66xcmVMStDXfG05kRxfdTLlY2pdJXFct9WFy%2be9LK6J4myXFm/Aopd0mlk4J1ES8bxa2mKYGTUwqF9aZzd7%2bQ%2bAeDFi1m8%2bGi20MjJMxe9fPRSFa89nsmj5yXeHklh0/p4Nm8M5d6DKVw/nEupV2ytdgLV2SpxkHGysqajVYvQ%2bEtMLjNzbl4B%2b7pLZBQq2T%2b3kuurO/ng2ABfnxUdEA34/vJKAWQVPLEZfrUdnt7OD4%2bLFlyXEVhURJaIoCNFRV6eTkxaFHllKjYeaGf/kTqG%2buLon5XAlpFEDm1Wc1iicV1mLE8dSePz814%2buJDBt8dL%2bPT%2bfEYWqJkzI4mmKjFPubIR4ibj58y4m1XLUhnfkMzGZbEsG9QzOmjkpet5vHolkz9eyubp83Y%2bfbGaV2/m8uz1TGGFhV3jao6MJ0gwSuPQmhTOrBXfvcHL7uVOds/LwKWJIFp0YF93NtcGK3lstIOn13dxaFYx8wpEYNsyeHljC1%2bd6udrEcWPDs3nxe29PLy%2bm%2bd29/HuGRmRK0vZ15aGNi6ElMQIsrPiMLsDSBfB27Aqn3v3ZnH5hJO1q3WMr1dzcYeRZzZ42L7MyNKliRxuN/P%2bLi9IPvjbeAFbl%2bu5eaWQE0c94nXEgEmT/FyS9Lo741kwM5JtG5I4v9tBe2EC3fVxrFyo4qHDLq7uTeaxE1bevFnIYxfKuXqylPsOFPP0uSr%2b8EQtf71cxtu7y3j%2bcjNX%2b3N5oqOEA50ForTB3D9cyVNrmtje4GK42MqKKjdbGyVDNLvFEzSIFqzgizOLeX60hoOtAmZ3Ho%2bPtvLKjlm8fWge25vSZHVNx2vXUidGxy009uQEcHDQyxP7yzmx18yy%2bbH88mgqZ8aSODykZtPyGIaWquhvjuLYGi1PrbOzsiGR%2bvooblyr5Pj%2bHGKj70AXNQm/VDEGbr3YypSJHBgzcHKrmbaSKEzi/uxZkyktD2FsUSI7VsdxZrOVjaMmCUAuzm/O4f49eTxzqYTfX8hiebskv115nO1M48W%2bRq4tqqPZoeLZja08v7GdK/1VnJ5VyuleiaZ9NTzSV8Eb473cfmAT/760jNfWV3OsM4u1tR4uD8hz29r58swijs3NQxXuL9Y5mr4lKuYtTqS/38CF8Tru31rIlaMu5rTEs28olT/eSOf4Xp2s5FTula113/4Qrh4SZuw0iGeJYOFwGKuXp7J6iVU06m7KcqLxs0dOJXna3VjEWfX0RDCjKxB3wRRyy8RyFgUJ3abjdk5m%2baBQSj5497iZSnGI24dMPLQjnesHxXicyWRIutBUE8GuHguvr5jByZYcxmrs/GFnL%2b8fXMSH%2bxbxwfZ5fLh9Pp/uH%2bSdHfP5YM8C2QBbRPGX8%2bm%2bWfx6SR0nOgo42VPAE4MlfHu6j/NDZRSZVVzqK%2bSQWNolKyMkecZyYm0xewbN7FyRTpk3Hm3UNC5uz%2bKPDxfx2%2bMZPHYsgWuHI/j1WQ2vXXHx3OlkyS4aTo4lsnGpkfltOvZJM/1MsVPQBN9Bql4SYNE0GjoC6JwrgWhmCLVNMVSIN2hqnsbhDUZeFl04uyUdk2kCQ3PVvH21lGfvzaS2Noz8ojABy1/WaASPLW7m8YEmtjR4eGVrN58eGeabk6N8e2Yd351dx1cnVvH21tl8fnQJP9xUABjhh0sr%2bPLEIJ/tnceXR/v5Stwi11ZybWkl%2b2Zk89f%2bGh6dbRcGJjIunuXw0lSq08NJjJlCXOhkpk/%2bXz6/f2xFGt11IRzbqOKx43Fc2BnP9S0O/i3J9fn9Lt644ObZ%2bxyc2uaksywevziNfIAUbxL/X1sWwjIRj/Gdet8XkgsXizmq9mfBvDCeOJDGxdVOeksSKS4OJTMviP65CaxdrsOTH0BmUShZxRHEJ9zBqND4rV0LWCQu7ldrWvns6FK%2buXcNt86vk/Mq3hUWvCcMuHVJdv8jO/heVuP3Mga3H94iXmAz31%2bR18qa5NoKHhYmvLqukY8H6/mDdP3ps4VsnGvAqp4qnn4CqojJhEy7kyyrzPsOO6vmSYcXmrhx2MC9W6OozwmkWBLptU1pLGiM4PruFF47J7om4zyrRoWfKll2tiYIq2o6Vu10iZ%2bhdLfF43H5UyFRsmVGJIOLwtkwoCI3OQh1yERshikkJ06SqBsguV30wzmd4pow2iUVur2B4rQieG7TbNbWuLk0UMYHB/v4%2b1Hx%2bkeHeW/3Av732i7%2ba%2bMsvhVAfnhwq1jhDfz71GK%2bPrVUAJEV%2bNgOeXyTgDLEowOFvD1Sz5tDNYx1Gzmy2UlLRbSErLsJl10eHzFJPP0vGOty8OzZbJ67x8pHl7N4/3oOT29ziCZpqEmPwhA3lfKcUJ4/5uGLm9X8/Uox754tx8/sjZGgMBldwESxrf7olCN6isyUFKqbSnudih0rdGwfScIiYEUF34VO%2bZIhfiL2uEkUSZbobYhn3Xods0cSaF%2bYJDk9DLesLSXlHZmVy%2bvbunlj1xz%2bsnsOb%2b5YyK9FI853F/Hq2hn8VR5/Y6yVb44slFXVydcnh/nhqmQBYcXHx%2beJre3g63vmcU78ic0xidzCAKrqw8n0RBIReBexoRPlnsSD2KLF48v%2bH8/mqY3Zoi8VPLnRw18uZPLgQTNb%2bxJ4YtzN19dr%2beS%2bKv55uZbPr9Tj53ZGYIwSIQwXLYibgkETiDE5mNjpd6IOnsRgXSQHZEVeHNZR7Q0iTjVBIqjsYsd07IlT2bXaxNMn0nnznIfRNUnUdMaxfIHs5X4ra9tS2Nyazms7u3h150yujrRydqCRe%2bY3sKohl11tuRzqLeTJdZ0y8yv4656Z/GFNHV8cXSCjskiAa%2bG9Q7N4YKeDSxcN5OcEYbEEUVIeQVLsZOLDp0rekGZETsZrCCF02l1UulQUmKLJ00aydbY4WNGst27m8PsrZt45m85z23N542AlH5%2bu54NTtfhlaKajD1H%2bUjPZ99caY1KADwCdiEu0/924EqdwYG44e%2bfFs75TL6IzGXeGP0XFAeTmRLJ3iYVvd9fz8tFs9u5OpU5c2opZRv50o5JTotCr6538bryb5dUu3Anh9BVK6mwr5Hh7CZdmV3Gxu4zHlzTz3IZunhqbweMjNaIRHXx6fC73Cf2vjLlZNidQ9r2GAbmH1MRQ3OYQX%2bfV0UHoJHKn6cNx6kOJC5tIWOAECT53EiX3maoJxhgdwJFhGY8DXu5fY6MkJYwXttWKy%2bzh5BIXflmmYHLEGxemBJKuDxILG4Ba5iUpcgJJ4ROIDriL6tzprG4NpsQViN4wWQxFMOU1k2mpS%2bDQYjuvjRXy4NpMTo2nM7bMzMAcnYhQPrsG0qh2JrKpM4/5hans6SrgaKt0fFUvL8oovLV7ER%2bLLvz1yGJeXtPO6twUDvXk8PE94gq3tjHY6uTU9lRGpQGj/XEckZ9PbE2lJT%2bOWEmaiVH%2bvjFIkiJjQqcIKJMlhU4kUlKeUepwGcMJm34HqjB/UuMC0IZPIyF8Em0FSezt9TBck4xfoTWUxY1G8fHheGwhJCVMQW8M8/0RQxs5CYd1KmlZwdQU%2b1Mpau/KDKZPktbS4XgG%2bxNZtCCOtZsMPLQmh0/2tPHMxkJWN0uaHHCypstOZnIEVWka9vUW8cKOeby4eibvrFzIF8fX849LY/zr5na%2bvn8TX%2b8Z4LXNPdwzN5/fbG5lx6xsBofz2H24in0SbI5uTeTKSRsPnrIzMlsjzYqW4ifJMUGKn0xkiDQseprowd0kijAeHDIzpyqesKl3oI8LJk60Sx8bgF4bRKJsvrDoiZJcp%2bB3ZWc%2b1e4o2guicJtE5eMnkSjeIF4oFiPoauMnk2ycgqswlMCIO0lLmc7aARG83jhmNsdSKSuxu19i8nwr747n8/vDxTw46uHgUjfblzjoq0rBGBvMCvEED69qkb3eyOMLW/j70gXc2iqrb/co/96xjK/EE3x%2b33Je2dXD3u4cuhqdzF2UQ55Xcv9cG5cOpfHwGTfXjtv53YPZrJlnEiurfCMd5dOCEJn/MP/JkvAmY4oP5PS6DK7tslOcHoM2OljYPEnGezoqlax9Ee940a8ElWSB/kY99oTp5NqDSRE2pDhCUcdMIjl%2bCklRIooxAZh1Qn3xCoW2KJa2m5jfneT7%2b31%2bRgS9nYmMLDL6vhfYUy/UH3LxsOTxp7dkcmC9lXsW5lFoiqU4TcvjG7r49boZPvEbLHAwXuXh%2bsxy/rhxBn87Pp%2b/nVzEhaV19EjqW9dvZoNoSH%2b1iso0Na2lGh466eH0VhOLOo30NBmxaaMxJ0SQLJG7OC%2beTSOpvvFTfi6qiqOlKxmPPQaLKkyaOUF8w12EBtzpM0/RAki0sMbv5j7JzruzqC1PRGOUOZEjTZhgE0%2bgCldc1iQ0YjNVQVPYNsfN1Y1ZLJmvo3%2bRlYZGuegGFz1Vama3J/j%2bmFkuBum4iM7xQRtDiyK5vLSI8RYv%2bphAVrQU8PLeRbyys49zA/Xs6sjh0ZFGicYL%2bdeFYZ7c1MGCEjsPjRbx4cNe9izV89wZL5vnGGkqM7B0sYXNIzaq85JoqdKzQUBqLIiloVbPge3CkOtuTsja23KoiGFJphv21MqKtlHqUpNhCGdJTwoza5N8WyMqRPlW%2bE78%2bK9GnjjlxSkGSKv3x5AqxbsjSYhWXqSo6l0%2bpOJlS4RM%2bDkm8QhlJSHMW6BhUZ%2bBkSGrMCFMMnsYK%2baaObMnmyMbRRC3prF%2b1MKNDT3cWFzG3Jxk7OpYBmT9XRnp4NmxWTy/fRZvSk546%2bhiHt0yi54iC4%2bsrBSVrmOtFN1bo2Nlt02itpv57SpamvWyCZJprU5idJaFPz3u5Y3n0ti8Il7scSo3Jf9v3mdhbH8Bu%2b5pZbkAWZaj5YnzFRzfLPfTJ6t5gQW1uMdwqStC%2bULk5fstfPachbMSebOyxM%2b7Y0gxRxKlaECYqKpQJV4CU4x4ArPMjTt5OkVZ4VSViW40R9PWEMO8GUbJEoFs6ZPQcbSSpfM0jM03MNDfylP37OSJ5VVcHapkuNTmo2O%2bVUtrjp15MgIDtZn0FKdJ8Q6uDxbz7dkFPHJ2P61lDhGxODqK1cxqE3u7Rs%2b%2bbakS1w3sW6Vj1fxEieUG3ns1S15vwRB/N13VOk4fd7FgoVqA6CAzLZYci4SiIxW%2bv2InhwehCp0qIin1CLMjlO8E//myl09/l8bt1z2ckw9XRwWIoPyCoKm/IDZsCqrIKcKECb4Xp6gDfS4xSbaDSoTHY4oUdxhMgUdDeXYc57emc3NrJsU5ceiSo6iobuXF53/HjZUdPLWyjoeX1bOzLYdqi4osmd9yq4q%2bEgtbWzy8sKGZT3a38M1LV/jlb39LedZnw/EAABK1SURBVGEGwzPUrBxIYHSlmg0S1bdvS%2bbaQQMvnbFw79pklvUmc3mvk7%2b/WMqcOg1p6gjmNVtYNWCTFW3Bpg4izx7HktlJbFhi4t6xIrJTRTRla8SFiQYE3YXfrdfL%2beGtMj5/wcM3r%2bVQ4QljyuSfExEqRQdOFPoLXQLu9gWOyBDli86JTJ3yC5oz1dS5Epkw8edkOiV17apkqDuTwiy7CKaZ8GgtOQXV/PHPf%2beZB67ywEAlv1nXwa9G23hMfP0jAyW8sLqat7e38fGBHt7ZXMc71w6g/NsyvgtLWjYN9V6W90u2F40a35LM4OIYto9quLZDPP5aKwvr4zk7lsOle3JEhxKYUWgUA%2bdPclIgNaVaMs3RUo%2bW/HR/VvVrWNCUQqLUoI350Q/YkoLxGx8x8o%2bXKvn7r4v48pUSnrqShVOERSfGKFwACJl%2bt7x4mhiMSYT734lHPEKcaIPLGC3rMpTwKNELtR61zkpQpIGIWCPqZBtxCUbM9hx%2b89zr/PXTb3nu/tM8OVzB79a28MpYJ29s6%2bFP2yUjjLdKJqjmLzfv8RX/wkv/m9KqNnKKasjIrSQhySxs8LBxYw6jI1qObzXQ2yJaMlfHyd1Wesu1dM5wkaf8BTo%2bhExZm4WZWnLT4qT7iXjNcXK/Mr5ihByJolXueKyaEKrLzDI2/vj1zIuisSmSnpnxNLQmsGrIQKkEoPjEaTIGP/fZSsVyKn%2b6josOx6iNR50QT0RMEvFqM0mGNDQpGai0acRr5ENT3WgNThJ1dhK1Dk6ff4R3P/iaDwWE1x46y6%2bWVfP8aDMvb2yTVFjPSwLIe8/e8BX/739/zdKRMfLKWiisaqGougWVLpXYxFRS7VmUlxcwND%2bbpqY4du5M4Q/PlzHQoaVMZt2kiZCRFdPmiGVGnYtyr4ocWwxVBXqc5lCKMmLpmKFneL2NBQNmRsfL8Xji8Tt%2bxk5udTglorA1XakYnSE4M6WricFERUShStCSpJVCpSC13kGiXgpLlqKNGWhNWeIbckm2eFFL0Y6MQszOPJLNWRgs2UQnmFm1fj8ffnyLN//yGZ98eZu3njjPs6IHv1vdJBlhIR%2b99hw/8OO/Rx59gsqGHiobe2WPt1Nc3YHRminOLRVbWp4wqoBURyG29HwKS3Pp6shj8QIv/Z1WdLFRItSSULXBtFYZmFmlI8cQRnepmeqsJBoqNMycq8eVHsDCFQ4BIJ/GTid%2bW0dtNBRHU5AeTnGzpLnZBkE7UkbAgd7sQWdyo5Euaw0uNMkuKdSNLjULo9yM1V2G0ZZHXKKFaJURbYpLVmiRzG%2bR3HiuAGChb/F6Pvr4e95691%2b8%2b/5nfPbZx7x0aCW/FRZ89u5/8dk/PuSbr/7hA2DZyjHpeoeAMIuS6k7ySptkFBpItWT5PteeXohDDrN8vsleSIpN7iGjROx5Ka6MPOw2O3aD2GQR51m1skar9RR6RDsazcyr0aAOm0ZVdRyrlus5uLfQt2L9sovjqCiPJT1FTFDiZJy50SSnCOUc%2bVKoB60PBA/JpkzpbA4GWz4WV7F0oUxupJik5HTi1DbitTZiNXZhQy4p9nxhQK5vLPoXr%2bPt977k7Xe%2b4G8ffciX337Lnx%2b9LJlhNrduf8snH/6Z27e%2b4tXfv0Zt02wZv268%2bfXkFjdJYeUCZBZ2uY4rqwant0KuW0qqUwFZwMgoxS6Hw1MueaUKd04d%2baUtVDV0MmewjINn29mws42%2bNh0v3qhg46CdrWvN3HfCwnNni/nioRb8dq3LorhGJUcCNrMoqFnjK8IsFzBYFXrn%2bDqebM6WwvJ8Xbd7KwX5MnSWTCnaRqKww5VdQ3pugzxXJTdYLB0qEnA80tXt/Pntf/L2u3/n44//xtff/ptXLpzgV%2bOSA374ng/ff1N6f5tjJy9TUD6D4qou0jIrfYdybb2Mk1Ouly7FpWVWS8EV0gABwVGMNa3U95xbru3KqRHgGskv66CudREdc3vZcqyJvuE0cnKDmNUZzzOXSvnlxXxuHPPwx4sivJdr8Hv6TBHrVxqpnKGjoD6StFyTCFuGFCpFOAuk6AJ0UrxeZtriLhWka3AI2mZ3ibAj0/faWI2T9LwGMgqaccjNKCBYBCidKYede87yznuf89577/HxJ1/xyadf88m7b/HJ%2b%2b/x%2bRf/4J23Xuf7775l%2beqdFFR0kV/eiSevXj6jAqt01p5R7uuwO1sBQK7tqfQ1wZxW4jsrjynAewqbySlpI6uwhfr2BZTXddLWnkX7nFjmjaiZv8zFldMNfPDLel5/sJZnLuTxp0fq8bvvVCZv/KaAsS02Miv0Ms9yJFlweMtIFRAUtFNEeHQCgF0unp7XiDu/yXdzybZcYUkBCckZ8vpqskraSS9okjFSCqiWGS3ixOmbfPkNvPmnt/nrh5/zt79/Jp2/9ZPqf8Wt72U7/PENoe1c6X4vuaXtsv7qsXmk0%2bnl0uEq3z0oALik2P8wQDkUMDLkfrKKWqX4dnmvuD8BIL%2bsjbK6LuYOZLF6q5kFywxs2OZlx%2bFmzhwt5tXH2riwM41nzlTg9%2bxvSnjrhQr6ZiaQYNBJGPLITFsF3RLsmVWyEaqwCc0SjV7f3GcLxdIFbeU5k4hRqoyC3lGAWW4sv7ILb1GLsKgepzDF4i7n/KVHfcX%2b47N/8fs/vMWHH34kM/8dPwgIt29/73vu5Omr5JR2yurrIbu4TWa5HqsUb5XumxyK2Jb7HnMKALb0SmlIsYxZiY%2bNmdL1nIoZFFT3kCXvzRMQyut6REy7JA02ML7bS0tDLNU1WrplHOasLeLi2SYurkmj0B4hafCxEm5cykUj7ik6XkOCrDtlhRlFyJxZ1biFju78BpIEAJOzkDwp0iNF2mUeLXKDzpxaKb6cVLnh/OpuMsvacQsL3EJLl3Ttwv1P%2bdbcd99%2bx3%2b9/gHvv/%2bx/PbDjywQDfjyq29Yumq37%2baVEVC66cyqle6XCQhlJIsOOX%2biuXJOlc4ni/pb0it8jCupnUVp/RyK5Zwtv5fWzqSwopOimm5h1UyGV3gZWmWlZb6XsUN1HLos4exSOydWpJFtFABa2/XMa1VjSI6TXW8VR%2bcUY%2bMhTWZZASC9qBlPSSsaEUKDiGC2MqPKTYooKaOgMMKRXYtJ5jG/RrpQ3uF7fYaAkJHXxJXrz/oA%2bP6770UIv5A1%2bJVP9H7s/m3%2b/JePaO4e9nUur0w%2bW95nUeZcRsAsYpoiDHDJtRQAlDEzSGNSZAvkyHWLKrvFL/QI3Wf7flberxwFlTOobpsnwj6b3tkljB8tpWtJDuWicfc%2b1MrVh/u4ubuIQ0uy8du3Jp2nD5fiTTMQJ4pusuWI8MmOldVjz64mo7gFb2kbSamZPwEwgyy5iFeKzJJu/weAFOlMrjAgS9BXaOmVMVG6%2bcDDv5NZl1Jv3eKjv33F1//%2b9v8D4Mlnfi%2bGZ6aI3wwyi1uFcQ3CrEphmF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qWRLI84kolCD24ws5f78nh8wtFPHN/NqekibuWqlnQrCZWEmfw1J%2bTFDGBMmckqfHTiPCfgF%2b1ZOoRKWxoOIlyyd/rl6nYNl/DfbusPPqAh6On7Ww/nMLOnYls3aqSmUri7FkX6waM2MWYGAw/Y//aWLYt1VHoCWVJl561C8xyQZl5AUAfH87BWXm8vXcGb%2b/v4SMFAOn4d/cN8/15OS4s5dbVVdx6YJRb1%2bV8fSW3ri3ju4uLBYQhLvUXYdXFkWZQUV5plASYQnmPmKZmjcx5Gcs3pJEqEbdX8slzhzJ4YpGLP23N5NcXXKwUsb53k5PCtDBf94On/AxtzCQyU4JRh08mKkgA6JkdzZl7M9i50UxtWbB49ABObzGwfTSOeZ3S7aMOjgsLju1QsXtrksy%2bJMB%2bNdUZEaxdrJEjhaMb9Fwc99JRnERMxM9IiFE%2bfApRInyG%2bDDO9hXw9r5uKX4On57s58vTg3x/cYTbl1dx%2b8oqfnhgPbcf2sDtm%2bu4dXOU2zdWcOvykI8FlwbLZMVGkaKKkvxhoqorhY4lbvKbdPQMuhhaYWTnSh3zZERXt2kJvvsuDkkDNs6JJ8cezssPlLFeVqT/pP%2bJ/8SfYU4OwCmROybkLnGXIoKrlqZw%2bEQWDzxSwG8fKOfKuJMnBckT%2b/Ts25nAPUd1PH7FyfXTFgFCBO%2bYmbUj0WxdGc%2bVU0auHMmhvTie9OTptFXIzBZMJ8PrL/PvT0jAFNzaMH65qoq39s7k76eW8O3VUSlsLbfvXyPFj/LDjfX88NBmbj%2byiVsPj8l5PbceHOX7azIaD6zggWWVZJnVpFs0ZGWpySgQv1Kvp21uOqNba%2bgV0b66xcmVMStDXfG05kRxfdTLlY2pdJXFct9WFy%2be9LK6J4myXFm/Aopd0mlk4J1ES8bxa2mKYGTUwqF9aZzd7%2bQ%2bAeDFi1m8%2bGi20MjJMxe9fPRSFa89nsmj5yXeHklh0/p4Nm8M5d6DKVw/nEupV2ytdgLV2SpxkHGysqajVYvQ%2bEtMLjNzbl4B%2b7pLZBQq2T%2b3kuurO/ng2ABfnxUdEA34/vJKAWQVPLEZfrUdnt7OD4%2bLFlyXEVhURJaIoCNFRV6eTkxaFHllKjYeaGf/kTqG%2buLon5XAlpFEDm1Wc1iicV1mLE8dSePz814%2buJDBt8dL%2bPT%2bfEYWqJkzI4mmKjFPubIR4ibj58y4m1XLUhnfkMzGZbEsG9QzOmjkpet5vHolkz9eyubp83Y%2bfbGaV2/m8uz1TGGFhV3jao6MJ0gwSuPQmhTOrBXfvcHL7uVOds/LwKWJIFp0YF93NtcGK3lstIOn13dxaFYx8wpEYNsyeHljC1%2bd6udrEcWPDs3nxe29PLy%2bm%2bd29/HuGRmRK0vZ15aGNi6ElMQIsrPiMLsDSBfB27Aqn3v3ZnH5hJO1q3WMr1dzcYeRZzZ42L7MyNKliRxuN/P%2bLi9IPvjbeAFbl%2bu5eaWQE0c94nXEgEmT/FyS9Lo741kwM5JtG5I4v9tBe2EC3fVxrFyo4qHDLq7uTeaxE1bevFnIYxfKuXqylPsOFPP0uSr%2b8EQtf71cxtu7y3j%2bcjNX%2b3N5oqOEA50ForTB3D9cyVNrmtje4GK42MqKKjdbGyVDNLvFEzSIFqzgizOLeX60hoOtAmZ3Ho%2bPtvLKjlm8fWge25vSZHVNx2vXUidGxy009uQEcHDQyxP7yzmx18yy%2bbH88mgqZ8aSODykZtPyGIaWquhvjuLYGi1PrbOzsiGR%2bvooblyr5Pj%2bHGKj70AXNQm/VDEGbr3YypSJHBgzcHKrmbaSKEzi/uxZkyktD2FsUSI7VsdxZrOVjaMmCUAuzm/O4f49eTxzqYTfX8hiebskv115nO1M48W%2bRq4tqqPZoeLZja08v7GdK/1VnJ5VyuleiaZ9NTzSV8Eb473cfmAT/760jNfWV3OsM4u1tR4uD8hz29r58swijs3NQxXuL9Y5mr4lKuYtTqS/38CF8Tru31rIlaMu5rTEs28olT/eSOf4Xp2s5FTula113/4Qrh4SZuw0iGeJYOFwGKuXp7J6iVU06m7KcqLxs0dOJXna3VjEWfX0RDCjKxB3wRRyy8RyFgUJ3abjdk5m%2baBQSj5497iZSnGI24dMPLQjnesHxXicyWRIutBUE8GuHguvr5jByZYcxmrs/GFnL%2b8fXMSH%2bxbxwfZ5fLh9Pp/uH%2bSdHfP5YM8C2QBbRPGX8%2bm%2bWfx6SR0nOgo42VPAE4MlfHu6j/NDZRSZVVzqK%2bSQWNolKyMkecZyYm0xewbN7FyRTpk3Hm3UNC5uz%2bKPDxfx2%2bMZPHYsgWuHI/j1WQ2vXXHx3OlkyS4aTo4lsnGpkfltOvZJM/1MsVPQBN9Bql4SYNE0GjoC6JwrgWhmCLVNMVSIN2hqnsbhDUZeFl04uyUdk2kCQ3PVvH21lGfvzaS2Noz8ojABy1/WaASPLW7m8YEmtjR4eGVrN58eGeabk6N8e2Yd351dx1cnVvH21tl8fnQJP9xUABjhh0sr%2bPLEIJ/tnceXR/v5Stwi11ZybWkl%2b2Zk89f%2bGh6dbRcGJjIunuXw0lSq08NJjJlCXOhkpk/%2bXz6/f2xFGt11IRzbqOKx43Fc2BnP9S0O/i3J9fn9Lt644ObZ%2bxyc2uaksywevziNfIAUbxL/X1sWwjIRj/Gdet8XkgsXizmq9mfBvDCeOJDGxdVOeksSKS4OJTMviP65CaxdrsOTH0BmUShZxRHEJ9zBqND4rV0LWCQu7ldrWvns6FK%2buXcNt86vk/Mq3hUWvCcMuHVJdv8jO/heVuP3Mga3H94iXmAz31%2bR18qa5NoKHhYmvLqukY8H6/mDdP3ps4VsnGvAqp4qnn4CqojJhEy7kyyrzPsOO6vmSYcXmrhx2MC9W6OozwmkWBLptU1pLGiM4PruFF47J7om4zyrRoWfKll2tiYIq2o6Vu10iZ%2bhdLfF43H5UyFRsmVGJIOLwtkwoCI3OQh1yERshikkJ06SqBsguV30wzmd4pow2iUVur2B4rQieG7TbNbWuLk0UMYHB/v4%2b1Hx%2bkeHeW/3Av732i7%2ba%2bMsvhVAfnhwq1jhDfz71GK%2bPrVUAJEV%2bNgOeXyTgDLEowOFvD1Sz5tDNYx1Gzmy2UlLRbSErLsJl10eHzFJPP0vGOty8OzZbJ67x8pHl7N4/3oOT29ziCZpqEmPwhA3lfKcUJ4/5uGLm9X8/Uox754tx8/sjZGgMBldwESxrf7olCN6isyUFKqbSnudih0rdGwfScIiYEUF34VO%2bZIhfiL2uEkUSZbobYhn3Xods0cSaF%2bYJDk9DLesLSXlHZmVy%2bvbunlj1xz%2bsnsOb%2b5YyK9FI853F/Hq2hn8VR5/Y6yVb44slFXVydcnh/nhqmQBYcXHx%2beJre3g63vmcU78ic0xidzCAKrqw8n0RBIReBexoRPlnsSD2KLF48v%2bH8/mqY3Zoi8VPLnRw18uZPLgQTNb%2bxJ4YtzN19dr%2beS%2bKv55uZbPr9Tj53ZGYIwSIQwXLYibgkETiDE5mNjpd6IOnsRgXSQHZEVeHNZR7Q0iTjVBIqjsYsd07IlT2bXaxNMn0nnznIfRNUnUdMaxfIHs5X4ra9tS2Nyazms7u3h150yujrRydqCRe%2bY3sKohl11tuRzqLeTJdZ0y8yv4656Z/GFNHV8cXSCjskiAa%2bG9Q7N4YKeDSxcN5OcEYbEEUVIeQVLsZOLDp0rekGZETsZrCCF02l1UulQUmKLJ00aydbY4WNGst27m8PsrZt45m85z23N542AlH5%2bu54NTtfhlaKajD1H%2bUjPZ99caY1KADwCdiEu0/924EqdwYG44e%2bfFs75TL6IzGXeGP0XFAeTmRLJ3iYVvd9fz8tFs9u5OpU5c2opZRv50o5JTotCr6538bryb5dUu3Anh9BVK6mwr5Hh7CZdmV3Gxu4zHlzTz3IZunhqbweMjNaIRHXx6fC73Cf2vjLlZNidQ9r2GAbmH1MRQ3OYQX%2bfV0UHoJHKn6cNx6kOJC5tIWOAECT53EiX3maoJxhgdwJFhGY8DXu5fY6MkJYwXttWKy%2bzh5BIXflmmYHLEGxemBJKuDxILG4Ba5iUpcgJJ4ROIDriL6tzprG4NpsQViN4wWQxFMOU1k2mpS%2bDQYjuvjRXy4NpMTo2nM7bMzMAcnYhQPrsG0qh2JrKpM4/5hans6SrgaKt0fFUvL8oovLV7ER%2bLLvz1yGJeXtPO6twUDvXk8PE94gq3tjHY6uTU9lRGpQGj/XEckZ9PbE2lJT%2bOWEmaiVH%2bvjFIkiJjQqcIKJMlhU4kUlKeUepwGcMJm34HqjB/UuMC0IZPIyF8Em0FSezt9TBck4xfoTWUxY1G8fHheGwhJCVMQW8M8/0RQxs5CYd1KmlZwdQU%2b1Mpau/KDKZPktbS4XgG%2bxNZtCCOtZsMPLQmh0/2tPHMxkJWN0uaHHCypstOZnIEVWka9vUW8cKOeby4eibvrFzIF8fX849LY/zr5na%2bvn8TX%2b8Z4LXNPdwzN5/fbG5lx6xsBofz2H24in0SbI5uTeTKSRsPnrIzMlsjzYqW4ifJMUGKn0xkiDQseprowd0kijAeHDIzpyqesKl3oI8LJk60Sx8bgF4bRKJsvrDoiZJcp%2bB3ZWc%2b1e4o2guicJtE5eMnkSjeIF4oFiPoauMnk2ycgqswlMCIO0lLmc7aARG83jhmNsdSKSuxu19i8nwr747n8/vDxTw46uHgUjfblzjoq0rBGBvMCvEED69qkb3eyOMLW/j70gXc2iqrb/co/96xjK/EE3x%2b33Je2dXD3u4cuhqdzF2UQ55Xcv9cG5cOpfHwGTfXjtv53YPZrJlnEiurfCMd5dOCEJn/MP/JkvAmY4oP5PS6DK7tslOcHoM2OljYPEnGezoqlax9Ee940a8ElWSB/kY99oTp5NqDSRE2pDhCUcdMIjl%2bCklRIooxAZh1Qn3xCoW2KJa2m5jfneT7%2b31%2bRgS9nYmMLDL6vhfYUy/UH3LxsOTxp7dkcmC9lXsW5lFoiqU4TcvjG7r49boZPvEbLHAwXuXh%2bsxy/rhxBn87Pp%2b/nVzEhaV19EjqW9dvZoNoSH%2b1iso0Na2lGh466eH0VhOLOo30NBmxaaMxJ0SQLJG7OC%2beTSOpvvFTfi6qiqOlKxmPPQaLKkyaOUF8w12EBtzpM0/RAki0sMbv5j7JzruzqC1PRGOUOZEjTZhgE0%2bgCldc1iQ0YjNVQVPYNsfN1Y1ZLJmvo3%2bRlYZGuegGFz1Vama3J/j%2bmFkuBum4iM7xQRtDiyK5vLSI8RYv%2bphAVrQU8PLeRbyys49zA/Xs6sjh0ZFGicYL%2bdeFYZ7c1MGCEjsPjRbx4cNe9izV89wZL5vnGGkqM7B0sYXNIzaq85JoqdKzQUBqLIiloVbPge3CkOtuTsja23KoiGFJphv21MqKtlHqUpNhCGdJTwoza5N8WyMqRPlW%2bE78%2bK9GnjjlxSkGSKv3x5AqxbsjSYhWXqSo6l0%2bpOJlS4RM%2bDkm8QhlJSHMW6BhUZ%2bBkSGrMCFMMnsYK%2baaObMnmyMbRRC3prF%2b1MKNDT3cWFzG3Jxk7OpYBmT9XRnp4NmxWTy/fRZvSk546%2bhiHt0yi54iC4%2bsrBSVrmOtFN1bo2Nlt02itpv57SpamvWyCZJprU5idJaFPz3u5Y3n0ti8Il7scSo3Jf9v3mdhbH8Bu%2b5pZbkAWZaj5YnzFRzfLPfTJ6t5gQW1uMdwqStC%2bULk5fstfPachbMSebOyxM%2b7Y0gxRxKlaECYqKpQJV4CU4x4ArPMjTt5OkVZ4VSViW40R9PWEMO8GUbJEoFs6ZPQcbSSpfM0jM03MNDfylP37OSJ5VVcHapkuNTmo2O%2bVUtrjp15MgIDtZn0FKdJ8Q6uDxbz7dkFPHJ2P61lDhGxODqK1cxqE3u7Rs%2b%2bbakS1w3sW6Vj1fxEieUG3ns1S15vwRB/N13VOk4fd7FgoVqA6CAzLZYci4SiIxW%2bv2InhwehCp0qIin1CLMjlO8E//myl09/l8bt1z2ckw9XRwWIoPyCoKm/IDZsCqrIKcKECb4Xp6gDfS4xSbaDSoTHY4oUdxhMgUdDeXYc57emc3NrJsU5ceiSo6iobuXF53/HjZUdPLWyjoeX1bOzLYdqi4osmd9yq4q%2bEgtbWzy8sKGZT3a38M1LV/jlb39LedZnw/EAABK1SURBVGEGwzPUrBxIYHSlmg0S1bdvS%2bbaQQMvnbFw79pklvUmc3mvk7%2b/WMqcOg1p6gjmNVtYNWCTFW3Bpg4izx7HktlJbFhi4t6xIrJTRTRla8SFiQYE3YXfrdfL%2beGtMj5/wcM3r%2bVQ4QljyuSfExEqRQdOFPoLXQLu9gWOyBDli86JTJ3yC5oz1dS5Epkw8edkOiV17apkqDuTwiy7CKaZ8GgtOQXV/PHPf%2beZB67ywEAlv1nXwa9G23hMfP0jAyW8sLqat7e38fGBHt7ZXMc71w6g/NsyvgtLWjYN9V6W90u2F40a35LM4OIYto9quLZDPP5aKwvr4zk7lsOle3JEhxKYUWgUA%2bdPclIgNaVaMs3RUo%2bW/HR/VvVrWNCUQqLUoI350Q/YkoLxGx8x8o%2bXKvn7r4v48pUSnrqShVOERSfGKFwACJl%2bt7x4mhiMSYT734lHPEKcaIPLGC3rMpTwKNELtR61zkpQpIGIWCPqZBtxCUbM9hx%2b89zr/PXTb3nu/tM8OVzB79a28MpYJ29s6%2bFP2yUjjLdKJqjmLzfv8RX/wkv/m9KqNnKKasjIrSQhySxs8LBxYw6jI1qObzXQ2yJaMlfHyd1Wesu1dM5wkaf8BTo%2bhExZm4WZWnLT4qT7iXjNcXK/Mr5ihByJolXueKyaEKrLzDI2/vj1zIuisSmSnpnxNLQmsGrIQKkEoPjEaTIGP/fZSsVyKn%2b6josOx6iNR50QT0RMEvFqM0mGNDQpGai0acRr5ENT3WgNThJ1dhK1Dk6ff4R3P/iaDwWE1x46y6%2bWVfP8aDMvb2yTVFjPSwLIe8/e8BX/739/zdKRMfLKWiisaqGougWVLpXYxFRS7VmUlxcwND%2bbpqY4du5M4Q/PlzHQoaVMZt2kiZCRFdPmiGVGnYtyr4ocWwxVBXqc5lCKMmLpmKFneL2NBQNmRsfL8Xji8Tt%2bxk5udTglorA1XakYnSE4M6WricFERUShStCSpJVCpSC13kGiXgpLlqKNGWhNWeIbckm2eFFL0Y6MQszOPJLNWRgs2UQnmFm1fj8ffnyLN//yGZ98eZu3njjPs6IHv1vdJBlhIR%2b99hw/8OO/Rx59gsqGHiobe2WPt1Nc3YHRminOLRVbWp4wqoBURyG29HwKS3Pp6shj8QIv/Z1WdLFRItSSULXBtFYZmFmlI8cQRnepmeqsJBoqNMycq8eVHsDCFQ4BIJ/GTid%2bW0dtNBRHU5AeTnGzpLnZBkE7UkbAgd7sQWdyo5Euaw0uNMkuKdSNLjULo9yM1V2G0ZZHXKKFaJURbYpLVmiRzG%2bR3HiuAGChb/F6Pvr4e95691%2b8%2b/5nfPbZx7x0aCW/FRZ89u5/8dk/PuSbr/7hA2DZyjHpeoeAMIuS6k7ySptkFBpItWT5PteeXohDDrN8vsleSIpN7iGjROx5Ka6MPOw2O3aD2GQR51m1skar9RR6RDsazcyr0aAOm0ZVdRyrlus5uLfQt2L9sovjqCiPJT1FTFDiZJy50SSnCOUc%2bVKoB60PBA/JpkzpbA4GWz4WV7F0oUxupJik5HTi1DbitTZiNXZhQy4p9nxhQK5vLPoXr%2bPt977k7Xe%2b4G8ffciX337Lnx%2b9LJlhNrduf8snH/6Z27e%2b4tXfv0Zt02wZv268%2bfXkFjdJYeUCZBZ2uY4rqwant0KuW0qqUwFZwMgoxS6Hw1MueaUKd04d%2baUtVDV0MmewjINn29mws42%2bNh0v3qhg46CdrWvN3HfCwnNni/nioRb8dq3LorhGJUcCNrMoqFnjK8IsFzBYFXrn%2bDqebM6WwvJ8Xbd7KwX5MnSWTCnaRqKww5VdQ3pugzxXJTdYLB0qEnA80tXt/Pntf/L2u3/n44//xtff/ptXLpzgV%2bOSA374ng/ff1N6f5tjJy9TUD6D4qou0jIrfYdybb2Mk1Ouly7FpWVWS8EV0gABwVGMNa3U95xbru3KqRHgGskv66CudREdc3vZcqyJvuE0cnKDmNUZzzOXSvnlxXxuHPPwx4sivJdr8Hv6TBHrVxqpnKGjoD6StFyTCFuGFCpFOAuk6AJ0UrxeZtriLhWka3AI2mZ3ibAj0/faWI2T9LwGMgqaccjNKCBYBCidKYede87yznuf89577/HxJ1/xyadf88m7b/HJ%2b%2b/x%2bRf/4J23Xuf7775l%2beqdFFR0kV/eiSevXj6jAqt01p5R7uuwO1sBQK7tqfQ1wZxW4jsrjynAewqbySlpI6uwhfr2BZTXddLWnkX7nFjmjaiZv8zFldMNfPDLel5/sJZnLuTxp0fq8bvvVCZv/KaAsS02Miv0Ms9yJFlweMtIFRAUtFNEeHQCgF0unp7XiDu/yXdzybZcYUkBCckZ8vpqskraSS9okjFSCqiWGS3ixOmbfPkNvPmnt/nrh5/zt79/Jp2/9ZPqf8Wt72U7/PENoe1c6X4vuaXtsv7qsXmk0%2bnl0uEq3z0oALik2P8wQDkUMDLkfrKKWqX4dnmvuD8BIL%2bsjbK6LuYOZLF6q5kFywxs2OZlx%2bFmzhwt5tXH2riwM41nzlTg9%2bxvSnjrhQr6ZiaQYNBJGPLITFsF3RLsmVWyEaqwCc0SjV7f3GcLxdIFbeU5k4hRqoyC3lGAWW4sv7ILb1GLsKgepzDF4i7n/KVHfcX%2b47N/8fs/vMWHH34kM/8dPwgIt29/73vu5Omr5JR2yurrIbu4TWa5HqsUb5XumxyK2Jb7HnMKALb0SmlIsYxZiY%2bNmdL1nIoZFFT3kCXvzRMQyut6REy7JA02ML7bS0tDLNU1WrplHOasLeLi2SYurkmj0B4hafCxEm5cykUj7ik6XkOCrDtlhRlFyJxZ1biFju78BpIEAJOzkDwp0iNF2mUeLXKDzpxaKb6cVLnh/OpuMsvacQsL3EJLl3Ttwv1P%2bdbcd99%2bx3%2b9/gHvv/%2bx/PbDjywQDfjyq29Yumq37%2baVEVC66cyqle6XCQhlJIsOOX%2biuXJOlc4ni/pb0it8jCupnUVp/RyK5Zwtv5fWzqSwopOimm5h1UyGV3gZWmWlZb6XsUN1HLos4exSOydWpJFtFABa2/XMa1VjSI6TXW8VR%2bcUY%2bMhTWZZASC9qBlPSSsaEUKDiGC2MqPKTYooKaOgMMKRXYtJ5jG/RrpQ3uF7fYaAkJHXxJXrz/oA%2bP6770UIv5A1%2bJVP9H7s/m3%2b/JePaO4e9nUur0w%2bW95nUeZcRsAsYpoiDHDJtRQAlDEzSGNSZAvkyHWLKrvFL/QI3Wf7flberxwFlTOobpsnwj6b3tkljB8tpWtJDuWicfc%2b1MrVh/u4ubuIQ0uy8du3Jp2nD5fiTTMQJ4pusuWI8MmOldVjz64mo7gFb2kbSamZPwEwgyy5iFeKzJJu/weAFOlMrjAgS9BXaOmVMVG6%2bcDDv5NZl1Jv3eKjv33F1//%2b9v8D4Mlnfi%2bGZ6aI3wwyi1uFcQ3CrEphmF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\n

\"aiqom\"

\n
\n

About

\n

AIQOM platform, powered by Stallion AI, is led by a group of machine learning PhDs, physicists, computer engineers, data scientists, developers, serial entrepreneurs and business leaders who are passionate about revolutionizing the future of enterprises in public and private sectors with AI and machine learning technologies. Stallion AI provides AI services, solutions and products to help organizations across different industries to implement AI today. Our AI research and development facilities in Canada, US, Cyprus, KSA, Jordan and UAE allow us to solve today’s complex problems, customize real-life AI applications for positive future impact, and drive future innovation.\n
\n
\nAIQOM is a leading AI R&D lab and is backed by impactful angel investors, visionary machine learning scientists, neuroscientists, thoughtful government and business leaders and impactful entrepreneurs.

\n

Mission

\n

To unlock Special AI Powers. To make your AI Identity See, Read, Hear, Calculate, Feel, Think and Predict. To bring Your AI Creations To The World.

\n

Impact

\n

AIQOM empowers people of all ages to become responsible AI Citizens to easily learn and create machine learning models. Their platform allows users to export and integrate their AI with websites, mobile apps, games, drones, vehicles, smart homes – and even their actual physical programmable robots.\n

\n

\"beta\"

\n
\n

Powered by ThreeFold

\n

AIQOM want to use the ThreeFold's 3Bot technology as a backend to their AI system. 3Bot technology will help provide more privacy, scale and energy-efficiency to AIQOM personal AI solutions. Additionally, AIQOM can make Digital Twins more intelligent and responsive in a sustainable way to satisfy the needs of our day-to-day digital life. It is the fusion of AI and our personal digital life.\n
\n
\nExpectation is to have joint products out by end 2021.

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B9syleyaJil9Nh5lIMk9mJov3MEOiqD1cKYYCrAbuSN7rZfaY78rA6VIH10WosDSgw012CSbJgjGUxzo40wWdOMSbb8jDNo9qV%2bTZcXehkdOHGci92VvtxY6UfO9zxO5sjeHhlAg8Y9wjEDkthZbSB1Jax3XgjnQOG0HMrWZvNFckUHDlLpBTTvRWYH6zCApMWEhKAEHZ5VmyzBEGM%2bteA8HxeZAOT52%2bm%2b9kOe9gK%2bZzx9kKMcMd6KGBNFMkqwSan%2bHKsdUICLXG4F8vQ/iLZYIzSND8MsWUu9BZha6waVyZrsTpcSTaw7bIUhMSneZxhe51lzFEjFnqKoHZ9sRPXlwS6d2OXyd9aH%2bRuD%2bIW48GVcTy5No3HDAGI2yyFzclm9FKYcpN8xZ5bRjdVUxDDnptG%2blN8esox16ekqNahvlTK2UEb/k6G9AyGHKaMEOBsjEAXk/8n%2bJnXAvidcJ%2bE9/nRZPnY6rHT6KOrKhXDTdQSpRT1nCMUZIE8wf11N/AzR4CLHtlgDiVN1GijDGtD5bg2U4frsw3YGldhdVCJ%2be5SzFAX5lgSC/Qii4yl3hKsDJRCbWepE7sr3bi50sPk%2b3F3g7TfGOaOjzDxKby/M4vnO3N4dn0aD1gKV1gygxSvQu68nJOVMiecLS5e7LfjrYWY7S3HAnd9ZbSGohRLAC4g1N2Ck6UlIrwtEe3LPu5nixiJ4O7o4CR2bGu2vGZNK2uFSOE%2bhq%2b9AUExQH9tKms1F31U7Fa2yercEBRxQJLRZUqDrRHmYYiEQCs6wBDMUPWvjFfi9kIzbi22YHuqFhsjZGJ/OeaZ/CKFcbm/DCuDZQSmHJfGKqF2c7kLt1aZ/Govbm8M4N7WMO5vjXD3R/Hezgxe3FrEi9uLeL47h3evjOH6fAeFphAlGcHszX6iYWmhyxJUdrKjmJRTYJGoLw1VYnGgHO10cXkJXiimmVFwIlPIgunbQ1Cdw2mQCi%2bEcF7JawqanrI0ToDs53m00AO1KaRqISZbc6na6ehS0jQVcKAh3XPjXJFKixzlY0IfYovGwnAs9xTi5mwdHqy24%2b5yO1nQiMvjtUxYycQVWBG0gevaGFYyeSWuT6mgtrvUQQYQBDLg7voA7l8awqPLI3i6Pc7k5/HRvWXGCj66vYRn1yZ5XzfbSwmUnKxKuNh6ilMnDcUoW80MLe8Sbe0KX7I2qsLGWA3pm0NhKoQiPQC5HKJKkjzFKE70/J/zUimdZLIHyhnyaEe0FEdjhO1sgiq9RhDnOwsw0cQeXp2C1pIo0t0PhUnuZIEDx3Uz0QW2l8ZgY7AEd5ea8HizC/dXO3BzrhlXp%2bqwOVJNPVCKbNgariIAFdieqMadxUZqAEVQLANqwO21PtwjCx5zp9%2b/PolXdxfw6f1VfPZgDR8TiA92WAYb/awjBV0aJ6rMIDTRwvbSWU2wtSyQZquDlVgfUWGTyW/PNNKOZmJM6PmKSDxYyMW7K4W4tyDHnblc3F/Mx4OlQtxnPFotwfMrVbg6zn5dlYB%2b%2bvgx1v6lUaW4s7NtuRiuT0Mnx9za3CCUpXqRBS6QUgxzKIr9lQnYHq/Ao/U2PLvcy2MXbrMMbpAFl6gFGyOV3PVqPq8a12dqCVAzmdLMabAmCSu9ebg%2bXYN3t/rx7OoYnm2P4cOdKXxydxGfP1jFF4/W8emDFbzcncG7ZMgKk6wviEZldggpnoghJjnDXRZoJqB9iclfnqzjyzlHUHDGGnIw25qKv3nWgZ897cRPnnTg%2b5f9%2bP2no/jT5%2bP47cej%2bNl7ffjlyxF8vNuMsbokjHOYWe0vwWUCsN5fjMWufEw1099Xcb4g3StlEhSTBWlhNsiPd8NwrRQ7Myq8d6kH71/pw%2bONLtxZasOt%2bWZcoxZcJgjbE7VkgBLtJdFQJLlBFmgCNZPT%2b%2bFpfBYJnkbICrbFCHv5h9cm8EMm%2b83jDXz9ZBNfPtoQgfj49jze3x7FFne4hW2pNi8cPezRYzQZC2wt6zQfAspX%2bKKrUw3Y4cvXWXdTLIP51nQC0I1fPu/FU%2b72sDIc800JWGzmBrRJ8cXtZvzqozF8eptus06KmeYsbA0pcG2sCpeGFdgQQGjP5Xep6CyLfs2CFIphpD2KWULTTWlkVj1eXO3DB1f78S4BuL/Shgcr7RTFFhGE69O0/X1FSPI4g0Ab2mdPfaj5WGjCw%2bgUbDQPwFx9D5o4xLzcncarGxN4stFNOg2zDJbw1ZMtfHZvQbx%2bZayWVORExfofqEnDZEsOlrqLsclkL3PBAtI7pL/w4k3W2zQBWO7Kwt8978dvXw3hSlcc9E7uQYidBkw19sPXQh2fXlPhN59M4sv7nZiuT8ZciwyXRhS4SWZeH1fiynAZNvsKMN9GC1udgPaiMFRnckqMdYYy3RdLHTl4ttVOAMneawPcKLL5Uh9BaMcuW%2bJ1asH16UaCWoaWDHOxBS7110BtooOL5oLHGtKRJdHCJMXnEya6TNOQH6zNMENuoCkGymPx7eNVfP1oiULTjl5htCyL5e8yufsFYq3enK2lsDQxmrE714S7i3SZo5UEQIbV7ix8/2IQv381jNvDyfAwPoEELx04G59EvLs2vtqtw%2b8%2bncY3j/ow05iMeQJwlYnf4a4%2bWGzAk5UmPJhT4eZ4Gda7cjBSFYvmPE6KpHJddgAW2zJxc6wMzwnCJ7fGsNghR0OGB5SJDsiPtuM6qri%2bRlwZUaIl3RS32Crfp6apPd4cwI%2bfX8IjvqAg8DwWWnPwERmQQHPRWeALVXYSMmOTMVgaiA8oLu3ZPmjKCcRQTSp6KhIpTjmYasxEf1kMxqulGK1MwmxjOm7NNZB%2btNfjdHeNrOcuGb7/cBB/%2bGRUBKAowgj5kWZwIQDRTlr4ercWv/tkAt897v8rAJm4MVmJJ%2but2B0twFpTFC61J2BBFYL%2bAneMVkWjj8KqTPVER1EoVEkOiHM6hyqpvagBU/VSLLAsVuj2kiQmqEgPxA2K3zZ9QmuGCW7PN%2bHp1Umo1WYGoINGRhZigdLQi9joKcHTS4MIc9UTayXIVhvyKD9s98swyqTd9Pdxx7Qw25xB5ZVSQAtRGuuEQOPDKI2xRm9xCLL8jLDDNvNkvRPX%2bMKZhgysdGbiNx8M4E8fU2RnZAi2Og1v8zOw1TmGEFtNfLVTgz98No1vH/ZiQhWPxdZM7E5V4RVrers9DpudKfjo1gzrewCdWfZoknlSQzgjyHwIRDSGS71Rnm6PGA9uYmchLvXl4Rlb4ae3Z1BEkfS10%2bXuK3CV62qXmeHOrErscmquRmeR5GuC4ijayUh9ik41FbQPUW66kAVoI1nC8dN4H7Z706nAKVz4YaikNlhoz8Eojcql/iJkBpghyPwQGlId8XS5Eo1p7rg%2bWoH32I%2bvjf0VgI4M/PrDfvzxhyN4NpsFR%2b1DMOEoq6d%2bEGEE4Ec3atgRZvD13Q4MK8Kx0JKBW1OV%2bOF1zibdSXi8oMQvX13Ft49mMFPpj85cb6zzma1yf5ZDPCYUEnQW%2bSEzUA8znPo2qDm7EyqK4jAq6C/8HfWwQQG8xm4glMDORBm%2bfbIONXejk1Cxp643RkARrocdquXD1W7Wpz7K46yQ5GeCRDLh%2bhBHyLp0FIfqoCHNAYudeZisT8XueDkUsXZoT7dBfYojpqvD0ZzqjKsUm6cbHbgyyrGYQC21peLXH/ThTwTg%2bXwOPAwPw5YgXDi2F%2bH2mvjmZq0IwDf3OjFYFor5xjTsjCvww6u92O5IxN1xOb5%2bMIkni0qMF7tgrCwEl3qy0FUchIlalmJ1MFngg5wQQwLADtInJ%2bh5LO0OtOaHIMzdEOu9BVyPEs1pZly7FE/pFdTSJKaYqKaYlUmoATq4TtTuLncQSWNI/fSR6G%2bOVG9NJpSPuWbO%2b7n2rEFPUWRmuMh700rUpbojw1MLdcl2UMZZQx5ghGvD5Xi82obLIxxraVLmGxPx6/e78JfPJvD%2bfC6CLU4h1fMioh00keCmhR/t1OIvP1rATx/1YLgiAjN1ybgxWoYXl9qx0hSH2cpA3BnNw9VuKRql5hguC8NmVyZ6CdYYS2azNQ5bTUGokVqy5WZhrYfGqTqR/mIDczRRMZwY1wjANgFozbBCSZwTZ5oyqCkTnTDHHt2Z44rCID1cpVreo4/ODTFGTaI5WrNdeDTFnSklhqqkCDA7SsGLxlp3AWYoMrtjJQQwDvJwOxRFO4jHimRP3KEpEfryFu3piDIeSy2ppHcnfvZkDC%2b26M9bEnC5JwOXutOw2paMT252c7Fz%2bPzuEKZqEhiJ2B4sxLtLNdjqzUVHrh/6C0l9uS%2bqk12w0JDAZ3AELw3DRE0c1tpTURpphSBqywxF%2bAaZWRZHZuYHo0LqgkQ/MwpxPrZphBoybFHKTe2XBkKtM8sBGx3JWK4LQX2yAxGqxIPlVkRRBH1NT8Hh4mFUpfjgQ3aAXfbk7cFi3J6qZk8uJAhy7HCXHs5W4f3VOrzYbMYHG814utIgtq779NpXyIS%2b0nCKYA7%2b7uOr%2bOVH2/jVZ7v47df3GQ/wu28eivGrz27i%2by/u4CcvrmKaRmicoF4fK8WD%2bWo%2brxavtprx6dUOvqMej%2bfLcXMwj8Clkl1RZJeULbAIs/WJqGSyyx3ZuDdXA1W6Fxx0DsLy/AFEe5lQAyiOHJdrMxxQ6noKI1GOUNtui8JSbRBWGyMxUBxMx1XCuiEDIhwR7aKDjEBzTNSlUY2H8GJ7gH22ByvteahM90dBnDuUKb5U4gDUZweitSCSEYUmeQia5WFi1MiC0JEfSlGT0V/Mc64QTNUGvnl2CV893WJs4nNa7S957dvn26Llnq5NQi93VpXpz5YbTHMWhOacILTmhfFdEijJsLIEN8gjHZAaKNDZFXONqfhws4UANeLBbDWusfS2h4oolDKKYzC6SiJFDdjsK0ZzlgumShxwqy0UaoH2OjA%2bexSuxucwzxrfpEO6LTinsQrSrwnvb3FSnK7HbEse2phceRJHVeFv8NSG9EALFMa6iCqrSvNBHZ1ZY1YAmoUF5waLIZRDV1E4fUQ4RookmKsMxZW2RFwn6250pWKbNnhRFYU59vUV0nqpPg79JSHoK%2bGInOKBllw%2bL0ciRlOWD%2bozvKCUuqE41gG5YdZIZstNlRhBzvOSWEdUp/oy2Wg6yWzqVjmZ2MiOVMb2no8ldq6ldrnoNGVBpkjx1YXaiX1v4sKRt5ASYM6WpaR7a8E2J6eV7hJ00u/XcIwtinFGcbwzGjiGDpRFcoEcRpLdUJ7ggoYsP%2b5wEPt/GOuRiZZHYZB9eYAxqIhBPX/TTOMkJHWrLwkPRjJwZzAd17uScJXqfoXmZrs9Ebd47cF4Dq71pKC7kN6ELq8py5fPC%2bdvQ9Er7GJBANrlEjTKvKBKcaX/sEdeOP1LrDW6833RVxxIfXBFMtt6tJsBknzMOWr7oikvkr4lm%2b5WTiAKxAhw0MHxvWpQC3XRRpSnIaoz/EnfGM7pvoj3NkOchxEfTlWXujMJfzRkB3GAicFIRSQTDqb7CmcLikAfHeBIVRKFKIXuK43CmMGQUYhkdIBZGKF5amFJ9BeH4lZvIu4NpjJ5qrrSH5PsPGMlfphW%2bONadwLujWbiKoFpl/uhszAUkyy92SZOmoxpttwxqvqgCGw0erkJrfJAMkTYgADxN935EnTl%2b4ufa1j/%2bVEONEaGCHHUhp%2b1FuJ9rVCU4I2e8gSuPwLlUleohbsZI0T4W5zNRQTZayOe7UJBmncUhjHpQJQkeqGUP6pI8uJLI1n/OWKP72HiuSyF0gR30tybguOHGtasgprwum5D2X8juMhgJHJHlGTQnZ5EvDeViadjGbjZmcBIxE0m/mCIGrNUhJeLhbjVk4yyGBsURlqjvSAMPUx0uCKWnSeS/iACPWRCJ81PE1lQl%2bFJgXajyIbRqbLvs5u15wVwrc6oIhPqWC6NZKgiiR0u2gnR7kbwtToPF5OzkNAZpgbaQU1IPN7LjAODM%2bqy/MV6FdDt4Y4pmVhZvAfa8kJpKnJxe7oW692FULHmYx3OIYS9XOp2ATm%2bOlCEGaEi3AQFQUY0S3xeoBGU0VboLYyAklZ5rCQIP783gG92OvFyScG6D8NQoQ9GFcH0IAF4j8r%2b49vdeDiagbZUWl2Cnx9ogJJQE6hiLVEUZMDnmvunjqMAABHcSURBVCPfXw8FAbpIcdVEuvt5RNupI9TiBPJDLciQBFwZKBRnkUbmUkrQi2PsmYMDAXFDTYY3Ge0himccN9rLQgNqZYkeqKV4NWRLSHUf1rkvatO9WdsSdBSEsNXl4x6nqFX663aKmyLCHIW%2b2ijh4hRhpmhMtMZEnjsWK/wxQ0qv1sXgu48eYZSCtzNSgefXZzgWd%2bG9rW786pMd/OKjm3h3VoFLY/WQ6Kmhp1qGAVUGHmyO4P2NJtwbz8Od5W5sz/VyfG1mvRbhxx/u8h2ueHedcwJNWE2sGU2bAYHXRqG/DtLdNBBldYxgnERxpA1GCMQWR%2bdZlmNTbiCKKI75UfYoiLYlGI5khDO9gRvZyxIQTsoSnERnpEhyR3X6axVd7y1iL%2bX83FdKwfFCSbARKoP10RBthnUlazfXBXXR5hjKdMJwLtFNsOfO2dIaV3DIWMMGBefqcAXur3KYmeR4PFGOZ8sqfLDVirECF7x6dBW9injcvzKLseZCPLsxj2t9Wez7lbgx14lUtzNYHKzHtZk2fP7Bfa6FI/FmP%2bbL/TCUbc%2b5xRjloRQ653PI8bmIqgjqWJgeqmnVc30vopy7L2jTJmcV4W8LLSzFInas3HBbTqG2KCBQxbTwaoJQFJD%2bFcleTDwK60RcaHuX%2bsupwoHIYYsRdrye4%2bsM0b9RH4phmRNaE60wxV0ZznZFfaIt%2bnI8MF3ii4/vb%2bC9a8Jfk5ewO1OHpzuLePXgMic4Vw4gFZw1VKiIMcPW2jJc7O0x2NeLkjwZ%2bnp6KcA%2bnDnycH2%2bB1ne57E2yg2YbMNofQ5ur4/hq%2be76OAcMlXgis1qP8wVu6M71RrZ3hch8%2bIa48zRn2GDRg51JZKLyGZpqpLdMVWXKir/Ai1yK8u5lB4iO8yWE7Al1BRSL7RTEZfo7XcmVQSgGC00HSUR1ihlPZf666IjyQZX6sIwmueJ6khT9KXbYbHYA4O0yZ0ZTugjCJ1p9hgpC8eDlS50Zrrg0VoXnl8bwwgVe15Q8mYZllvTOEPkoiBYD8rSAqipqSE2PAz%2bvhK0NzdipClfFLS14RrsLA1gfVCJy335WKSXb2Q7/fDuJkYLPLCg8MNYngu60mwxwk0YlTuhIc4MOX46KA4xQn%2bWIwYzrNEaa4gSf21k%2bOghRWLCzhKBTW7wUluOKPKl8SwB4W9v26TqYpucqumHgjBLtHGo6UmyQn2UMXrS7DDLKUsVbYFi1t1ErjMm5S7iTjQk2WK8yAsL5b7oznDk4rzRQUCmyvywpqJay9xQzeGohIsqpl60ZVCQIoyR7HGR06YBopwvMrQR6aSFzBAbdhxP5HIIy5HoiN5fQbB7WF4zbJONUlsooixQE2%2bF6TIfrFb7i4m2JltjvNAdwzkOaJdaIE%2bii0xvXXRnOmKhlEYq1hTpLJMAk%2bPwMzuBVH9TtOSH0S7LRXeqNlabRgcnQXG0PRVWH%2b2JFmjjjxpJpxHWeX2cJdI9tFAdYcJdd8dkvpu4CEWkGbqY7BJn8x6%2bbDDHjSxwwFixhH0%2bGZOFXqiMMkNpmBmKQkwpnoKam0PmrUUAdJDlb4j8IGPuji4yfPWQ5q2HeE6FUrfzSCNARdSb5lQ7tGUScG7AZKk3GlMcGPZo5lEAfrsxBBNMfrLIneXniVZOgo1xJigNNkC6pw6qYyyoT86oDTdEDoUyxuokIqzV4WF8DFEe%2buxuYVCLcrnIl%2bujjjc3xRihKswQLVT2PtZ5SZAh5BJ9tLIE%2btLtWXueaE91gCrOCl1c2Fp1EIa4Q7MUptWqQExXBGGzOR7LHF0bE6xRRdYUBBqy/l3QmGTNFmmANNZqspcu0n31OTYbiu2ymK0u298ImQwBgGRGId/dk%2bWEAQK52hiDrcYots5Q9BX4oFsAW%2baMeWUALlGTpkp8sKT04zq8URtnARWZWxtlSrB1keikwVI2YG7GKPPXQqr9aURbnkSA6QmE2rEN1sWQmkStjO1EGW6MfpkDOqRWyPHWFpW/naj2ptpgTKS9HaqiTNCR7oCFCj/0yuyxWReO55NZeD6di63WRMwLdE2wJA0vUsh02L8NMVzoiQrhb4ABekhm/450OAupuxYy%2bH0W7ysK0Of92oh11hR9RSEFTBVtgtF8D8yUe2GlMZrzA0fe%2bnDMVYegjZvRy/G9l9qzWuWPTVUA73XDXJkn2eCGhngzNMebojnOmJuojxQXDeR4kcXhBlCF6kHucQ5J1ieRYHeWXYBqKyctK5l8GxNXcaFFBENF%2brYlmmO4OASzqngM0sv30AlO1qXQxtLa0nJu98nxaqMOP9rpxu5oOc1OII1NNKqkPiiMolen%2b5qmPRYW25TujqZMH9TKglGfF4uaND8aJSo2PUgN22x5ggfq8uIgC2CNpjMZToRjJRJc683AZocUDzleX%2b1Ox%2bXOZM71ckzVSjFbl4Cx0gDcHaZ3YCw1JOFSRxq22lPQmumOdrrAIu56mpsmYm3PIN7%2bDPJ8taAI0oHc6wKiLI9DrYi7UkMWVIYZINdLkzef52cztCdZ8poetkerOA5nYGOsGZsjtZzxW9gpCjlhKfDFzX7O9zfw0Z1FXJ%2boRW8%2bfX1rMQbr8rE82IDN8U7cXupCFctrc6Qeq8ONmOqqxnBDAfJC6RLL4rE904XJtlJsTnZhvKMKpUk%2bvJ6Aufp0eolcvNqdxvvLlXh3pRn3ZpT46MYgPnmwiptL/aLRmamNx82pWry80otPbs%2bJf0q7u9KNzx%2bu4tpoNQr9NMgCaoyrBqKtTyOCrjHRQR0FfheR4a4JtRK2pGzPc8hwPUt7qYGKMH0KHkGJNkZlpCFac/xFj9%2bS7YfFhnj0ZDtioyMdjyaL8fGlRlzplYl/Eu8qDEeWnwEyJWaQh1qjMMyG7TQEKy2pqE1yRBlFNjfaE/ESByRKbBFiz97NWb4s0Q%2byYDuUJZERmRHiEJYhsURzpi8GyL5OPreb0cIdnagIxd2JYg5OKXxuGgchf%2b6yG7ryfDFM9t0ZyOB36dQNfw5p0aLFrgjVhtxHkyVwFvG2rHvzE4iwPIFICmK66zmoJdjRzzupsxa1eLMe7a0h6jlg1Enpn%2bnu0lmbeYG69O1emOQsP895/WZ/Jh6O5eAeR9sODh%2bKaGuUxboj2duE4mbEASgMuRJDFNCf93JiLAihhw%2b1RIizMewsTOFkZw1nBzu42lvj4tmTcLO3grWRrngu8XCBr4Um8vwN0CC1g0rqgpIET/FvDcPKWKzUR2O5hsA2RKI53QXyQH3UsB235QVjujoa19qisVIdSHNGHxNGTSsORh9Lt4zuLy/IBCFmx%2bBneAxBJkfhZ3AYatG2p5FLK1keQmV2OYXm7GDxP4/pKYtDszwcVYkOGCnxx7tbQ%2bI/d33xaA3PFqvw5d0JbAwosDFci53FAQzUyNFWFE/b7InppmwMVadjbbwD052VSGWLm%2b%2bpwqXZAWQlR0MSEITKykrIsrJhYWkFFzc3%2bAcEwtCYfb%2bjBeOt5SjiwLI1UIHLw5W4vjiImQ5qTH0WXV0Knq6346Nb07i31Cp2hIXaGLzcncfObBvWWlLw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\n

\"artheon\"

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About

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The Artheon VR Museum is and always will be a free educational platform offering immersive, next level interaction with objects of cultural heritage. Our vision is to provide a one stop full spectrum art education platform to access, learn and share knowledge in art and culture from across the globe for free. To date, we have compiled 40,000 pieces of art from all around the world into our database, and we aim to become the world's largest art and cultural gallery, available to everyone, everywhere.

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Mission

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Artheon's mission is to enable free global access to history, art and culture to accelerate human development and improve our ability to tap into collective intelligence.

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Impact

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Art can act as a catalyst to tap into our inner potential as well as our collective intelligence. When going through the history of humanity, it is clear that Art played a major role in shaping the most advanced civilizations of humankind, across eras. Art is a proven tool to inspire faith and elevate cultural growth, while bringing a new perspectives about our reality. Today, studies show that there is a positive correlation between schoolchildren's grades in math and literacy, and their involvement with drama or music activities. Also, art brings people together and gives people a chance to be part of a community. Art influences society by changing opinions, instilling values and translating experiences across space and time. Research has shown art affects the fundamental sense of self. Therefore we believe that free global access to art and culture is a prerequisite for a development of human kind.

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Powered by ThreeFold

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Artheon is supported by the ThreeFold Foundation and is hosted on the ThreeFold Grid. Being hosted on the ThreeFold Grid was an evident choice for Artheon so as to share our history, art and culture on an equal and sustainable Internet.\n
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\nTFGrid allows everyone in the world with access to this wonderful virtual reality with more performance and lower cost.

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Join saving our planet

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Artheon VR Museum is growing into a crowd-sourced global art database empowering smaller museums, private collections, galleries and individuals with tools to publish and display artwork and provide courses, tours, lectures, events, around art culture and history. By being hosted on the ThreeFold Grid, we aim to become the most inclusive and sustainable museum in the world!

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I7rysrz9aHefvWmA7YwqPFev749TJvr1ZTHONEWbwLK91p/KfvrvPh3S42Rsp541oPz9d6eHJZtT1Vy3ynzFFljErEX4AU8tUb83zz1hU%2bf33BCMK7t8e0/wQ3xoppynRRS8%2bSnyghxe8Ypcne3JurZ1VlMNeRS1KgtYalAFq1X3GWRDA10IxIITKrNxf7ilUvlayPVxHtfwF70x9Rr7q8J8v7QC7wwdUhZlrkFouD%2bVwlsNCWSp8oNS0N%2beX7G3z28JIoXqJVyL1LzTy/3ssL1aPhgO/dmdBBmnmy3MB/%2be4aLy6XkOB1Ch%2bbQ4xUhvLff32DTx%2boDY6U6Tt9fHRniPfXBeB8NTdHRd9m%2bXux4Ep3Dm8sN/Inz5e4r8Am6mIZVVm8EAD3psrYmi3l6xe3lIwpskNPUyzxvDtbx%2bqQdKArjwQBUBRvR3uWC4nBGocLk%2b1Jk9eeac9hobfQWIPXlIXYgAs4nzJhRO3sy7fv8clD9f3NMRbbU7ncmsjrMkZ54RZUJIcxodnhzkQZpdH2LHXnsTFew4TEpj3bj7mmZK71FfHpwzm25pp4ohL4rwLg0xu1lEZZE%2bhwnMnaSP7tewGw3cfmcAkfb43z3moDbyxW8v5mF/MNoSx3ZjDeIHGtUw1HmHFVGX59uYV3NgYo02yw1F/Oo4Vqbo/l8pNn63z6eIHKxPOUJ3vquT%2bUkoFJSUGaTGOteTCewWxjGCaWJ3cT52cjemQz35XP5YES4%2bZxqnvnUz9isjGZxwvNdKttJKkPX0y1Z7M/V9QeIifEnHR/Mx0qgoWOLLIDTrE%2bXMT9S000pckNRltwVyJ3WXX7%2baNZ7kvZnyzU8K/frvL5zVo8NeOfO7KL8apw/uf3t/jwZhvrAwV8/lAKv1LNV6/P8Lc/3WblYgTX%2b3S%2btnRuDmbQVeQlMJJ5c6WNnz2ap1b9fKQhg0fzNdwayeTbt9d5NNdOeYwF1ekqgZlaY2LmdI70EDt8XY%2bqAwQI7HRMchOcCXO3ZLZNrVC98pJostSTJ1DscTn9KhM1Yby9LJNSFUmrlHilOZzVnhyeXR%2bgNFazfYTAa47hzlgJ46UerA0V85oyM14ZTlemM0PFfsw3Jak8ZlTPNWxPl/Lfvr3CZzdqiL5wBK9z%2b7R3CP/7L27x8narce9P7o3yprL/5lIVH603M18bwJ1RdamuTLZGc1hqDDIy4vZkJV89XWKmNYvRxnQeX6phtCqYJ3KU20piabgZtRk%2b3JmuNmZ/uiWNDLH9yMFX2b1/l/GHUZP8JFdC3MyZapYblFGYkVLOd%2bYQ62eH25mdtOX5c2MwW0KVz2xLEpOV/qz15vFUracy1ob6ZAduDuex2lvAQHEQD2U%2bnq%2b0cHukmNHKSNW3jMtYOT99PMMdmZKtyTL%2b4WfX%2bNM3xrmvmn0wU87b62384ZstPrk/xDUB8PJ2H%2b/p3m09985QFqtdKTzW59bEgsdz5TSnXGC8LoGtmSoGyqMoVXucasmSwDbQnmDFUF4C%2bXlZlEVb0ZDpzc2JSuZaM5gQm1OD7TE/uQcn2yPYmh/CxO7MYY2a1gxrwyG5wikZj1lRJU4AeJjtpiPHjTv9cTybyeS1yUxu9SWyMaT6u9qtDnGaLNXUm2u9yoTmgo1%2bViSkS5150oRKgdHA48UWUb%2beO3Jviyozw%2bvf/skzfvftO/zT9y/5p19/zO9/9QF/%2bPOX/OTpZZbb09gcLWN7pobXFptE63oBLI/QmspgRRT3Jit443IjT5ebePt6F91FweSG23O1v5i7%2bs5YrgNP2uNUhi3UpzjQku1t3G%2b6JZWRujiSA205euBVHM4fxN58PyZ7drxCmOznYE0c/XJZoxKvyeYUAWCLt8U%2bWrO8aVYd5YfZEu58hopEL55d7eADKfvD%2bWYJkeznTLMCL2G0JoEqiU5Vihft8tu9spyDFTEMa9/%2b8hhlK5qrXVkSoELeuVzPB1ebdG3gtZlKni81sDVewmxTIj1S%2b2EFO1AWTm%2bR3KHEtDLRjfwIO1pzJKw636JEe1Vt%2b8X1Ht5clW%2bQ4Xk038hguaY9idxIiTfVceZczPHV5woZq0%2bkT3tmhDnibn0MP6eTuOpqEuRqRnmKD11lUfTokP1yXSNiQ7y/LXtfMeHwrlc5tucVrEx/%2bJ3vYn44t%2bUUJ5uzGTL8hqDvdBSGqh3FsdCSzFhtrFY8i9KUFbWstf4Crg8Us9pnaGVpEsQU3lss5MV8AfcHU7jdm8Sj0Qw%2bWCkX3aVDjUlc6frheyvd2Swq8zONYmdFBH0lQeoYEUypa1zM9qVKRqYk3pO6zGD6Zb%2bvyciNyNkGOJ7ExeIw5kd3UKnZf7krm34F314YQo2SaXPmEGeP7sXB7DAmFwuCaVUALcpYe3EEXaWR9FVGU5UmI2RxhCCn03KENlJPtcsQR/IiXSmMcaM5O0AZ1kE0VfWURCvIIh7Id4%2bLQRdzg43AjKmkBivjdE3g0sVM2vOC6Mv35/Nr5fx4pZSn4yqrsUwjID/fuigwkmmWi5tV61y8mMqC1pyCn6mPZag8TACEqBvkGgV3uiFezw%2bhsyCI2lRP8iM1ZAXakx3uTFWqHy15wZRrjB5VMtaGihiujaNBTKpWd4r1tcLd5gTWpw9iUq0ho17BNOcHiwGR9FfHMVSbJAACiPGxIdj5HNGeVqQHO4rePnQWhUmA4pWVREaqY9Wacnioers3VcdoaRilwRaUhVoyKO2YLvZirjaKS4aA9Pn1oSoZm0Z%2b/8UW3zwaUX%2bPYqQilO3ZWn7xbJJnl0pZG6lVW01gXUI7VxPJRGkQDTFW2tOcwoDTFAadExjhbMjZrfTmM6DMGsqiszDIuKpVftmieaS7BdFe1sT62IrhgdRkBdFREk5Tjj91GV5UJLlQFOuISYOCv5gfSnVGILkxnkT52uFpewYvu9MEKfjsCGfKEz1oyvKju1gsyVcWyyK5rK7wZEkj6HS96i2cvjRnlst9WSjzZa7Eh5W6UObK/fhIU9mXGpdfSCh/%2buKutGOUP31ziecaVB6tTbAx183jzQUZmn5%2bfH9CYpWpEXeEr97b5k9ebPB4opDpQtlbtdSaSEtqIy1oi7egI9WRcenW5qiMm0qsTyVcn%2b4lvfChOctHyXKjOM6VBN/zuJ0/xgXzozhZniDY7TxJwRfIiXIxmiSTUE8bnK1OYq1uYKgND1Ej1uc8%2bRo9DWjWadOqJHfKE9xoyw9hXuLzcKFVgTcyKWrXR9swlefGjeYIVmuDWK0JYKU2mKkyf5brw/ngzpRs8DSfvXaZ5xvj3BotlRmqZ7Y5ieL8fNKTU%2bju7GakpYDHSy0ahtQ9rsgRjtfz4Ws32J4sZ6PRn43mUGZLvWhLcjCCMV3oSl%2bKNe2pTgIinmvqAtc1Pg9UxBrPWxTtQLWyXKM2X5bgIgbbEupmhsO5w5w9to%2bzxw9gffYoJudM93NBw06IxDAp0IbcSEcKohwpinEkP8qwnKlN95PzSlGbadDAUc2YQSjzPBlKd2RONF%2bsCmIs35MrlVJoMeBSVSDXW8JZqA7mclMMt7vi2ejWmJztwWBxIFOVqtuEC0ZnGeV2jvwYL7rL42lJd2Ne/XpWQreuVjau8pioCOFGWySrDcEsC9xrDYH0pDnQlOjAUpU/SzJfBT4nSfI8TYd0bEVia/AkXSrVohgXskJsyQi2IlMrPciK5AArzT7nxPITnD%2blNugvxYz2tiDOx5xEf3NRxoJEv/OkBdnLYHgyUBWv%2bb1EVrJADwijI92dnmRbZgokVqXSBGWgS3TcbAxhutSXoXwvNi5GcrUhhCt1IdzqSeJ%2bfwo96U60pjrTl%2b1KY7wNhSGW1MU70JCgTMXYUhRmRb4Gs5ooSyYE4npHLBvt0YyXBTBdEci9njhutUex2RYuwH3pSLGnSd/tyXRlIM2R2pCzJDsfIc79lPGcy3K0Bt/RmhdCVpgDMZ7m0oUzhLueMK4gpxO4WqoLeJ4/QqDjcYLVF0NczhDlZUlW%2bAU6iiJE92yjIJbGu1EVY0dbgjW9evBUkQdjon2LDjAssbsqqzpT6s1wvgfXmkLZbI3i5XIJ7yyUclsAdKVdoFwiNlHqz3CBG5URluQFW1Kp4akmUm4t1pbCsPOUhpnTm%2bHEqva4N5TG0%2bl8bvYkMlMVoHIK42F/Irc7ogVwqJ7nyWCGHY0x56kMs6BLSemMt6LY5wTp7lp%2bFuoCnozVJRk9QE2aD/FKbICTJlC747hbHcbutBjgbH4YTxtT/C%2bclvmxVgvxUU%2bNpTkvTIyQ%2bblgSpzjEYr9TtOZZEevaN%2bpCbIrxZGRHGc2erI0VJRxa7pZtraGm/05fPPaNN9/uM6DqUoW5b%2bnW4tZG2thuSWBZQ00y4Z/c%2bitoicvkKu9JQJaQtdRpjYXwS3NEo%2bnSvn4Zgc/vquReK2F5%2btD3Bqr4N6wJr27g7wlI/a6bO/DS42MFQdQFnyGHO/TVIaeo1kdI18lketlSpTDEdwtdfY4N7XqCNrU7gukbaEqdzfr4wLgACaGXh/iYkZ2pBON2YFUpvqq/Z3HXT7Z99x%2bom0PkeN1Qq3oPM1x56kOO0dthDKVZkt/hj2T9QlMNaXL%2bxdyZySflxua0LYHpc5VDMun10tIe4qjuTZYxVJzopyd4fdAOcasKNL8LOmtTKOtKJ6e6mzpjRtjAn%2blPYMrGl5WuzJ4d1Vu8VqrTFEuM3XRbA7m88FqM7eHCtgUWFPl/tSGqz36nSDZ5ZiAOElp0FnyfU9SHXqW0sBTRDocxs/2mOrfWsbIy7iSg2zwUHcwiVfWiw3/VBTuhJ/DaZzNDuIjxxdqdYgom4OUaLOGWCsK/E9RqFUfbU53hgtLHTnq4ZE0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\n

\"beliive\"

\n
\n

About

\n

Beliive is a community where people can exchange experiences and services using time as the only currency. With 200,000 members to date Beliive is the world's largest time bank. Our vision is to be a movement that rethinks and rebuilds the value of money, the value of time and the way we collaborate with each other. When the money economy is failing at giving us a way to exchange our value independently of the circumstances, Beliive decided to create a complementary economy based on an abundant resource available to everyone equally.

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\n\n
\n

Mission

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Our mission is to empower and inspire people to recognize abundance by living new experiences one hour at a time.

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Impact

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We have created a platform where low-income and unemployed people can exchange their time (hours) of volunteering for knowledge and skills. To scale this and to allow for collaboration opportunities, Beliive has an open API and a web widget that can integrate our time banking technology with different platforms and systems. Soon our time credits will use blockchain technology.

\n
\n

\"beliive\"

\n
\n

Powered by ThreeFold

\n

Beliive and ThreeFold recognize the power of equality to include and connect people to their unlimited abundance. We are peer-to-peer systems that are here to support the awakening of humanity to its own potential. Beliive will connect users' wallets and identity with ThreeFold, using its technology to support time exchange transactions. Beliive will also connect time credits to TF Foundation partners and communities, providing a peer-to-peer platform for TF Foundation to spread the use of time credits for economic empowerment.

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Join saving our planet!

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The world has 3 trillion idle hours per year and Beliive is using TIME as the common currency to promote reciprocal exchanges and financial inclusion. With Beliive you can offer for example one hour of Spanish Lessons receiving a time credit of one hour in return, then you can exchange this credit for any activity available in the community, like financial advice, dance lessons or someone to fix something for you.

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82/n5ufzEx%2bjukyPY3M3wETFp/EYMDvrld5vnAWt0I1MB/G9U0/OyVXFg4AzS6Wzlg2b%2bzphf4yOqQhL/DrwSFAIkkeJoxRHksoqpVBiNPKwZkLBbSpQjinbHAgg%2bB2R/4tmPf8nWEeXOAWTOU4SO1QMh571%2bwjZ2AR6ZE4NUvzuGxuXEjxklNeGR2LN5cddZ3POPughioGb9lJGjMTmXkoEhTfhHxqruF3uI0J15r7%2b5EnsaIc9c4THEGcDazbbHKd9GTcv%2bAmgXuQNKilQVSJrx26gGBeH2QNaCnvU3VFVkTlFlARFCxvRgdgxyGsGUTcDAauHQBOHIIWP0FsCsY%2bHYdEHsYmDReRcVtFsLbY9gyk68DG9fj%2bZe%2bwobESkxYewH/51/78ItJ0fiv9yKU4VGXKpXRcixt8ecTo9gqo9geDyoifs4I2Z%2bYzZCtg9FmhUZfi%2bzCApy/fg0J584i9tRJXKIEv1GsxdnL2ZwH2ijK6mC11VMdst939Y6gvbNHzfh21otavZGq066OLdZ6NNPbtSYrGu1OVfntzbJMz21XC2LKj6HZxmFIeXzc28CZU76wX74UOJsI/OUJgKJI1QW2QUmP29MmYygyAojaiwmvrMLnx0vx3ppzmL/rJlZGZGDzsQL8YU4sQs%2bUYN3hXCwOS1UR8eHOG/g6JgdPfxqPX5OEn5KAVXsvoaqsCBlZ2ZwhMpCSQjV58xauXU/GubPnkF5WjAupBUg8m8xZ3ohGUyE6Gksx6K7GYHMVUYEBVzkGia7GYrTa8uG15KKtrgAd9UVoseajp6kUvdZctDuN9Powc55Vj90nJ%2bMm9hacR2ryBb8QGv8ucOG8z9BVnwPHjgLP/M1XE6ZOAmIYIRPfx%2b0N6zG0aSNwMRFTJ2zGqqPFeGPlGYTQ4AnrLmHT0Xx8ti8dOxKKMPar8zh0tRp/XXgCr65MRMjpEiwMucV2GIGfTIjG2qibcDeaOVnWUKgQOi30tRrU1lShproc%2bkYr4s%2bn4PzZi/A6qmGpvI4uazrgzAaauG1MBRpucnsDbTVn0VSegIYSerUinjiOhqJYDOjPAEXRGHJVQ6u34Wh8EoqyCmCrKUKpsQCW6kIS8N444J1/Adeu%2bnL/g%2bnAjWRfMVy0EJg%2bFZjP2jB1MlPiCIY%2bmsd0ScTkr89hLb089stz2BCXj2cXJWDp3jQsC0/D9vgiPP7RMUXMjM3XVCQEnyxW1yUtfsYI2BKbClejiQRoSYCWk6WGU2U1ampJgLYCtRygjibdwPXkDFb1FpJSwSLYgM42N9q9LHAtLnS0OLnPHs9tVysnwBZ2AG8TOjwN6HDXoc1lQ6vLgjbeW1BUge079yE5JRODDIS%2bngGlB4KUl6dMBOJigXdZECUivloNhO4GIg%2bwKDI9nvozbrNA3t4fjtt/fgzg/LAozGfs658nYfPxAnxzKAezt13HkwuOk5A8jKHokXMSGZ9HZGIJSZiz/bqqB7%2bcfBBxl/LQaNPT4zQ84PmaSmi1lSSgHFqbBVHHLyO/oBRS9%2bXL9g0Mo9cPqQXdvf3EgG%2bdr6tvBJ00rrtvSKGnb5jX%2b9Q6gHyGKH56uvuUDJcHrz4dIJVe8l%2b2chxoh3IuUAC5HX7hn8AbL6H21XF4aFKkksI/pkejL1fh/W8u4v%2bO26%2bqvBREaYe/5FYgxe9Xkymdabicf5R1Ir%2bEYW2spbH0upbGa6qg1VRynKbxJKLSbEZY9BlUFFcALjuG2OOHOAgNNdRhqM4Kal//k59hhdEfUX8ihEQUyXzgpTyWJ0EyKHnlAUmXF31DA75HYyNGB0SQHAf2/dvb/nsGRQ2%2bMgZ73vsMP5p5DL%2bbHqMMfnH5afx5/jFl3EOjhNDoGUG20v5EEs/ZcglNDHFlvBheLYZXQFNVjqrKMmiZBrnaGgSHHoZeb6KVw7AaDGqhE6L9uTXodGhpbR0xWlqkra5OtTqZC2QAysvPJxENvgXWPpHSNo7vddA79Gjta2M0DI2KgADuOb5bCb6I1tffxN%2bm7sMvpx/BQ36RI2EtXg4Inu9DQA3KfTfytLDXs/1VszhVVUFTWYnqShpfUY6KshJodRrcLCjCjh372PpsykCd3qCmxCEaKF9cHm172fcDwshsMqK2VjdCiMvl5NRa7Y8SKJ3RwIhwEDZGh62daK3zzQK3f2AOuGsWeI3R8NIYfPHuKvzXjKNKBsssIMbdK31HGzx6IPqPdw5gTXQmejpbYWTP1vILVldUoaq8ApVl5agsL0dpSTFqDTqcT83A9m1hDOMmqsVBNdAYjUY1DYpsdvFYW1urxmMxTtb%2bZMlcRmGRxkKAXqdHE9VjC6dKUZ2SKqOfFqsUGG3k7e8xPDAq4x9Po3Xtl1h94ArnfF%2bO/%2bYHNP9dc4GaAQ7hPzgITdt4Wa3GtlKjmw0WaCu0qC6tQmVpBSpK6P3ScpQUFMNgMuHExesI3hnOL%2b/zsgw6FotFzQ9y3NRYz1qhU3L3tn8BVEeDXS63bxL0uFHNCNMzchxOl5oQm6kwZUJsp0IUNdg3IOsBr/vXA0avCYw6p%2baBF/8J1/q1KM3NQWleFtbtv6C8L%2b1MDTmj1gQCCJyTxZEfj4/C3K1X6C16j97yUNrajPWokfV%2bqr2qompUFFainCjJLUWt2YqD8eewNyyaw1E3Ze8ArFYrTCRGlsskx%2buoII0msxqhJSJk8KmpqYWLkrmPQ1VDQz00Wi3vMfH/dasnRs2yXsD7vX7IfpAYNzIMyb4gMBhxv3vmdFhiDqK0IB8lmZnISUtHIUmITbyBtz%2bPV8OQCJtfTDqo2lsAP514UK0KPTX/CL7Zd4HFh6HZ0a3G2TZvOxqMduhKzNAWGFCdV4tK1oXKPA3Kszj/G60IizrGLhyrdL8YaCEBUuRkXwioJwEmo0lNjhIRQoDBYFRjrxxLapjYSZr8o3Avf0YepXXLQok8J2TECIKsMZHwfPkFuubOQh/1gKBr3my4v1oFoxienobi/DyUpKWhkPs53KYS%2bblZyM3JwsFTyVi0IwlvrzyBZz85iqcXxuGlpccwY20CNkWcw7mLV5BN4uoszRQvnN1JQru3Ew6TF5ZiOwy59dDl2FCTZYYmy4jqdAPKtVZ8uy0URw8fUwOT5LSexklFF%2bN7e3uY37WoZcjL%2bCznpOVpNFr1KExqgrQ/HWuELIXJCO17KYJhz/tHT5RBFQXZEFRlp6MyMxXlRBn3i/KykZubjby0FOTduonslFvIFKSmIF2RkI50eekoN5PIQCbJSUlJwc2bN3GTSjL15nWk3bqOK5cv4uatHDhtHVRsHFzae9XWa%2bqEs7gDTbltaMhmSmR4YE5zwXjLibJKK5atWoOkU4kqv2WpSwpcQ0OjMlYmP5HQkgKBR%2bAO6gTpFFIL5NhiMZMgX40QAuwcj%2btYIGXbJk%2bY%2bXtk1TmoOv0mKtJuopQoSL2B3JQbyL6VjMwb15EhSLmJTJKQlZGK/JxMFOXnIIPGppKItLRUpKSm4tYtMfwWbty4wWHxOq5evYqLly7h/IWLSEpK4vlMNJla0eLoRGtzJ1rsHXDVtqKp0IuGXC/qsjywZrhhTiUBKW4UlBowd8EnuHEtWXlJVntqmd92h1N5T94GqWF%2bS0TImqB43Ga1wcCU6PI/KNXr9awJNWo5XB6I6klIuaYaLh638B6PPEskgnJocJYYnXYLOZkM7ZwMFBXkoKykgH25RGlwQ001TBxYbCa9Qj5JuJ6cjGR6Opnj8TWOsVeuXMElGn3hwgWcPXcOiTT8TGIiTp45jaskxqAzo87ahIY6O2zmRhi0FEIVBmjLfaghNCX80hVm3CosxoyZ85CbnaMIcDOftTTYSe%2bpt0FY4auoH2zqLbEBFdYmtkiLxep/Jtit6oGB56Tr9POeYSWDh9V11QEIebQeVEv5aeQkZjXp0GA1UaFZ4WysU%2b/6NTsaiSa4/Wh2EvZGWEzM04oylFK0FJcUobC4EAWF%2bcgrzENeQZ7aFhTlo6ikECXlJdCQQFFhDvZu6c8Srg2UtLY6C2zU/LY6M7dmVnk9rNw/y8iaNWM%2bNUKlIqDZT4CH%2bSwp0UpJW63R%2bCNiSM36JgohKZRCiESMnuEvKaII8K8YC%2bR64OUpVQO8zXb1bt8d2BU8Ape89dXkg3M05LxdbYUUl8AhaPSjQU1ujqZ62EmmvEnm4r1eT7N6fdbd7IST9zXxemMD5SlJrycZJqNOPUiNYfTM/mABTCxyEvKNjQ0qn93y1JcGiAgqp3qU/i7HYpi0QJ9oGuJxG%2beKaqZIvW%2bVmSlhFw0gD05kAdX/0KWdCJK3vJoarOq9Pju/qKOpTr375xSIIcSIYU4fnH7cdcz7HDTabq%2bDXb0oaaNxVnraQlh5rVEZ7nG7FHlCkJBj5zV537CBnjcbati2bNgaGYlZTIFm9ST4tiJA729x4jknya7hrCBL63KsaoK/RggB0hLLy8pU2wy8bCHvGovRrfLM0K8BlA6wmXVQsOiZowYKDCO9YVYeEc8oNPw3aLyzX69guYN6H%2bSanQa7GWEej1O9XeoaIa3eRxoJszENHW47vti4EXNnz0MHPSsKTl560FE6y8qviBwrC5rofJG/UvXb/SEfiAghQGqEdA0RTsP%2bcJd/ZRF2QN4RHBAlOIggi0FL5u/ARC%2bYjAHUMrd0/AJ6BYvFwOHEyHw1Mbx8RvpIoLcDYASNhoS5XaJJUofGe5kCigQ3SWCauZheEkEOklHP31vvsePjFSuwbNES3JbeTQgBJrNF9XxZALVazaihwVLxpSjKMrg8Emt2e5RwctibFAHyUFTqg4ghm1Ve3Wv6zmpykL6mAvpaQSVZrOYYqYGRJJhpuBgsxqpokFClQWKMfFmHCn1%2beVeTMsLl8huj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\n

\"btc_alpha\"

\n
\n

About

\n

BTC-Alpha is a digital asset trading platform providing advanced financial services to traders worldwide since 2016. Our platform is a reliable, secure and stable environment for crypto trading with low commission fee and 24/7 customer support.\n
\n
\nOur team is focused on providing the best customer experience and ceaseless product improving and developing. There are 98 coins and 188 currency pairs presented on the BTC-Alpha.\n
\n
\nBTC-Alpha is one of the top world secure crypto exchange.\nAccording to latest General Exchange Security Rating, provided by ICOrating, BTC-Alpha was ranked #14 out of 221 studied crypto exchanges with “A” rating.

\n

BTC-Alpha and ThreeFold

\n

The ThreeFold Token (TFT) is listed on BTC-Alpha.

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\"cicolab\"

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About

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At CICOLAB (Collective Intelligence Collaboratory), we know that by combining the right mix of diverse voices, simple tools, and methods that really work – such as better profiling methods, mapping, collaborative editing, peer learning, and Rapid Sensemaking – we can create the conditions where paradigm-shifters in multiple fields can better collaborate. In these ways we can better find each other, communicate more easily about what we are working on, and learn about tools and techniques to co-create, co-work and co-produce more effectively.

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The Problem

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Arguably, our planet depends upon humans figuring out how to get together and make good decisions together. But we don’t yet have the social frameworks or technology to effectively collaborate – we don’t flow as we grow – and we may be “running out of time” much more quickly than most of us realize.\n
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\nGenerally when we try collaborating between more than three people, we struggle to overcome many barriers. These include using various messaging or collaboration tools (Facebook, Telegram, Instagram, etc.) which – by design – do not inter-operate.\n
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\nNew social operating systems have little insight or grounding in decentralized collective decision-making without top-down power structures. Even when people do manage to raise collaborative processes off the ground, projects often crash in flames.

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The Solution

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CICOLAB brings together thought leaders and experts from diverse areas of collective intelligence to figure out how we might work, build and learn together, better and faster.\nWe host and moderate online events for people with projects, initiatives and organizations which may overlap in surprising and synergistic ways. Through conversation we can meet each other and form deeper relationships.\n
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\nWhile everyone is working on very different projects, we are all striving to create better conditions for decision-making, knowledge sharing, and highlighting flows of valuable information which may be invisible. CICOLAB cultivates an extensive “knowledge garden” i.e. database of interviews and round table discussions, plus maps and other visuals showing (a) various core aspects of collective intelligence, (b) who is working on what, and (c) their actual or possible relationships.

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The Process:

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We design easy ways to generate “Deep Profiles,” videos and short texts that capture an individual’s role within a group plus the group’s role within a network. Then it’s much easier to know who is doing what and who has which talents or interests. The Deep Profile lets one’s reputation emerge naturally without creating a top-heavy or dystopian “reputation system.”\n
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\nCICOLAB is at the crossroads of many different networks. Our prolific network weaving is driven by purpose, creativity and fun. Increasingly we include groups of many cultures speaking many languages.\n
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\nWe host discussions and process them thoroughly (generating transcripts, summary notes, and graphic art) to leave behind “knowledge trails” for anyone to follow.

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Mission

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CICOLAB brings together visionaries from diverse fields to develop simple, practical ways to amplify network intelligence.

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Impact

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We create, collect and apply effective, accessible tools and methods to make groups smarter. Our approach is to allow the communication of projects, ideas and people to be easier and better so network members can find, align and collaborate with each other.

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Powered by ThreeFold

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We can help people, projects and companies “Powered by ThreeFold” to find their “soul mates” (i.e. ideal partners) around the world by developing a dynamic, scalable onboarding system that helps network members find their place in the ecosystem and better convey their needs and offers.\n
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\nWe’re also developing innovative gaming methods to assess risk and minimize mis- or disinformation (aka “Crap Detection”). Thus the ThreeFold network can remain safe, healthy and vibrant, and protect itself from toxic patterns of abuse that have destroyed other coalitions.

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da/07v0IoxmKpQ%2bIdTpIBjjBHBWICYramepinDEbcbHRjKtU/9WBXmZ/Avc49t6msbrZWYcVSxku1hfiBFtsRXQwvOkQgz2cEEQmRAX4QudLV5iVglh6ivz0OLQ11qpNEdkflLFeNjuU5ZX6LylRQZsMBpiKitQS/2PisivKzCIAOesAiAbYWqGUgAAgewKjPT0KgFFS1JwdCXOeHsnBTvB32AG3vRvhfXgLAsmEULcD8DzwGYJdDiDa3xVhzocQemg7IlgW%2bz96Dw6fbUIOW%2bFMURpBKMKFugoFxJXmOlzh1LlKp3mjpxW3expwvjYfCxXZyA/1g9OerXA5sINu0ZfmivMFW2lZfhYyEuKgD3BjCzeyXFtVC5RBqKmq2toCtQ4ggif7n6YiAyoKDSjnsbywSBiQgRICIGholrj8JQNebYNkgExdvS1mlKWGID/Gm9nfw6B3wmPfJrjs/gj%2bR3dxBD6CIKfdCHM7iETOA%2bEERme/Hcke9oiw34vDH76Dg795G7leh3G8PBMrHY0YyUlGOlkSxF6f4O6MUl04GhN1mC1Jx1xFDtL93OGwZxt2bPoNAnhetL8Hp01PFGWkIJtWOsjtKHISwinaLeuTYIv5uyJYZRU9E0GoUCAUEQQbAGyFlRRBscQyE6ihqM7GgBarEepSJmiwvQmF8XRjoc7QeR6A75EtOLbtPTjt%2bC0Cju2g/T2GUOc9SGRHiHDej4/f/DHefePneP3nr%2bNXv3oXezd%2bCI8tv0UCz10yZeHuWD%2b6s5Lo%2bLbBe/vHyPJ2Qj/LpCEpCoVBHpgqyUKylxvs9%2b/B/h1b6C3IggB3RIsn0IUgWR9Jf%2bCBCM8jDLpcPS%2bQexcdk40PiUeMkBgfqXnFAlUKBgWEXWFmuhJB21CkdYFq695gk9p/Fw0QBsyMjKGDlC1h7WdHeSDo6Fa47f6QtH4Xbns%2bgvfBTxDrewQ6j/0o0LMdUhOcNv0KfjtFFA/TwYUiyS8Agfu2I91tDy61VeHu9DD6cpMQvH8XPv7VO/jlm2/i4KaPUBnhjVFDCmYq8mCg6h/etw8%2b7u6w372V9e9CBrghLtCTjtOXc4UvS24/J9E4tZ0nO1sigrLNJ5s9WhfQRFASLYIvGlChNCDrlS5QUvydeUD2BZQI0gjZJsEa9u/StFBkhDoi1GkXvA7Q6jL7Xgzebc%2bHZMU%2bZIa7oiDMDeUBR9Ee549S%2boRyzgjd6fEYKMyBIcQNplAn3OhuwM2hdkyzK%2bRQ3AIOH8DR/Qex/9MtOEimmPUBmGcJlCfEYufWLfAlAC4ORxDofITBs7w4eEn96zhyh9OAZej81hlgse4HNlpbofIBViGUwMsLC9n%2bC6w%2bID9PAfDqPKA9IGlQ2%2bOiAWKDx/t7OPTEojTZj5k8gCCHLQg6totM2Aafg5vguG0DPYE9SuN8URLkiHadF04VJeF8VSFOVpdgia1vvDAJZSEu6EwOxu2BdtwcaMOFlnIM5pOJFM36mFB0MZPDuYkYyo6hE0yFMSoMmz/6EId270aAhzvcjhxAQrAXgp320XmScYEe0HPkTgx2oQjWWB%2bS2EDQxmFVBiVlSgxNVg0oKyi0GSHbRFi6vi%2bwvj9IHyAAjPZ2qV2gdrawnAi6u6AjCD22RdE9xnMvvPZvhL/9FmSFu6As0h2tcUEYTYvEMk3PZRqeG%2b3NuFRXTiMUjYZoH0zlx%2bPeUA9uD7bhertZGaDlejNmjVnsDGVYrTXgQlkqDVMmCtj3t278GJ%2b8v4HBs6v4etNjHEU0W26Yyz7EBbshIcKfk6gLGiuKyNwmJeJqX1D8QKVJlYLqCCUl3wHBzpiTpZygNgsUq9756g6xGKFB2RPskQcQjWg2FaCcmSmI9UUk6zjEcTtZsB1Hd3xIP7AJMQTEFOGJSUM6xjNjMZcTh9OlObhQyRk%2bVQ9ziAd603U4z9peG%2b7FnZ5mBcDaYBceTY7j4fgoHnMwWuttxY16I06bsqFzOgL7Xdux97NPcHD7NmWL9SFBzLgX9OwmqeFeyIwLQxzLrCInXpWu7ArLTCNsbqyUHSGbJyhWJsjmBeyM2dmKAVoJlKitItvGiIzE0gVEA%2bSZgGyHyZOd3tZalGeEISnAnlnfiiOfbcBnG/4Nm3/9Jhw3v4em%2bEAM8UaaonzRExeMSQJhiQpAEYehsfw0Kns2TtIK3xsfx4PxAdxur8WVKiNudbTi/gQ/40yw1m3BPY7FU4UpCDywC3s/3IB9mz%2bkCO6En4sLMpOSkBwVStGl2wx0QmGqDsmRvsiK8mQrrLM%2bMK1RetZkLQObFkgnkOxXUAfsxASVUwyEEhoApQoxC/%2bwg51ANkUGrbPA1BCNUH8X6tifjYn%2bHIKOIoTZt9/ya2z85c/w6YY3sOUXP0W1zhsWdooSUrPUzxkGb0foDmyH/7YPEHd4B5KP7YMlNhTzxjwMZiXieFkuuuLD0c554gJH5BVOidfrOClyFuhMj0UKHaDTJ7/BO6//BAe3bobzwQNIiYlBfHgwkug1ouk9cuODCUI078kJTTRFUgbymK%2b1zvqYbH1voEzNBOslIDZYSqCiSPMB6jlhpa0V1qm2Ig9IZBaYGBzAMOd1CyfBusI4miEvRLnuhveBT7B/E1vhrg14%2b2c/QH6QM41MIEpD3aA/tA2xR/cg1mE3AndvhPtn9Awb30XE/q3I9nREMp1iOyfJscIMpNFINbJEprOTsMQSmi9Ow2BOGjpSE7Hpnbfxkx/%2bd%2bz8%2bH040hPogwMQ5uXMMuB3EIAMTpmyI13A4cxCNnWQvUoH1jtClepw39WBIo0Bpfn5bAsF1r3BlzvEtgelfdZnA%2bOD/aR/NRqKk1GeHsZ250wAdtLw7KQR%2bgCf/uKf8caP/gnZAY6o0XtzACIIIe7w2bkRrhvfR9T2TxC2%2bbeI4GvDsSMYTE7GQn4qTrPVXebs35qiQwxtdJMuQHWBkdx46I8dgu%2bWj/DL136M1/75%2b9j83i/hemgvQskKnY8zGeCCOF8H5MX4o76EWpYdi87qPDK3YV0ILTXVStdE4JUOyDgs7ZAxUwRzVT%2bUerA9KH11HlA6YNF%2bKTLa38tZoB41edFshYHIiXJHAmswkebHnVb407d/iLf%2b9b8hlspcH%2buHphg/tCaHQnd4FzZ8/3sI3f0ZUvbtRcKmT1C2cx%2b6XP1hOeKEVmcXpOzejiy3w6hl6%2bxNicCMIRXThmRs%2bc2v8T/%2b6b/gg7dfwztv/Cu2f/Q%2bAl0c6PyOISM6UAWeq/dDRYYOreYSTqk5HNfL0NcutrhBGbpW5QzNyhnKlrgwQAAoVxqQk6PtB8i%2bYLE8JClVY6RQpvWVLXJZwxxdx3tqUF8Uj8ywY/QCB5HCfl/AQIMphoc%2bfgsfv/0TuJENLezzxSGuqIzygSnSB0l7d8FITz/eYMJspwXHeb2zljacb%2b/EEtkVe%2bAoajj2LpanYbogBcu0yZbUSHz27r/jzZ/9BBv%2b7cfY%2bv5bcORMoPNyQk58BCpyk1GRHkk2RsGUqVfB15dmo622GN1NleqeO2wA1FgBYDeQ4ajSaLS1wWwrAIXKKtbKRKieFVYqIRQWtFlN0RAHl3ZTJuqKOAoncRYPYvZpiNKDHeniOBNsfY83/DoF8TV6AQ%2bUhLnDyFUTE8CSCEaVw1G00c3NG/Jxtr0Bt6YncLGpGXOJKThLi3qN7Jpi1icKk3G6Jh96VwdsZXd5/cc/wMZ33oDDto20vEeQFROGagPte3Y8ylLCYUjmImtM2dGoNabTC%2bSoZ5Q2HZCOJiLYoLbGy1SpS9crZ/eziqC2JSZbRbItJm5QWqGUgSztiVEdBttqUJuvR2lqKBHXoTg5jECEIoEi5MSByHnnhzi4%2bV28RSGM8XRAHW1wWZQXmnlePY2RgfY1/dNPUbVxCwbsPbAYnoIxZz9M6XW41NmIZSr/pDEVi2XpGDZkwGHrp/iMrfWDt17D3k3vw5UzRKy/G4rTYuhFElEY648SXlsEMCfGF0WJQSjLiEQzR%2bje1iaVNBFycbXKEZIBAoDEKSVfmpf3sgtoP5UrVnsCYhqkEwgINiBkm1lo1VwmtAsjAJEwkX4y9OjcDyLEeS/H4D0E4NeIDPCB2UDDxNqsTwpGKynamhiOqig/5Po7I9uFdtnlGCxBfpgsysZZAnvBUoOlatkAycZEcQa6CzKx%2bd238doPv4dP3n0LDts3I9jZnoLHOSMuBKXp0cjj9atzYpHDtpsW4ohCAm7k9zWX51AEG9cBsNTaADApkf8OALIXYHOCNgDkYWl9hbYaxRorEMiCWjPqmSEJviI9AgaOxRnhHkgL90ReUiRyk6KRnxKvdmbiaF9j3Q6hJTManXSD3ZkxGJSVpsdEfgbmTKVY5HxwtrEKV9rrcKbZhGXSfro0ExMmAwZpiZ1oetycvfHZb9%2bD5%2bH9SAwNRDKnv1x9EKrykhm4HxmZgEbS3pybAHNeApoYfEejCZ3NDZoPqLWOxmoytNG/SLG%2bJDdXtsXzNCMkTrDUqDRAQKgp1X47VF/%2bCgiso2azCQ3lBKsoEya2sMqCNB7TCFap0g1R3XBfL2x48yeIcNyLAtrUTs4D7bS//WnRmMqMx5mSAlyn8N3o6cG1rlZctFTjZEMppk15GDHkkBF16GWAlupGVNb04siuHRx/aXd14chPiEZOdBADZivOiochLpC6lIfu%2bgp01pWivbaE91ChxNvWBlvUPKC1QNE5afmSeHHBdqXyXEA0QJ4Rsgwk%2bGqiJEjJa6GMMEEuIOUgNJLyaGI9NVfJ7woJSo02ewtL8tNT8Omv38KGf/85wjmtpfo5oiwhFG0UrNroAFj0IRhLT8CSMRdnzGU4V1%2bORQ4/gyW56M9NwXEOW5c6GzBVV4nLK4/Q1DIOd4qnTjZAwgNRkp5E0aMOpUShkX9TlZOIcgpgh9mAvuZqtNUYCUDVevtTHsAsD0e1TZFKlf08FLP9G7KytBIot7bBKmOR0gKzWkYFhIhiXVmpao8CRp2VFXLBBlO59uxdJq3yEvUTlFB3J2zb8Bbef%2bsNuO/aiPwIbxRwJiiNpUARAEOwJ8xRQWhLjsYAA%2b4rzERjagzaaYIW2cYucS441ViJ1fNX8eDFXzC7uIr0hAxOfH5IiwylyCWhIjuFfT%2bOJRhCJiShlMwyJoWzBBJRY0hjUiq13wuqTRFtEpS9DpMteMZsyMqGbAapJ0NSD2qX1KBNSDItCQPkj2y6IKOyIGh7r8BQuy10VgROdKMgPY1j8Tbs2/gefvHT78Ft229QSAAMrNVc2uJ0b3tk%2bBxFutdRZLJL5Pq7EBB3NHFgmi3NwpkGMqKxHMe7OvD4i7/g4fM/4vL1Z2i1DCErLhYFSTEwprLOywxoLs1HFUugIj0GDewYtYWpnFFyKHhVivJqCqwyKfbKPYvGSZwi%2bkXMfEF6BvLSUl6dBQpUbcjx5Q%2boi60lUWJ9lmZYB0UAquR5psJ8AmBk9s1qp9aHQ4/jjk14/Qf/CU6cEosokvnUgWxa4kS3g4h12ouYY3uQwFXAjtCUIHNAMpYq83GmzojJ8gLcvPUIX/7xf%2bHpl3/B7QffYP74CioM5SjJSGEgtO056bTjeeig528tz6fw5aO6OIeaZVQ6pErVVK5Yawtenn5Jsg3ZWcx8JvLT0pCbkqIZIdkSExBkaY/JClVwqhwYqASvykP20/jv8lp%2bXNDSQGPU1on%2b4Qm0tnVD5%2b2GwCN74LFvG9744X%2bGw6Z3YAh3Q1GkNzICXZHi7aB2h9O9HFAY5IZqlkQ3x9jxolQCkMtjMs4fP42v/vy/8fybv%2bHF7/6Ox5//GVdvPsfg0Dy/m3N8QS7bVwbvIZcGje25uoxlqT3Y1X75UaqSpiWoSCVVHgBLnEUMvCA9HXmpqcjhHJLNkVrtB0g7EFGQvqiVg8YCKQn1IEEdC1QJtLe2o39gGJOzxzE%2bewJ9w5PoH5lEZ/cg0mlo4vy94b7nM7z9L/8V%2b37zJowRHIl1vsgMcEaq91Fk%2bDoim6sg0AVmft6XGYvpsmz0ZURhiMr97Jv/wLOv/oLnX2sAyHHtye9ZCk9hae6FIZPDW04eaio5lNXVs5/na095rE971GaHbHoycNnqU/WenYnCjAyV9RxmPYuBZyYkID0%2bXtsSk10hWUIRGxtsJaEQZJlUE%2bHmJqzDQpoAAAsUSURBVAtGphYwNr2IxVMXMDazhK6%2bYQVC38AYvyQHsWxXzts/xHuv/wDb33kN%2bcFOMHFgyfBzQrKnvQreGOKJUmpDc2Io214qemmU2gqycfv%2bl/j823/g2dd/XWeADYRHL/6ExeVV9PXNYHzipHo9OXcOzQ0WJi9LZbmMYMixhPcr8ciWf2FGOjsT6Z6aon5lkpWUgIyEeKTHxSEtNlbbFi/ISCM9MtgXM3kxloSYI15Ifjxh4L/Jc/beviE0NLZgnMFPL5zE0umLaLR0oKt/BKMERVZP7wgNURpCXY9iI4eibe/8HHrHXaigW0zzOaYAyGPdl0fSwMQGo0dG1/RwmqVErF67j9/99f/ghTXwVwH48vf/wNMv/oyb977ENZbDjbuf4wZfP3j%2bJ9x%2b9HtMzSyjmPcroiZB56enqteS7WxSPSvRlnEt6NTYGKTE6NWyy0vTTv5/QdBaRYbqChevXoelrQuNTa0q85NzyyirMKOg0IiewXEMj8/i5LkrOHHmClrb%2b1FWbMLO99/BjnffgNeOj5DpR%2bX3PYZMrvwAFxhDPVFDA9PCOWKsqRanz14hq05i5cYjjQFf/VWtp3Jk9r/49n8qQXzw9Pc85ykePf8Drt/5HGuPf6cAu/f0Tzh14QaK8/OZ2RgGLkEnMuhEZMQz8Lh4FXiKPgbJ0Xok6aLVStTpYJeTnEQ1TGZ9vATBkJWpWkU%2babOwuIy7T75EfUMbKqvqMTQ%2bh9qGViRygqtvaUdzey/mjp/FpdU7GJ9aRLm5Af1j8/D1DsCGn34f7ts%2bQAwdYRqFL1vmAH8nGELdUcm5f6K7h1m9Q4BPoLNnlCAPE8QVBiUB/1Wt51%2bTBd/8XQGy9uRbrN58hkef/wlXbzzB3Ue/U%2bveo2/Ihj/jMgGsKClHYmSECjpVsqyPZtAMOFqnAk6MikKCrEht2WUmJqhfXeSyPvIYcAEZIUDk8LMq9v6VW/d54ftobO6GwVhBa9qE/KISpLHee4YmYOnsx8nzqwziNkYnF9A9MoNTl24gp6AMG372Q3hRD6KP7kaK%2b2FkUwdS3A%2bRBRyLK4w4fp6gTU4QuCnUN3aiqqoJ1XWdLLOTLIG/q%2bCl/p9/9Td1lKzfWvsS95j5C1fuK3GUJe9v8vM7BOMGdcRMgdQHBzHLOsRHRiI%2bIgJxEeHaCn%2b54iMiCQAFIcsKgohEbmqyppSJ8RgeHsfpS9dxYfUe2jqHUVpeC2NpFXLyDDCWVWFoch7dFL/zK7dx7vJNzC6dxcT8KQJwHW2t3Tj0wS/hSQbEsudn%2bjghgdY4neZH9hkGxxYwNLFM0E5hhKulfQjNln4UFlUhM8OA2YVzVkH8m1YKZMOV609wnyy4ShZIKQgr7rMs7jz8WoEgx7uPv8UdnmOurEGEvx9iwyMQExbOFYaY0DBEc%2bnDtCWf28nj5VdBENEQ2tRS%2bE5fvMZ2dwLnVu6iZ2AGVTWtKKtsQIHRhMraZvSNTLN2l3D11kNqwAoWT17A9OJpnLlyE309AwjY9QkCd21CqushZLD/p/m6sJ9PYGT2LBZOXydwDwnuQ5y98gDzJ6%2bhrLweqckU4eJqssGCSytr%2bOL3/8FS%2bDMePfsDVm4%2bVZQ/feGOAkI6g5TFwxd/wBOKpJTGoxd/xBMxUE%2b/RU1NI8L9fBEdEsIV%2bnKFhkJnBcIujaKRHh%2brnrNnJmrtIZOt4uTZSwxqlSZnigGR3tOn0NQ6CHNdO0pN9aiqs7AEpnD8zGWs3H7E4C9i6dQlBcKVWw8wMTim9vgSSP88H0cUBbhisLMHF2/cxaVr13Hrwde4QdquUtGvUdH7h5eQm1MKQwEdn6EStbWdZMElZYRkiepfYdYvXXuCC1fvq%2bAfUgwfM3Bpm59/%2b3eC9Q%2b15LO7Uh48p7WtB2E%2bvtAFBSFKrWC%2bDlag6AmEXRpbggZCjDIGiayZ5sZmXL39EPPLFzAwOo1zV%2b9idvkKW940GkjT6oZO1DZ1YnB8ARdX7yqNmD1%2bToGwfPYqrt9/hkmaJSN9fx7NTy4tcAvt68Lpq1g4MUoBO0uq/g6rrOkb979ima2htXMalvZxdpo%2bVFe3oaN7ite7rpT/0QsRuGdkzCOW2ppS//tP/4D7ZIWUwefsEtI2NQZoa01Kg2wREArzChHk6YkIAhARGIiowCDoqBHRwcGwk54oS9pEsl7AiMfU7BJpeYu9nW5v5jguXn%2bAE%2bduqpq1dI2ioW0ALdSE2RMXVPbPr9yhNzjNFnkRZy5ex%2braUwwz24UeR1Dk54w8l32YHhzFxNJljExMso8/Yta/YPZf4DLreX75Bqbmr1BDVjC1cJmvL2Ni9gKz/Vi1P6nrc1cfsdXd5WzwFR4wcPnswXON7qIDD5/9UX0uwQtj5Hjv8TdYo1cYnVpCkI83whl4OAEQEASMSC4CoFcMSCP1RRmrK82s/VUV1MDoHN3ecVL6CcvgHm/uIjr7Zxj8KHqGZ3Hm8i2sEoAzl24pbzC/fB6nzl/D1TuPMdDZiyzXA8z%2bIRQFe%2bHCyn2cvLjGa71g4F8R1CdYufOCQD9iF1njd67h7OX7yvev3v6crx8oYXvM7K/e%2bYIJuM3Pn6tgb97/GrcefqMYIMOSfPZAgaBpgQ0AAUSYcOX2M8QzuSG%2bvggPCNQWwRAQ7FJioyEgpOj1qkfOLiyrLJ7mmphdZtCnsXL3OS5ce4hFClffyCLa%2byYxuXCWNfkAV24%2bwKmLN5UYSsmc4t9duf0Y/e3dSLLfibgDn6KZQ8rq2jcqi6t3v8Al0lkyf371Kc5deayCldoWv3%2bPmb3OepfykCAk06cu3MN5tj0B5BYDvnH/GzLvc7a%2br9RnUhI2ACTox9YykNcCznW2xtSkVASyDML8/CmM/uwQAYgkE%2bzELAgA0hMLMrOpsCtYpqLPSEtjVpfZ41fuPGOgTxjcXVUGPcNzWL5wXWX/0vX7POe68gDHT18hc%2b4y2GfotrQjas8mRB/ejhEao%2bWL99ke7%2bPitafMPsWMc/6Fa88YPDsBa/syGSFCJ3195dZzqv03aj/g4uoTMuSOanG3mfXVO18SgK8VS25TSNeeaGboOoG9RtCkOzz%2b/GXwwhJJYFxUNHXAC2G%2bfmqFy/9D8Pe3ARDLHhmKhpoGJWILFLOh8XkMjc0y6BvMGml55zkz%2bACjM2fY/08wkDV%2b9phtbA0nzl5jL18gcDREfH/74ecoKDbjo9d%2bhMyIEEwssqap6KcIwvFzdxm4APBCgXGGAii1LgqvMszgJBAJQF7Pnljh%2b2eKyhcFNLLmCstEGR8CconXOHVhja34uWKBZF8Cl2sJGPJ3K/deIDEuAQEeHghl4CECAo9hCgBVArFUxCB0kLbLtKJT86fR3T%2bhmRyaoGsUq%2bv3PucNPyb1L2Bq8Twz8Jg01ABYJgBjFJpTZIV4grtPv0ZcSg5%2b8qPvwVTdiOHps0o7Zo6vKBZcvknxu/GCgKyxBB4QtEcqaLlpOWqZ/b2q%2b3l2H8myZP78yhPVCW6ufcH7%2bYLMuIezlx4oIB6RLbJswcvfy%2bvbj3gt6khTSye8nZ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L5lOjVc/aiYk0aIEftyxhqpwXybLw/do9y0dv/5C0rQD9l3a0KedjEvXNrgJlV0ETN7i6RDbLgxw68Uw795MUOuvEKVtGhujRDirA3oIMEWNVpK%2bvb4m0q4T7j3a0%2b3Lz%2bnw9efYdPyGIZ6WbJgymB0zElkvKjw%2bcxAF59bza9Ed/qspg3%2bvesXuVbOxeK62LZC2f/D8IfsOHaBAIFdcYVIXVJrBrTw3g9zJI0l3syQ9xB2TXKEhkur0u/r3Soa4v1E4YJo0gkJRS2N6KrWywhWSxDWjBlGfOIDG4bE06LMf5k0jLyWF2KBAWn9igY9tb2LcNdeuvRioaseKzsIkdAzxEyVQjBXSDxXfz4p04Dvx%2bP7ZScyIcSNBVBhh9S3%2bXb/Bqc1nBPaTR7CR1u/QGp%2b%2bXRnmZ8fWyYO58/0KHu9fQfalPbwQ%2bmef2sC7lPP8Z0MK//0mj8yrR4wOSBHglXDgyD6xwUMFXyY9UGa2wKZr50kNciFDlSuZNp4Mlz4Unz9F3U8/UidarFaSao0E1NZTceq43OE6as8dxaQZrpQPaNYovb5wnJYAB5qG9%2bddRSlFNdUc2rdHFNSNIEdLJsqLDFJFo21keCzby921xaNzKzw6fi5j014s0JeVg725tm4G1zfNZalUnRkM7ToSLmMUJX0/TJQ5ylvqL8iB2bHe7JwUz4nFyZxfPYmLqyZxc800Si59z7u0y3zMucGf1S/gYym/VaRikS/Fd%2bv%2bbQ4ePapOMFFhSF0pv4ItK0n16EfOyCHU3L5BTmwgOckJ1L5ppk7oX7Z0JkUj4qhMS6Hu5480/vwLde9/oOLsMYqGRlH38C4tSmb9iFjqw91peXyPt3/9K28/vKWgpJDpkyYwMMiN%2bYkRZsMS0Lc9/TT/7dXGbT838OAL/KUPZoXbcXBKPK/2rODZruUcnjmMBbGuZlYY6NiJeCVujEdfZoa7sHCAD0sGB7A8IYgVQwPZkBzJjtHRnJ87mpxjG2l6coo/Kp/z701Z/O/mTP6rJU8JKC9h267t3HvxUlpflXz2iEyBQ6pdV9IcelF1TpXdsIxU226UXrpI3S8/U7J1FflufSkcFEa9gmx49Yy6xw%2boN2jx/Tsa9T2NGo8KJala1NZ0ZI9w4Xea1S1vBabvf/2VS1vXMz3Sl9lDw2V7vyHEuQ89pc3bfPE5Hb/8DGslIFZcv3aQF7dWTybv2BbS96/l8dZFnJyTxNZx/Vk6OIiJgfZC/76M8bZkjHTDOH9pAQmlef292T4%2bhgtLxpF2aB35Z7fT%2bOgUvxY%2b4O81L/nP%2bpf8rewJFtfu3eTYiWNm1Vcl1M%2bZN50UzVPRolkULZlHRqgz2cpwrjHPHz9QdHw/6R5W5Ef50lRcRGNxIcXR/uSFelKflSl8eEfzh/c0aTXkpNFw9ijNhjz%2b4QPNP33kzV9/5ocTe3kqC74lMZoxEdIJ3b%2bVpZUg6t1e9rYd4YYMlvubLCo8PCGe9N0rqZKSKzm9k%2bzDGxXQJu5uX8rhuWNYrSSsiPdmbWIga4YFsVTnqwf78f3EARydncjV1RN4sXcpJo1A3d1j/JR5ld/yb/Jn8S1%2byLmOxbadW3ma8gJjFCrF%2b3W1NZTevkWtdH2j0LtoWAyZUmhlN69Qm51GptxjukAr08%2beqp0bzeovX%2bBXsWOzOch6jcjrty00mj3B33jz%2b%2b806XXzx/e8aaqnZfVC3oc7Uz0wmOMJEcySaxwV6MAQiZlEcfxwofcg/b1YFWGxDM01Kbq0bYsoPbKeSim4sgt7KTq3lxQl4eLaWWwZHsUSMcPqAV5sSwph15go9k4awJGZQ7m4bDx3JYCefreI4rM7aLp/nOZHx/jh5Vn%2bLLxNU4YScOXWDXKLCzDAsPSfGr%2by%2bbXm%2bR0V4vrsKG9yRgykITODAunnHOeelGxaRem6xeS69iZXo1A0dwLNLS28VtVbxBCvf/yB1wZT3L1Gs/Ck%2bceP5o5oLjfRvHgGb7/fyI/CgfQls%2bXYQpge6yXr6iKOd2S4RFW82CDJy5JNw0I4KxpL2bKQujPfUXv%2be2pvHqH6ylGKzuzmya6V7Js0mBX6/IIgexYG27NRIGlgxrlFo7myYgKPdyzk1f6V5JzcTO29ozQ9Pc67F6f5OecaJY8vGCBYLOQvle0tNltf47xEy9AAJUL5sqxUSl88Jm/OJNLl0goXztA8/xXTge/Icu9NXpIoTu9tNILXjLf88hPNEko1axZQ4etA9fA4GkW1r3/6QSPwE68//sjbn3/kZ2FJuTBidpQrIzW3SXJ6CW4yQFqG1V0Q48nmhGAOjx3Ak7WzqT%2b/l5YrByk9tZ2C49s1Clu5vmoGe8fHsW6gD8siXMxrkxJwQLb3/IJRXFk%2bgetygan7V5NzfBP557dTc/%2bQknCC1ykXKX56CQtD25cogH9Y3GrzMqgwX%2bYotzBXpqeGmjdNlL58Qt629dSqS2ounSPNuYco0p4aAwDfvada8rhF4PZanysdPZDSAYHUTRlJpfR2o4xSy6%2b/0JyfxWv9vRYl66O6ourhLebGi9b8LRnl1YuRnj1JkqydEGTD6oF%2bSkAQ%2b0dGcXfpJOrO7ePvKfepPLGF/O%2bXUnRoowKcxnapvjVxHqyKcWddvJc%2b488ejcHpmYlcWzaR2xtm8GDnIl4eUBec20rF7QM0PJXTvX8S00uNgGFtjYCNJBjB1xj3/qQDyg3np67IkUUuKJEJqquiRuKnQUhvWrtEQGgpUDpCZUszJomn6reyw88eUBDnR8nAcJrvXKMyLpCaZXN48%2be/8jYngwa9rp0%2bhjctb/jx73/y9m%2b/s2RUHOMV8ERJWEPxjVYSpknurjESMDSYHUOCuD53lALfwX/kPOOPV9f5%2bcF5flf7Zu9Zy84R0ayW/l8uHFgpkbRJCdg1KpyjUwdxRRhwc%2bMsbmyey%2bUN00g5vpbG56d1naepSrlGTc5jLIy2N5JgmJ6qRllcrdKqfySgrLrcnIQ8YUShKltWXkaTMd8yQlUCzlK9zi8qpLq2VkLoMNkSItm2Hag5cYj6nRsoEz7Up6v66pCGCcOolyBquHiKN/pbLTJMH%2b9cZeeSGRI7VkwKsWOSdP8Yj57MinBldX8f1sT7skGJOD1lIJmqYtXp7RQf3cizTfMoObyWVNndnSOi2JYYbAbBZdEagxgXdowI5eDkAZxbOIo7m2dzZ%2bdCjixP5sy6yWRe2k7%2b7SM0ZN/lbamEUG5xPgWlRWb5W15bSWmNZl8JqNB5tdq/trGBWvkBwwSV1NVR/uIJVXKOdT9JD5SaKKrUZ86fIFXGpCAxitLlMymJC6DUy4bymePM1FcvwKwVdb5eMov30gHNK%2bfRIjD99eRBrp49LlHTT7bXnvESN6OkCmcIEFeLJZYKgJdIKe5JjuPO6umcXzSBZBdbptj14qgEztGJQ9gzNp59EwexVl5hmZIwI8KBuRJK2%2bQIjy0Yzs3N06Q5ZrFuyiAWjgjn3KaZ5N85SsWLy7QUPcWioLSQV5rRV5mp5BYVkC90zlfLG21fqPNyAaLhCutEb8X7d5LuY012XBBF8gTFFRWUS%2b5WyUsUSwFWijVeG/5h7BDKpSIbnj%2bg9pJazteW%2bigv6geF8nrKKN4EOtG8YCo///3vZMo7TIjwYHKYC5MCbRgnnT9WtneBRmldQhSrNE4Hxw%2bWnJ3NfmHK5pH9OTp/IrsmDmO9zreMH8K%2bGSNYkxhuFj/TYz0Yo25akxzByZXjuLRpGgdli0eEuTMy1IXja6eTfeMglS8vUZ/7CIv7T55JBzw3t3qxxiGvsICs/GzSs9LJk0s0uqFS9FW4dDYZbj0pHBlLplN3SndtprShgfz8fEqUgBIhv0GhdUpaUVIcFRNH0Pz0PhVhblSoim9ktZtEn43i%2bqbhMbwVbnz48%2b80NjWyKHkgE6UNJgfZmROQ7NnDDIpjApxVUX/WJ8awa3ISkyW2Rvo7MTbSh6RAV8ZF%2bTFpQBALhkUwNcaXEVKFSRrDCTFeLBwawAH5gTOq%2bOppwwmx70VigB1bpg8l9dJumnPu8rpQHfD4RQqXr9/jwZPnpGZmkZYlvi/MIysn23w7vDL9BVkK6IVNBwq/W0v%2bxETSwz1prqnhzS%2b/ULhhOS8H%2bJN%2bXqhaW0eT0eISU3UCzyolrUxaof7GJd4qQQ2S2LVijjdP7vHeuGEiF/nzv/87361ZzGhd%2bCRVaJQSMFIWONGjF06d5fa6fEO0U1%2biXKzwtexCtLNx3pc4DxuGB7uTrCQkR3gzUooyQs4y1Kk3Y6I8mJEQwlR1xJkNs1g7c6TcoujV347v54zgkXDE9PwSVam3DBAsJkuVfvjkKXfuP1ASUigU6JnqRIeXz5AW4kya5beUiverr17gRd/WFMv11f34E6aTB8iVTM7wt6cs9YWo5SZFxw5QX1crRfiWJnWU8cTozRtZ5znjqJKDa9i3kx%2bkI95qpN6JBX7NSed8UgzDhPzJoY7Eu3QlTnji26c99l1a49StLZ59OuMsv%2b/UvT3Btj0Y5G1HUrAriRqlUQo8KcSNxDAvwlwsCXHspe9yZYo8RlKgHRc2zGTfyumEOfZkiBzj6fUzKbh1DNOzi0rCFQMDSswbHgoFgrl52aQItfOk8bO3ruaVTTtS/Gxlhz1JFbDlR3uTHmBPqfi88MFtMoXqWd7WlNy9TnVpKXnRfqQ4dKVAiSqT7a1UJzR%2b%2bECLYZKO7aVu3SLeSyx9kAZ4/9tvvHt8n1/jg0kfGMSgAEcS5ONjXHrgLy/g1rM9Hr3a496zLT59OuHVsyMu7b8mRgZppvBiRXwga9X6awS8a0SFM6U7Ihx642/ZmQRd13C9Z2K0K6fXTGL38skkhjiRHObMoaVjSL98kKybx0i9uheLMvn6vCN7yblzQ0koo9hUQrGSUnjuBDmThlNy/QJVwoS8oZGkWrZVyy%2bhtrqUDP3BLFUqW2BXaOwTmJhEhjEmQvwyaQqTvqNGCag03KI0Qssff8ohvuOdRNB7JeC1TNVrf1t%2bHx5N5dBoxvo5EedrT5S7JeGqZJCcaIB1J/n%2briS692W0dMcIxx7M8nNkUbAHs32cmO3rwtwAV%2baHeBLeozOOrb/Es%2bOXBPVrT4K%2be9YgX06tmci2BWMZHenGNNnlM5tm8fD4FlIuHeTFud1YZE0ZQZq4O9XLmqyta6UF6sX3JiqMfQH1sseNjVQZmBDuRroArDY3nZLFM0m3aqsEJVE4fyoZorQMx27kjUswK8UyrSopvnrjmYFx%2byz1JRWXxP8yRR8%2b/mBOQvP547RIA/ygZP549TQ7wo0HptbmW9uRbv2Ice8nY2QrXeDIGFc7RjtZM9LekqF9uhPTvj1xHdox0qoXM71cmab3jBA1jpMljrNth2%2bvNua7TNNFi/slhpZNHqaRcTHfLr%2b2dyXnti/j1eVD5D26jMUrZTd/ZDypql72ltXi%2bhrKherVmk3jrnCFWKBGgqji9DEqju6ldOd6Mq1bk5sQSXVVFSbxeLZzbzIi3CkXDRq30ssrSqiSCarWnNc8e0TFgGBKdXHlsyfwTqbJsMtvRYHvJI/fSxF%2bOH2Qa8HOxKkLwvRdYQ49ZYs7ENi1AxG9uxLStjUh33xJSOuvCP32KwZ2ac9UB2uW%2bnuyITqAfaPjOTItQZY4QGziiHeftrj0aMXcBD92zB9DvDorSSO2arIoc810Tm5bwsNT3/FSo2BRdPR7MjXbqRIdZYX5FNVWk79jHSnufcjbskq2uMl8/%2b%2b1ccdHsrf0wimyxsQLA%2b5Q%2buQBuWq1TGW74sZFqjXrJWbtIFltPCYTiJb42FE5PpHG/kHUL5lOi9q/RuKr/OJpmjQize9loJSswjNHma6kRslaO3drZX5OGGnVnpje7enfox0Du7dlmMAwybIrY216MM/djg3hfhySWTo/b7QcoMTQ8EAmSw4HiwncBKIrZJQMio0Ua8wcFMiGOWPYqnE4sX42D09u58m5HQJBafVX3T%2bnaN92Xsu7l104SZqo66VNJ/JPHqJUuiB/60qqXj1WYGWYJGNLNN/FCrJw%2bSyy7Ttg2r1RDu8nzbvhIkupef2a8oO7KdTcVuk9tbs2YRJbvEl9Tr3cYvXahVTZd6XmyD4JrNfmx%2bnv/vgb%2b7auIVh05di1FSHW7czPBcb62DJKASULE8Y5WDHOSarRw54lor7NwyPZJiW4R0pww/AgFsb7MFnWeKCPDcNC3ZJbODgAABOFSURBVJiZFEmsl715HDbNSGDTrJHsXDCas9sWcH7XKh6d2IxFulNXUsW/5Zr7yldPyJV7yxTYlB7ZQ61kbPasMaT2/JyMSYnkix4LCnIpMRWZtUJlWREVD27SUF/JG1WyWhWtqqmiZP0Siu27UdI/gKZXTymL9cOUHG92i02XT9MgPm6ePJyW5gZeH/yeuhFxVD99SHpGKjGedvRr94XQvIP5kXeilxXD1cIJCiRSYiZGmiDa2YohstpT%2b/sxKz6AFUMCWTDAm3Eao0kx3qp2EEsln%2bdJKUa5WjJnaBCbZwxj68yhHNswm/O7V3N57zqentiIRUq/dhTs3qZ5Lidd8jNNWJBh35mytYuF6IvIsOss4eNB9qPbZCt4I/D8ghxKjBueH97RrIo2qvVbBHB1wo9CzXle3/YKeDClUnDl4ukyL0sa7t3gjaEL4vxp0tg03r5Ac8ZL3qpSbxLCqMlKM99T3LFmmZkCA227EyEG6C/bHefSC%2b%2b%2bHXGUMPLu28UsiCLtezBalDxZxml6tBsj/G2IdOop9JcXMDpj3jjmjhrAmHBXNk1PYNHICHbNG8mFHYsFggt5cnw95dfFAmnSyJVq8zzZ1JQ%2brcgWr5Ytm0mm/nCGQxez7S3SvBYo4ExdZE52BjmiStOjuxSvX0j1i0dC%2b1pqxRhlhiQ%2bc5xCJa9CI1J39wZlnpaUqRJNxtNlydkaP2ua4nyoHxzKmyGRtIiv3yi5jT9%2boKG5nkqB7vDoEBwlgFy6t9EodKC/Q2fz7hC3Lq1w7vQ1Hl1bE%2bfQg5E%2b/ZgiGzxNcz9VFDdI/D/A145FGosVUxIZJ60wKzGCZUL/rdOHcHHbPA6vmcbDo%2bspvn2Q6ht7BIJ7d5K3cg4ven5BeqAzDWrrFoFhnqEANd/532%2biRMBYIGlr0ggUieKKrl0gI9iRTIcOpEkIVT19QLkMU5GSVPq6iVIpwSrRaM2FExS59qTukNp873YqVdHaZbNozsukUfPZ4tWP12KVlh/eU2fceBGD/PDbL1y/cBqHLkpAz3Z4GjtFRLnhAsRoO2PvTxcpxR4MF21PCHFlRqyPtL8H4/vLC6hTk6O9WDV1GIvHJ7B4TH85wAhWjY3hpATRhS2zuSxr/PyUfMytfVQZCWiS7S1YOpOXko3FNy7QVF9DthRWumUb8hZNVVDl5ORmUliUZ34kXnh4N6lO3SgY3Z8CKbhsZblBc19RV0X%2bnm0UyhqXGkxQU0FjfR0NadIANy5jCnI07xyrMzZeyhvUqWVrxg%2bTqKqgXoaoVuDa%2bO4tb%2bsq%2bTB/PFMc%2b2DbuxMeYoFQAWaMVoJE0jABXKKSPka0NlUma3yUJ9MSgpmsuZ87LJwd85JZMz2JJROHsiQ5mpWjQtk9N1ESeCpXts3l1v7lPFb7F1/cISYSC9QYnl/VKs/PofnjOwqWzeB5ewty5PrqFUR%2bUb7ZGxSrvQuk%2bFJt2lM0exzVxw%2bQbttRHmE7Lf/6J5XSA0bSMqN9MBkAKX/RqK6oVHC5hdmU375KuWiz4uVjKvytqZVuqHzxmDLhRp3%2bTv27Ft5XlvF2zEB%2bHhlNxrqlBPfrho91d4IFqDEuvRmiqg/1tmGEJPM4CZtRIS6Mls2eNDDQ7PiWKeiVM5NZOW0Es9X6swf7s3PmEA5L/p5aPYkbuxZw98AqMk9vIvv4GorPbMGipLRYsrXYvPmhTtWvz06jeNMKGYVH5i0vxs1RU3EhefOmkN6vDTkajfpnD8gfFEymnJ0BfI0FWRSEuZLlaUXpzSvUy1MURHpQMm0kJQLOMnVRbXMjZUpIbWYqdctnUnv6EDXSFTXqgEapw%2bb8TN6PjuVDfx9%2blaB6tXI2A7zsiPC0J0w0GO7Uh3gvG4aq8iMEnElBLjp6Mik%2bhIkSWnMMwBsUSWJUALONW%2bUjwlmVHMmu2UM5uGg0x1dO4vKO%2bTzYKxW4dzEpe5eQcmCFvIC423gUVqcWbjK2uWgea2RgCktkkkR3xVnpZAwJJ73XF%2bSpxXIiPckKtCVLRqlsh%2bb3w1uKRXF5tuqM6clU6zOmCUMpsmlL8cp56pwSCooKqBDN1sp0NYo1jIerxk1UA/Cqm%2bppenyH90rozzIrPw0JpnblLJZofn0ce%2bNl24dITwciJIej3GwZ7O9qDnyEdMCoqCAGBsgJShCNiAsjKTaQsWKZSaLHZcmxrBwXx9KR4WyRStw5ZxQHl4zl9NJkzi8dzbW1Uzm%2bOBmLCrVdfWMdLT/9SNWlM%2bTKBVbk5Qj0CsjJySIvNYXc9YvInDuRAlW2SL4/x60HOcFONMtBFkvUZMvmFsqa5vjZU6QKFrt1oWjsEAVeRI46IFfMYWytqdH764QzjdXVVButryQ0NDfzWrjyRrjz9sENPuj3pyYPZZT8vLHJyq5XV6y7dsKqcwecLHvi62CphDgSIyMUF%2bhGhLcToVKFAwPdJXkdBISeDA91J0ldMl7XMntYGCtGR7Nl6hB2Th/M9gmx7Jzcn/2zhrJ0SJASINvarPkr3bmBFFtxft9vSY3xpTBDtlhskGtUUCxQVGpSC9dRcmgXKd2%2bpGrzapruXlHwbclVu1drtk0Lp1Fi34mSGC%2bqs1IpVNBZ6qBCQxoXFVKrDqmXJqgdP4Sq7FTqNRaGYTKeIjXVVvBBRXis8ZojEBsQ6kWAuyO%2bjvbYdO/Jt19%2bQedWX%2bLQ/VtcpQUC7XsTIVEU42JFnHMfMzMkSV%2bMFjuNFOCOifBQJ/gyZ7Bss8Bwl2hw3Zgolg8NZFViKHOkGOeo2yxqK0Rrs8bzsm9rClW1bNfuZE0YQqFxn8C4P3hoNwXi8%2brqKurkCxrVMWXnT1H74Lrm3I0c%2b7bUisfryssplvIrdO%2bhTjpFVXMThQLW/LIyAWIGFbK9dQP8eJ0QSuOgEOorimloaeKNcKDl/Y%2b8fv%2bBH376iZcvXjA%2beRTzpo9lYKg/Pg7OuFha0vXbb2nz2Sc4ye569GhDgFVH%2botiB0qvGA9VksUq0ySIZvX3YmacN/OlDpckhrFhTAw7pkoqiwqXDQ9l/mA/JgrHxgizMtPvyw5Lhb3o9gmmrSsoluxNkdPLunjSvO29aN9OUvt8SaqscLVJFZTFrROqV6pta4UZFZdPYRIbvJNZMsl05Om9ZRuXCfnrKBZtFiopBphWDA6hRirz/ZmD1CZEUHfuFO9/%2b5Nf/vw/fPjjv/n4t/9NTl4puUUVvMosYfe%2bQ0yZOJmJoxIJdHPG1bIPlh3b882n/4Jt2y/MCfCR4xtibJ8LsGG0j5WCcmJevC9Lh4WwSNLXOK5PjmH75IHsnDKQxQkBzIjxZGSArWS1JQ/vX6b59z9lh/t%2bRdm%2brVTcu0xm329IT%2b5PvrFL5PYNMj37kGors3PmiJmqsgSC%2bZOGY5KENbfvmzdUyfIa9wtKZo6meFICtZrzohIBoUbL9PAGVapKnXc/6kSBeS/SKHyeTsPbnwWCb/Udf%2bW3f4OiskZOnznP5at3ufvwpc4vsHLVOmbPnMqkMcMIcXPApW83vv7LZ/T4%2blO8ehjb49sTIW0wLtiB6QLPRQp%2bVVI4q0dFsTAhkKXSBmtGRLJJjtCo/lSJpQRdx2Al6%2bblw7z//Q9K3/wuM2Tdnsx4UVqUO%2blWrTHdvkKlqZgczU%2bWkmMSZbX89hvFi6aQ0f1TsoarggaYNdZTJVFj/OdIgd7fKBwx5G6p8WxRbV9x7jhlvtaUypwUnzrN89Rcbtx7IlGlz9Y3kVVQxau0PEqrmjly9Djbtm3h4KGjXLpyhf0HD%2bj8EFu2rGP9usVMSx5OoGM/vm31FW01Bi6dWykBHQiy7SZtYMNsqb%2bFQv4lavvlmu8lCn6x1iKB3FxJ5NmDfJio6hubpXeunclf//jAu1//naq3/4ZF3c1LZEe4kNbjE7JEHTUKLG/KCLKUjCyrb8gMd6F45ghyHDuSq/NqzXONsUvM2C8o9VYq%2bWtsr6urrzZvl6k2bogoMeWbl1G/cAZva1tIyavi5q37PH74jJfPX5GWr8/VNnPxxiN2fn%2bA73btYtf3e9m5aw%2bHDh/i%2bMmT7D9wmPUbt7Bw4QI2rl3L3HGj6Ni6FV8rAdZthQO92hFk18Ps9QdLII0UA40NcGJalDezB/gzQwwwLtSRyVKqK%2bdNZuOqBaxdsYxVq1dzT535x/%2bB2p//A4vXlSbS/Wx41ftzVf8ilQd3karzzEhXyg7KJ6gTspWILOfO/7jp0fyPneEV8v3F4vyqhgYqdq6mQJmuEEPUqAOKSwvJknyuaXzHf/6/6H313L33mFs373Hp8nXSsgspq27mwZMsNm/eqQR8zwYFu2v3Xo4dP6EEnGLHd9%2bzdOlKlmhNmDiNUydPM7h/fz61sKDXN1/gJEPka9WFaBdLYj2NrfDWDPGUTJZ1Hi1bPFLGaJjYYPni%2bSxYvIbpMxaQNHwUA8JDGZowlLuvMvn4f8GiviiHIs1vzvSRFB77nlfWbUizk6i5fFZAV0OBqCLT6muKNq80y9oKBWiYFpPxTNF4NLZ4MgVunTF59yBfgFSU%2bpwyJefi%2bQtcOH%2bNX37/L41EAy9epimIs2zcsI5HT19SWNZEdk45t%2b884uixk%2bqAfeaqnzl7geMnzqjyS1iyZBkbN25g7twFjEgay43bD/D19KWVkuDY5Rvzdrpwx170V%2bADfezVCXZatgyVI4x368uo/qGsWruBmXOWMHfefKaPG8GgAYOI7T%2bc%2bMGJXH74BItK83b3ekoEXAV7tpKiOcndtExmppbscQnmuc%2bbOIRa4wanTI8hXY0tdNVq8%2bIZSeTat6Fq7SxKAq0oEl6YahvIzzNx7vx1Tp65ouCbJYWbePDgGWtXr2fdurWcu3SHtCyT8KCYtPRsrl67ydlzF3W8wcVLl9m6bZuCns/KlavYunULO7Zvx0eBL1%2b%2bhlsPX2HfozuW33yCe4%2b2BFrLKKkLjAQM8nEg3sPGvKIln%2bP8nNm0bTubNm9l8cI5TBw3jtEjRzJ61EiGDksmZuAoLLKfPybb4GshuXEv35STjkn6P//IHtIkf9OD7CjPSjPfIC0vL6FZUrm2rJii8QPJd%2bxA9Yn9VCnwAteuVL14QkpOCc9eZnPx2l0On7ioaqeTlVfOtVuPWLtmPWvWrOHE2Ss8fJRKalq2ed3QaFy7flPH28KAIwp8BXPmzGft2nXs3LnDDJCRkXFMmzKds5ducuL4eew6fI2jwNC7TweiHXrSXxWP04p06E6IfQ/CHXqbR2TFvBlmfJm/YDXLV6xg0dKlTNL3JI4YRULiaCyee/cmdd920nOzVY0UMnKzyFFCqkuLKDm1n2yJmjL5%2b5LifPP/BzSa8igSveT3sqBYnr7m0kkKXbpQNiOZjMIqLl65y6lz17hw9T7f7zvJrbvPef4ql3OXb7D3wCEFt5oDh06p2nd59jyF69cfCCDvcevOPbX/eXZ/v4sVK1ayYP4itf9GDh/8joUL5hIRHsv8eQtZvUoddPEaMyeMlyb4DI%2bebYmw6Ua8Sy9iJYpinLuLHrsTZtMdfynGcDcbtm7eorE6xc79J9i0%2bwR7Dp/jtLrwwk0JoafefcmQP8%2bV7DXu9eUreAPACtXuxVqFpQI1ydhCSeLS5w/IDXQgW0bHNDWRohh3iry6U%2bTZlfJrlzlz8wWPn6ZpVh9z4PAZtn13hMtXHijQHI6cOMeOPQdYvHQNe/cd0Yhc5vqNO5y/cJ3HT54rCXc4LDrcuWMHixcvZcGCxWzYsJ7jh7YwOimJgQMThQuLWbZ0ubDiFFs27cSje2vcu7UmsE9HBjj1JF4JiLXvTLRtJ8L6dTSrRY/urRglmn%2bqUStr%2bJG3v/4Hf/0PaP7tv6n78Hcsyu9cp7iygszsdHPwxh7hcuFB%2btE9ZLx4SLZGIz0jzTwmJa%2beUyC9XyiMMPYMN549TJF9a8rGDKC4uJRTZ6%2bxd89BBfNIXXCdLTsOcvLkeV6%2bzOPeg1T2Hz7L0pWb2Lf/iKp9SXOvdf4Sd%2b4%2b4MLFq0rMYTas3yjAWsSiRUuVgE1s27JFADiGaTNms2zZMubPFzas28L2nQfx7dsJ766tCBAlRtl0JsGlO3G2HYmwbE%2bkZUdClYBg6454yz/cf/CYP/8bCaD/xU9/V/Af/5Pat1KC1ZKtlcbOUAVaUFpMrWxrzrhB5vuDrzT/GVKBKXJzL9NeUlBeQaFxD18YUGvsFt24hNy%2bn1N1fC/3nr3k6bNsVfoC3323h6vX7/Ld3uPsk6y9fOUWL1LyePQ8m5VrNrBnz34z6B0/cZajR8%2bIGm9x6OgpNm/dIepbzpy5CxXsSlHjZs3tOs3tSpavXMnqNavFDEqO0QWHTzI1aTAeHT8zBxrRrxPxjt2VhF5Eq/oxxv8f2HbReHQisFcbgesV3v2BmOx3THW/kFH6gZKaH7HIl10tVXsXaZXJoWUmBPHcsT3ZoQ6SweL/q2fJEd1l3LpKzo3zQm5Z5PxsSiWXq4rzqLt3g4prFzix/TvOXn3AA0nd3QdP8N2eo%2bw5dI5du/Zr7eXAkTNcuP6QJctWKEG7zBe0Z%2b9hdu85xPmL19m19xDrJFLWrtsgAbSZjZs3sU6UuUKYsXHzZtavNX4nEF29XGC6XJ/dw3dii0ApwhDJ4kgFHKHAB7v0Jl4YEGskQYkx/p8w1LIdV24/UtX/H8pe/yt5NX/leUELWUVN/H8fnB%2bCnuq40AAAAABJRU5ErkJggg==' 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L5lOjVc/aiYk0aIEftyxhqpwXybLw/do9y0dv/5C0rQD9l3a0KedjEvXNrgJlV0ETN7i6RDbLgxw68Uw795MUOuvEKVtGhujRDirA3oIMEWNVpK%2bvb4m0q4T7j3a0%2b3Lz%2bnw9efYdPyGIZ6WbJgymB0zElkvKjw%2bcxAF59bza9Ed/qspg3%2bvesXuVbOxeK62LZC2f/D8IfsOHaBAIFdcYVIXVJrBrTw3g9zJI0l3syQ9xB2TXKEhkur0u/r3Soa4v1E4YJo0gkJRS2N6KrWywhWSxDWjBlGfOIDG4bE06LMf5k0jLyWF2KBAWn9igY9tb2LcNdeuvRioaseKzsIkdAzxEyVQjBXSDxXfz4p04Dvx%2bP7ZScyIcSNBVBhh9S3%2bXb/Bqc1nBPaTR7CR1u/QGp%2b%2bXRnmZ8fWyYO58/0KHu9fQfalPbwQ%2bmef2sC7lPP8Z0MK//0mj8yrR4wOSBHglXDgyD6xwUMFXyY9UGa2wKZr50kNciFDlSuZNp4Mlz4Unz9F3U8/UidarFaSao0E1NZTceq43OE6as8dxaQZrpQPaNYovb5wnJYAB5qG9%2bddRSlFNdUc2rdHFNSNIEdLJsqLDFJFo21keCzby921xaNzKzw6fi5j014s0JeVg725tm4G1zfNZalUnRkM7ToSLmMUJX0/TJQ5ylvqL8iB2bHe7JwUz4nFyZxfPYmLqyZxc800Si59z7u0y3zMucGf1S/gYym/VaRikS/Fd%2bv%2bbQ4ePapOMFFhSF0pv4ItK0n16EfOyCHU3L5BTmwgOckJ1L5ppk7oX7Z0JkUj4qhMS6Hu5480/vwLde9/oOLsMYqGRlH38C4tSmb9iFjqw91peXyPt3/9K28/vKWgpJDpkyYwMMiN%2bYkRZsMS0Lc9/TT/7dXGbT838OAL/KUPZoXbcXBKPK/2rODZruUcnjmMBbGuZlYY6NiJeCVujEdfZoa7sHCAD0sGB7A8IYgVQwPZkBzJjtHRnJ87mpxjG2l6coo/Kp/z701Z/O/mTP6rJU8JKC9h267t3HvxUlpflXz2iEyBQ6pdV9IcelF1TpXdsIxU226UXrpI3S8/U7J1FflufSkcFEa9gmx49Yy6xw%2boN2jx/Tsa9T2NGo8KJala1NZ0ZI9w4Xea1S1vBabvf/2VS1vXMz3Sl9lDw2V7vyHEuQ89pc3bfPE5Hb/8DGslIFZcv3aQF7dWTybv2BbS96/l8dZFnJyTxNZx/Vk6OIiJgfZC/76M8bZkjHTDOH9pAQmlef292T4%2bhgtLxpF2aB35Z7fT%2bOgUvxY%2b4O81L/nP%2bpf8rewJFtfu3eTYiWNm1Vcl1M%2bZN50UzVPRolkULZlHRqgz2cpwrjHPHz9QdHw/6R5W5Ef50lRcRGNxIcXR/uSFelKflSl8eEfzh/c0aTXkpNFw9ijNhjz%2b4QPNP33kzV9/5ocTe3kqC74lMZoxEdIJ3b%2bVpZUg6t1e9rYd4YYMlvubLCo8PCGe9N0rqZKSKzm9k%2bzDGxXQJu5uX8rhuWNYrSSsiPdmbWIga4YFsVTnqwf78f3EARydncjV1RN4sXcpJo1A3d1j/JR5ld/yb/Jn8S1%2byLmOxbadW3ma8gJjFCrF%2b3W1NZTevkWtdH2j0LtoWAyZUmhlN69Qm51GptxjukAr08%2beqp0bzeovX%2bBXsWOzOch6jcjrty00mj3B33jz%2b%2b806XXzx/e8aaqnZfVC3oc7Uz0wmOMJEcySaxwV6MAQiZlEcfxwofcg/b1YFWGxDM01Kbq0bYsoPbKeSim4sgt7KTq3lxQl4eLaWWwZHsUSMcPqAV5sSwph15go9k4awJGZQ7m4bDx3JYCefreI4rM7aLp/nOZHx/jh5Vn%2bLLxNU4YScOXWDXKLCzDAsPSfGr%2by%2bbXm%2bR0V4vrsKG9yRgykITODAunnHOeelGxaRem6xeS69iZXo1A0dwLNLS28VtVbxBCvf/yB1wZT3L1Gs/Ck%2bceP5o5oLjfRvHgGb7/fyI/CgfQls%2bXYQpge6yXr6iKOd2S4RFW82CDJy5JNw0I4KxpL2bKQujPfUXv%2be2pvHqH6ylGKzuzmya6V7Js0mBX6/IIgexYG27NRIGlgxrlFo7myYgKPdyzk1f6V5JzcTO29ozQ9Pc67F6f5OecaJY8vGCBYLOQvle0tNltf47xEy9AAJUL5sqxUSl88Jm/OJNLl0goXztA8/xXTge/Icu9NXpIoTu9tNILXjLf88hPNEko1axZQ4etA9fA4GkW1r3/6QSPwE68//sjbn3/kZ2FJuTBidpQrIzW3SXJ6CW4yQFqG1V0Q48nmhGAOjx3Ak7WzqT%2b/l5YrByk9tZ2C49s1Clu5vmoGe8fHsW6gD8siXMxrkxJwQLb3/IJRXFk%2bgetygan7V5NzfBP557dTc/%2bQknCC1ykXKX56CQtD25cogH9Y3GrzMqgwX%2bYotzBXpqeGmjdNlL58Qt629dSqS2ounSPNuYco0p4aAwDfvada8rhF4PZanysdPZDSAYHUTRlJpfR2o4xSy6%2b/0JyfxWv9vRYl66O6ourhLebGi9b8LRnl1YuRnj1JkqydEGTD6oF%2bSkAQ%2b0dGcXfpJOrO7ePvKfepPLGF/O%2bXUnRoowKcxnapvjVxHqyKcWddvJc%2b488ejcHpmYlcWzaR2xtm8GDnIl4eUBec20rF7QM0PJXTvX8S00uNgGFtjYCNJBjB1xj3/qQDyg3np67IkUUuKJEJqquiRuKnQUhvWrtEQGgpUDpCZUszJomn6reyw88eUBDnR8nAcJrvXKMyLpCaZXN48%2be/8jYngwa9rp0%2bhjctb/jx73/y9m%2b/s2RUHOMV8ERJWEPxjVYSpknurjESMDSYHUOCuD53lALfwX/kPOOPV9f5%2bcF5flf7Zu9Zy84R0ayW/l8uHFgpkbRJCdg1KpyjUwdxRRhwc%2bMsbmyey%2bUN00g5vpbG56d1naepSrlGTc5jLIy2N5JgmJ6qRllcrdKqfySgrLrcnIQ8YUShKltWXkaTMd8yQlUCzlK9zi8qpLq2VkLoMNkSItm2Hag5cYj6nRsoEz7Up6v66pCGCcOolyBquHiKN/pbLTJMH%2b9cZeeSGRI7VkwKsWOSdP8Yj57MinBldX8f1sT7skGJOD1lIJmqYtXp7RQf3cizTfMoObyWVNndnSOi2JYYbAbBZdEagxgXdowI5eDkAZxbOIo7m2dzZ%2bdCjixP5sy6yWRe2k7%2b7SM0ZN/lbamEUG5xPgWlRWb5W15bSWmNZl8JqNB5tdq/trGBWvkBwwSV1NVR/uIJVXKOdT9JD5SaKKrUZ86fIFXGpCAxitLlMymJC6DUy4bymePM1FcvwKwVdb5eMov30gHNK%2bfRIjD99eRBrp49LlHTT7bXnvESN6OkCmcIEFeLJZYKgJdIKe5JjuPO6umcXzSBZBdbptj14qgEztGJQ9gzNp59EwexVl5hmZIwI8KBuRJK2%2bQIjy0Yzs3N06Q5ZrFuyiAWjgjn3KaZ5N85SsWLy7QUPcWioLSQV5rRV5mp5BYVkC90zlfLG21fqPNyAaLhCutEb8X7d5LuY012XBBF8gTFFRWUS%2b5WyUsUSwFWijVeG/5h7BDKpSIbnj%2bg9pJazteW%2bigv6geF8nrKKN4EOtG8YCo///3vZMo7TIjwYHKYC5MCbRgnnT9WtneBRmldQhSrNE4Hxw%2bWnJ3NfmHK5pH9OTp/IrsmDmO9zreMH8K%2bGSNYkxhuFj/TYz0Yo25akxzByZXjuLRpGgdli0eEuTMy1IXja6eTfeMglS8vUZ/7CIv7T55JBzw3t3qxxiGvsICs/GzSs9LJk0s0uqFS9FW4dDYZbj0pHBlLplN3SndtprShgfz8fEqUgBIhv0GhdUpaUVIcFRNH0Pz0PhVhblSoim9ktZtEn43i%2bqbhMbwVbnz48%2b80NjWyKHkgE6UNJgfZmROQ7NnDDIpjApxVUX/WJ8awa3ISkyW2Rvo7MTbSh6RAV8ZF%2bTFpQBALhkUwNcaXEVKFSRrDCTFeLBwawAH5gTOq%2bOppwwmx70VigB1bpg8l9dJumnPu8rpQHfD4RQqXr9/jwZPnpGZmkZYlvi/MIysn23w7vDL9BVkK6IVNBwq/W0v%2bxETSwz1prqnhzS%2b/ULhhOS8H%2bJN%2bXqhaW0eT0eISU3UCzyolrUxaof7GJd4qQQ2S2LVijjdP7vHeuGEiF/nzv/87361ZzGhd%2bCRVaJQSMFIWONGjF06d5fa6fEO0U1%2biXKzwtexCtLNx3pc4DxuGB7uTrCQkR3gzUooyQs4y1Kk3Y6I8mJEQwlR1xJkNs1g7c6TcoujV347v54zgkXDE9PwSVam3DBAsJkuVfvjkKXfuP1ASUigU6JnqRIeXz5AW4kya5beUiverr17gRd/WFMv11f34E6aTB8iVTM7wt6cs9YWo5SZFxw5QX1crRfiWJnWU8cTozRtZ5znjqJKDa9i3kx%2bkI95qpN6JBX7NSed8UgzDhPzJoY7Eu3QlTnji26c99l1a49StLZ59OuMsv%2b/UvT3Btj0Y5G1HUrAriRqlUQo8KcSNxDAvwlwsCXHspe9yZYo8RlKgHRc2zGTfyumEOfZkiBzj6fUzKbh1DNOzi0rCFQMDSswbHgoFgrl52aQItfOk8bO3ruaVTTtS/Gxlhz1JFbDlR3uTHmBPqfi88MFtMoXqWd7WlNy9TnVpKXnRfqQ4dKVAiSqT7a1UJzR%2b%2bECLYZKO7aVu3SLeSyx9kAZ4/9tvvHt8n1/jg0kfGMSgAEcS5ONjXHrgLy/g1rM9Hr3a496zLT59OuHVsyMu7b8mRgZppvBiRXwga9X6awS8a0SFM6U7Ihx642/ZmQRd13C9Z2K0K6fXTGL38skkhjiRHObMoaVjSL98kKybx0i9uheLMvn6vCN7yblzQ0koo9hUQrGSUnjuBDmThlNy/QJVwoS8oZGkWrZVyy%2bhtrqUDP3BLFUqW2BXaOwTmJhEhjEmQvwyaQqTvqNGCag03KI0Qssff8ohvuOdRNB7JeC1TNVrf1t%2bHx5N5dBoxvo5EedrT5S7JeGqZJCcaIB1J/n%2briS692W0dMcIxx7M8nNkUbAHs32cmO3rwtwAV%2baHeBLeozOOrb/Es%2bOXBPVrT4K%2be9YgX06tmci2BWMZHenGNNnlM5tm8fD4FlIuHeTFud1YZE0ZQZq4O9XLmqyta6UF6sX3JiqMfQH1sseNjVQZmBDuRroArDY3nZLFM0m3aqsEJVE4fyoZorQMx27kjUswK8UyrSopvnrjmYFx%2byz1JRWXxP8yRR8%2b/mBOQvP547RIA/ygZP549TQ7wo0HptbmW9uRbv2Ice8nY2QrXeDIGFc7RjtZM9LekqF9uhPTvj1xHdox0qoXM71cmab3jBA1jpMljrNth2%2bvNua7TNNFi/slhpZNHqaRcTHfLr%2b2dyXnti/j1eVD5D26jMUrZTd/ZDypql72ltXi%2bhrKherVmk3jrnCFWKBGgqji9DEqju6ldOd6Mq1bk5sQSXVVFSbxeLZzbzIi3CkXDRq30ssrSqiSCarWnNc8e0TFgGBKdXHlsyfwTqbJsMtvRYHvJI/fSxF%2bOH2Qa8HOxKkLwvRdYQ49ZYs7ENi1AxG9uxLStjUh33xJSOuvCP32KwZ2ac9UB2uW%2bnuyITqAfaPjOTItQZY4QGziiHeftrj0aMXcBD92zB9DvDorSSO2arIoc810Tm5bwsNT3/FSo2BRdPR7MjXbqRIdZYX5FNVWk79jHSnufcjbskq2uMl8/%2b%2b1ccdHsrf0wimyxsQLA%2b5Q%2buQBuWq1TGW74sZFqjXrJWbtIFltPCYTiJb42FE5PpHG/kHUL5lOi9q/RuKr/OJpmjQize9loJSswjNHma6kRslaO3drZX5OGGnVnpje7enfox0Du7dlmMAwybIrY216MM/djg3hfhySWTo/b7QcoMTQ8EAmSw4HiwncBKIrZJQMio0Ua8wcFMiGOWPYqnE4sX42D09u58m5HQJBafVX3T%2bnaN92Xsu7l104SZqo66VNJ/JPHqJUuiB/60qqXj1WYGWYJGNLNN/FCrJw%2bSyy7Ttg2r1RDu8nzbvhIkupef2a8oO7KdTcVuk9tbs2YRJbvEl9Tr3cYvXahVTZd6XmyD4JrNfmx%2bnv/vgb%2b7auIVh05di1FSHW7czPBcb62DJKASULE8Y5WDHOSarRw54lor7NwyPZJiW4R0pww/AgFsb7MFnWeKCPDcNC3ZJbODgAABOFSURBVJiZFEmsl715HDbNSGDTrJHsXDCas9sWcH7XKh6d2IxFulNXUsW/5Zr7yldPyJV7yxTYlB7ZQ61kbPasMaT2/JyMSYnkix4LCnIpMRWZtUJlWREVD27SUF/JG1WyWhWtqqmiZP0Siu27UdI/gKZXTymL9cOUHG92i02XT9MgPm6ePJyW5gZeH/yeuhFxVD99SHpGKjGedvRr94XQvIP5kXeilxXD1cIJCiRSYiZGmiDa2YohstpT%2b/sxKz6AFUMCWTDAm3Eao0kx3qp2EEsln%2bdJKUa5WjJnaBCbZwxj68yhHNswm/O7V3N57zqentiIRUq/dhTs3qZ5Lidd8jNNWJBh35mytYuF6IvIsOss4eNB9qPbZCt4I/D8ghxKjBueH97RrIo2qvVbBHB1wo9CzXle3/YKeDClUnDl4ukyL0sa7t3gjaEL4vxp0tg03r5Ac8ZL3qpSbxLCqMlKM99T3LFmmZkCA227EyEG6C/bHefSC%2b%2b%2bHXGUMPLu28UsiCLtezBalDxZxml6tBsj/G2IdOop9JcXMDpj3jjmjhrAmHBXNk1PYNHICHbNG8mFHYsFggt5cnw95dfFAmnSyJVq8zzZ1JQ%2brcgWr5Ytm0mm/nCGQxez7S3SvBYo4ExdZE52BjmiStOjuxSvX0j1i0dC%2b1pqxRhlhiQ%2bc5xCJa9CI1J39wZlnpaUqRJNxtNlydkaP2ua4nyoHxzKmyGRtIiv3yi5jT9%2boKG5nkqB7vDoEBwlgFy6t9EodKC/Q2fz7hC3Lq1w7vQ1Hl1bE%2bfQg5E%2b/ZgiGzxNcz9VFDdI/D/A145FGosVUxIZJ60wKzGCZUL/rdOHcHHbPA6vmcbDo%2bspvn2Q6ht7BIJ7d5K3cg4ven5BeqAzDWrrFoFhnqEANd/532%2biRMBYIGlr0ggUieKKrl0gI9iRTIcOpEkIVT19QLkMU5GSVPq6iVIpwSrRaM2FExS59qTukNp873YqVdHaZbNozsukUfPZ4tWP12KVlh/eU2fceBGD/PDbL1y/cBqHLkpAz3Z4GjtFRLnhAsRoO2PvTxcpxR4MF21PCHFlRqyPtL8H4/vLC6hTk6O9WDV1GIvHJ7B4TH85wAhWjY3hpATRhS2zuSxr/PyUfMytfVQZCWiS7S1YOpOXko3FNy7QVF9DthRWumUb8hZNVVDl5ORmUliUZ34kXnh4N6lO3SgY3Z8CKbhsZblBc19RV0X%2bnm0UyhqXGkxQU0FjfR0NadIANy5jCnI07xyrMzZeyhvUqWVrxg%2bTqKqgXoaoVuDa%2bO4tb%2bsq%2bTB/PFMc%2b2DbuxMeYoFQAWaMVoJE0jABXKKSPka0NlUma3yUJ9MSgpmsuZ87LJwd85JZMz2JJROHsiQ5mpWjQtk9N1ESeCpXts3l1v7lPFb7F1/cISYSC9QYnl/VKs/PofnjOwqWzeB5ewty5PrqFUR%2bUb7ZGxSrvQuk%2bFJt2lM0exzVxw%2bQbttRHmE7Lf/6J5XSA0bSMqN9MBkAKX/RqK6oVHC5hdmU375KuWiz4uVjKvytqZVuqHzxmDLhRp3%2bTv27Ft5XlvF2zEB%2bHhlNxrqlBPfrho91d4IFqDEuvRmiqg/1tmGEJPM4CZtRIS6Mls2eNDDQ7PiWKeiVM5NZOW0Es9X6swf7s3PmEA5L/p5aPYkbuxZw98AqMk9vIvv4GorPbMGipLRYsrXYvPmhTtWvz06jeNMKGYVH5i0vxs1RU3EhefOmkN6vDTkajfpnD8gfFEymnJ0BfI0FWRSEuZLlaUXpzSvUy1MURHpQMm0kJQLOMnVRbXMjZUpIbWYqdctnUnv6EDXSFTXqgEapw%2bb8TN6PjuVDfx9%2blaB6tXI2A7zsiPC0J0w0GO7Uh3gvG4aq8iMEnElBLjp6Mik%2bhIkSWnMMwBsUSWJUALONW%2bUjwlmVHMmu2UM5uGg0x1dO4vKO%2bTzYKxW4dzEpe5eQcmCFvIC423gUVqcWbjK2uWgea2RgCktkkkR3xVnpZAwJJ73XF%2bSpxXIiPckKtCVLRqlsh%2bb3w1uKRXF5tuqM6clU6zOmCUMpsmlL8cp56pwSCooKqBDN1sp0NYo1jIerxk1UA/Cqm%2bppenyH90rozzIrPw0JpnblLJZofn0ce%2bNl24dITwciJIej3GwZ7O9qDnyEdMCoqCAGBsgJShCNiAsjKTaQsWKZSaLHZcmxrBwXx9KR4WyRStw5ZxQHl4zl9NJkzi8dzbW1Uzm%2bOBmLCrVdfWMdLT/9SNWlM%2bTKBVbk5Qj0CsjJySIvNYXc9YvInDuRAlW2SL4/x60HOcFONMtBFkvUZMvmFsqa5vjZU6QKFrt1oWjsEAVeRI46IFfMYWytqdH764QzjdXVVButryQ0NDfzWrjyRrjz9sENPuj3pyYPZZT8vLHJyq5XV6y7dsKqcwecLHvi62CphDgSIyMUF%2bhGhLcToVKFAwPdJXkdBISeDA91J0ldMl7XMntYGCtGR7Nl6hB2Th/M9gmx7Jzcn/2zhrJ0SJASINvarPkr3bmBFFtxft9vSY3xpTBDtlhskGtUUCxQVGpSC9dRcmgXKd2%2bpGrzapruXlHwbclVu1drtk0Lp1Fi34mSGC%2bqs1IpVNBZ6qBCQxoXFVKrDqmXJqgdP4Sq7FTqNRaGYTKeIjXVVvBBRXis8ZojEBsQ6kWAuyO%2bjvbYdO/Jt19%2bQedWX%2bLQ/VtcpQUC7XsTIVEU42JFnHMfMzMkSV%2bMFjuNFOCOifBQJ/gyZ7Bss8Bwl2hw3Zgolg8NZFViKHOkGOeo2yxqK0Rrs8bzsm9rClW1bNfuZE0YQqFxn8C4P3hoNwXi8%2brqKurkCxrVMWXnT1H74Lrm3I0c%2b7bUisfryssplvIrdO%2bhTjpFVXMThQLW/LIyAWIGFbK9dQP8eJ0QSuOgEOorimloaeKNcKDl/Y%2b8fv%2bBH376iZcvXjA%2beRTzpo9lYKg/Pg7OuFha0vXbb2nz2Sc4ye569GhDgFVH%2botiB0qvGA9VksUq0ySIZvX3YmacN/OlDpckhrFhTAw7pkoqiwqXDQ9l/mA/JgrHxgizMtPvyw5Lhb3o9gmmrSsoluxNkdPLunjSvO29aN9OUvt8SaqscLVJFZTFrROqV6pta4UZFZdPYRIbvJNZMsl05Om9ZRuXCfnrKBZtFiopBphWDA6hRirz/ZmD1CZEUHfuFO9/%2b5Nf/vw/fPjjv/n4t/9NTl4puUUVvMosYfe%2bQ0yZOJmJoxIJdHPG1bIPlh3b882n/4Jt2y/MCfCR4xtibJ8LsGG0j5WCcmJevC9Lh4WwSNLXOK5PjmH75IHsnDKQxQkBzIjxZGSArWS1JQ/vX6b59z9lh/t%2bRdm%2brVTcu0xm329IT%2b5PvrFL5PYNMj37kGors3PmiJmqsgSC%2bZOGY5KENbfvmzdUyfIa9wtKZo6meFICtZrzohIBoUbL9PAGVapKnXc/6kSBeS/SKHyeTsPbnwWCb/Udf%2bW3f4OiskZOnznP5at3ufvwpc4v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da/07v0IoxmKpQ%2bIdTpIBjjBHBWICYramepinDEbcbHRjKtU/9WBXmZ/Avc49t6msbrZWYcVSxku1hfiBFtsRXQwvOkQgz2cEEQmRAX4QudLV5iVglh6ivz0OLQ11qpNEdkflLFeNjuU5ZX6LylRQZsMBpiKitQS/2PisivKzCIAOesAiAbYWqGUgAAgewKjPT0KgFFS1JwdCXOeHsnBTvB32AG3vRvhfXgLAsmEULcD8DzwGYJdDiDa3xVhzocQemg7IlgW%2bz96Dw6fbUIOW%2bFMURpBKMKFugoFxJXmOlzh1LlKp3mjpxW3expwvjYfCxXZyA/1g9OerXA5sINu0ZfmivMFW2lZfhYyEuKgD3BjCzeyXFtVC5RBqKmq2toCtQ4ggif7n6YiAyoKDSjnsbywSBiQgRICIGholrj8JQNebYNkgExdvS1mlKWGID/Gm9nfw6B3wmPfJrjs/gj%2bR3dxBD6CIKfdCHM7iETOA%2bEERme/Hcke9oiw34vDH76Dg795G7leh3G8PBMrHY0YyUlGOlkSxF6f4O6MUl04GhN1mC1Jx1xFDtL93OGwZxt2bPoNAnhetL8Hp01PFGWkIJtWOsjtKHISwinaLeuTYIv5uyJYZRU9E0GoUCAUEQQbAGyFlRRBscQyE6ihqM7GgBarEepSJmiwvQmF8XRjoc7QeR6A75EtOLbtPTjt%2bC0Cju2g/T2GUOc9SGRHiHDej4/f/DHefePneP3nr%2bNXv3oXezd%2bCI8tv0UCz10yZeHuWD%2b6s5Lo%2bLbBe/vHyPJ2Qj/LpCEpCoVBHpgqyUKylxvs9%2b/B/h1b6C3IggB3RIsn0IUgWR9Jf%2bCBCM8jDLpcPS%2bQexcdk40PiUeMkBgfqXnFAlUKBgWEXWFmuhJB21CkdYFq695gk9p/Fw0QBsyMjKGDlC1h7WdHeSDo6Fa47f6QtH4Xbns%2bgvfBTxDrewQ6j/0o0LMdUhOcNv0KfjtFFA/TwYUiyS8Agfu2I91tDy61VeHu9DD6cpMQvH8XPv7VO/jlm2/i4KaPUBnhjVFDCmYq8mCg6h/etw8%2b7u6w372V9e9CBrghLtCTjtOXc4UvS24/J9E4tZ0nO1sigrLNJ5s9WhfQRFASLYIvGlChNCDrlS5QUvydeUD2BZQI0gjZJsEa9u/StFBkhDoi1GkXvA7Q6jL7Xgzebc%2bHZMU%2bZIa7oiDMDeUBR9Ee549S%2boRyzgjd6fEYKMyBIcQNplAn3OhuwM2hdkyzK%2bRQ3AIOH8DR/Qex/9MtOEimmPUBmGcJlCfEYufWLfAlAC4ORxDofITBs7w4eEn96zhyh9OAZej81hlgse4HNlpbofIBViGUwMsLC9n%2bC6w%2bID9PAfDqPKA9IGlQ2%2bOiAWKDx/t7OPTEojTZj5k8gCCHLQg6totM2Aafg5vguG0DPYE9SuN8URLkiHadF04VJeF8VSFOVpdgia1vvDAJZSEu6EwOxu2BdtwcaMOFlnIM5pOJFM36mFB0MZPDuYkYyo6hE0yFMSoMmz/6EId270aAhzvcjhxAQrAXgp320XmScYEe0HPkTgx2oQjWWB%2bS2EDQxmFVBiVlSgxNVg0oKyi0GSHbRFi6vi%2bwvj9IHyAAjPZ2qV2gdrawnAi6u6AjCD22RdE9xnMvvPZvhL/9FmSFu6As0h2tcUEYTYvEMk3PZRqeG%2b3NuFRXTiMUjYZoH0zlx%2bPeUA9uD7bhertZGaDlejNmjVnsDGVYrTXgQlkqDVMmCtj3t278GJ%2b8v4HBs6v4etNjHEU0W26Yyz7EBbshIcKfk6gLGiuKyNwmJeJqX1D8QKVJlYLqCCUl3wHBzpiTpZygNgsUq9756g6xGKFB2RPskQcQjWg2FaCcmSmI9UUk6zjEcTtZsB1Hd3xIP7AJMQTEFOGJSUM6xjNjMZcTh9OlObhQyRk%2bVQ9ziAd603U4z9peG%2b7FnZ5mBcDaYBceTY7j4fgoHnMwWuttxY16I06bsqFzOgL7Xdux97NPcHD7NmWL9SFBzLgX9OwmqeFeyIwLQxzLrCInXpWu7ArLTCNsbqyUHSGbJyhWJsjmBeyM2dmKAVoJlKitItvGiIzE0gVEA%2bSZgGyHyZOd3tZalGeEISnAnlnfiiOfbcBnG/4Nm3/9Jhw3v4em%2bEAM8UaaonzRExeMSQJhiQpAEYehsfw0Kns2TtIK3xsfx4PxAdxur8WVKiNudbTi/gQ/40yw1m3BPY7FU4UpCDywC3s/3IB9mz%2bkCO6En4sLMpOSkBwVStGl2wx0QmGqDsmRvsiK8mQrrLM%2bMK1RetZkLQObFkgnkOxXUAfsxASVUwyEEhoApQoxC/%2bwg51ANkUGrbPA1BCNUH8X6tifjYn%2bHIKOIoTZt9/ya2z85c/w6YY3sOUXP0W1zhsWdooSUrPUzxkGb0foDmyH/7YPEHd4B5KP7YMlNhTzxjwMZiXieFkuuuLD0c554gJH5BVOidfrOClyFuhMj0UKHaDTJ7/BO6//BAe3bobzwQNIiYlBfHgwkug1ouk9cuODCUI078kJTTRFUgbymK%2b1zvqYbH1voEzNBOslIDZYSqCiSPMB6jlhpa0V1qm2Ig9IZBaYGBzAMOd1CyfBusI4miEvRLnuhveBT7B/E1vhrg14%2b2c/QH6QM41MIEpD3aA/tA2xR/cg1mE3AndvhPtn9Awb30XE/q3I9nREMp1iOyfJscIMpNFINbJEprOTsMQSmi9Ow2BOGjpSE7Hpnbfxkx/%2bd%2bz8%2bH040hPogwMQ5uXMMuB3EIAMTpmyI13A4cxCNnWQvUoH1jtClepw39WBIo0Bpfn5bAsF1r3BlzvEtgelfdZnA%2bOD/aR/NRqKk1GeHsZ250wAdtLw7KQR%2bgCf/uKf8caP/gnZAY6o0XtzACIIIe7w2bkRrhvfR9T2TxC2%2bbeI4GvDsSMYTE7GQn4qTrPVXebs35qiQwxtdJMuQHWBkdx46I8dgu%2bWj/DL136M1/75%2b9j83i/hemgvQskKnY8zGeCCOF8H5MX4o76EWpYdi87qPDK3YV0ILTXVStdE4JUOyDgs7ZAxUwRzVT%2bUerA9KH11HlA6YNF%2bKTLa38tZoB41edFshYHIiXJHAmswkebHnVb407d/iLf%2b9b8hlspcH%2buHphg/tCaHQnd4FzZ8/3sI3f0ZUvbtRcKmT1C2cx%2b6XP1hOeKEVmcXpOzejiy3w6hl6%2bxNicCMIRXThmRs%2bc2v8T/%2b6b/gg7dfwztv/Cu2f/Q%2bAl0c6PyOISM6UAWeq/dDRYYOreYSTqk5HNfL0NcutrhBGbpW5QzNyhnKlrgwQAAoVxqQk6PtB8i%2bYLE8JClVY6RQpvWVLXJZwxxdx3tqUF8Uj8ywY/QCB5HCfl/AQIMphoc%2bfgsfv/0TuJENLezzxSGuqIzygSnSB0l7d8FITz/eYMJspwXHeb2zljacb%2b/EEtkVe%2bAoajj2LpanYbogBcu0yZbUSHz27r/jzZ/9BBv%2b7cfY%2bv5bcORMoPNyQk58BCpyk1GRHkk2RsGUqVfB15dmo622GN1NleqeO2wA1FgBYDeQ4ajSaLS1wWwrAIXKKtbKRKieFVYqIRQWtFlN0RAHl3ZTJuqKOAoncRYPYvZpiNKDHeniOBNsfY83/DoF8TV6AQ%2bUhLnDyFUTE8CSCEaVw1G00c3NG/Jxtr0Bt6YncLGpGXOJKThLi3qN7Jpi1icKk3G6Jh96VwdsZXd5/cc/wMZ33oDDto20vEeQFROGagPte3Y8ylLCYUjmImtM2dGoNabTC%2bSoZ5Q2HZCOJiLYoLbGy1SpS9crZ/eziqC2JSZbRbItJm5QWqGUgSztiVEdBttqUJuvR2lqKBHXoTg5jECEIoEi5MSByHnnhzi4%2bV28RSGM8XRAHW1wWZQXmnlePY2RgfY1/dNPUbVxCwbsPbAYnoIxZz9M6XW41NmIZSr/pDEVi2XpGDZkwGHrp/iMrfWDt17D3k3vw5UzRKy/G4rTYuhFElEY648SXlsEMCfGF0WJQSjLiEQzR%2bje1iaVNBFycbXKEZIBAoDEKSVfmpf3sgtoP5UrVnsCYhqkEwgINiBkm1lo1VwmtAsjAJEwkX4y9OjcDyLEeS/H4D0E4NeIDPCB2UDDxNqsTwpGKynamhiOqig/5Po7I9uFdtnlGCxBfpgsysZZAnvBUoOlatkAycZEcQa6CzKx%2bd238doPv4dP3n0LDts3I9jZnoLHOSMuBKXp0cjj9atzYpHDtpsW4ohCAm7k9zWX51AEG9cBsNTaADApkf8OALIXYHOCNgDkYWl9hbYaxRorEMiCWjPqmSEJviI9AgaOxRnhHkgL90ReUiRyk6KRnxKvdmbiaF9j3Q6hJTManXSD3ZkxGJSVpsdEfgbmTKVY5HxwtrEKV9rrcKbZhGXSfro0ExMmAwZpiZ1oetycvfHZb9%2bD5%2bH9SAwNRDKnv1x9EKrykhm4HxmZgEbS3pybAHNeApoYfEejCZ3NDZoPqLWOxmoytNG/SLG%2bJDdXtsXzNCMkTrDUqDRAQKgp1X47VF/%2bCgiso2azCQ3lBKsoEya2sMqCNB7TCFap0g1R3XBfL2x48yeIcNyLAtrUTs4D7bS//WnRmMqMx5mSAlyn8N3o6cG1rlZctFTjZEMppk15GDHkkBF16GWAlupGVNb04siuHRx/aXd14chPiEZOdBADZivOiochLpC6lIfu%2bgp01pWivbaE91ChxNvWBlvUPKC1QNE5afmSeHHBdqXyXEA0QJ4Rsgwk%2bGqiJEjJa6GMMEEuIOUgNJLyaGI9NVfJ7woJSo02ewtL8tNT8Omv38KGf/85wjmtpfo5oiwhFG0UrNroAFj0IRhLT8CSMRdnzGU4V1%2bORQ4/gyW56M9NwXEOW5c6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\n

\"cloud\"

\n
\n

About

\n

Cloud 28+ is the world's largest independent community promoting cloud service and knowledge sharing. It serves end customers, cloud service providers, solution providers, ISVs, systems integrators, distributors, and government entities dedicated to accelerating enterprise cloud adoption.\n
\n
\nCloud28+ supports the expansion of the Threefold Grid by proposing ThreeFold solutions within their communities.

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\n

\"codescalers\"

\n
\n

About

\n

CodeScalers’ mission is to develop promising technology for start-up companies in cloud computing and data centers. Our customers are high tech startups that have found with CodeScalers a pool of talent that extends their R&D organisations. Our offices are in Dubai and Cairo.

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\n

\"covid\"

\n
\n

About

\n

COVID Fighters have built a technology consortium to test COVID 19 from a mobile unit to test whether or not a test subject is infected and contagious. The actual test takes only a few hours and the mobile unit can be deployed in a matter of days.\n
\n
\nVarious types of people (that need to be tested) can be tested easily and frequently and have their contamination state verified and stored in a way that is easily auditable. The process is end-to-end and involves remote medical specialists to assist and advise. COVID Fighters are putting this consortium together to make the world a safer place for people and economies to maintain their 'normal’.

\n
\n\n
\n

Mission

\n

To bring the highest standards of safety during Covid 19 while empowering people to maintain their ‘normal lives’ during such situations.

\n

Impact

\n

By bringing the necessary solutions for mass testing and auditing, Covid Fighters can prevent the further spread of viruses such as Covid 19 while enabling individuals, businesses and economies to maintain their 'usual' ongoing activities. Considering how Covid Impacted our world, such solutions are of upmost importance to protect our poeple and economies.

\n
\n

\"covidfighters\"

\n
\n

Powered by ThreeFold

\n

Covid Fighters applications will run on the ThreeFold Grid. ThreeFold may also potentially provide 3bot technology to ensure privacy and security around people's data.

\n

Join saving our planet!

\n

Providing the necessary technology, logistics and solutions to maintain a safe environment for societies while eradicating pandemics and other similar threats.

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gf%2bl4BsA8MZ4nltOcfCk1bJ%2bi7eHHcjcbs1GzElNXALT6djVe0NJuQGLbicZxG41kJuIaJChAPl4h4%2bbTJXVSB5Jou5HasQ%2bnADlTR6bqNr6BhEwFYux/5bUPI4ocOVc3HFwNVOLe1HW93VOLw0hJGqgjHVlTiM0b9o7Z8rCuKQy03Wd61lkAeQjU/q2T1PuwdGsF7vc14p68Ju5dVY1VdJYGqxYet1XjA0vdDXw1%2bGGnB2fUrcGVbP%2b7t7MNtVoMT7eXYsjCDAKzDnR2DaCrNgwsj6ktKi5x2oprrO7rCMVCUW47fwZHsPyKp9izBdFQ46ygsPI72t1VcC42W7xGmFFnUgAzO9oU9m7FwaDdqmAL1ZEEt2VDcuQZZdW1YXFGC3TWZ%2bHxVHQ41FVMT8vFxZxXeay7Eu22FEoChvGjkzZ%2bPku51qBYaws8pJgCvb9zIEroCF4bb6dwA7u9djYtr2vB1Vx3ub%2b/BlZ5F7AFW4On%2bdXi2exjPtw7i3roOfN5ShiNNpbjx2kbc2tSJsrxszIpLRmByGqtLOtxY462Y63Pikyl2iWx%2bfKHr5AYbcY4gzSJIXrzmzXW2EMAkagB1YA71QPyNMKEJSmL6S63vQR5ztYzCtYiRq91wCLV0oLxvC3KYBhU19RgoTccrjfOxvToTB8ty8FFDKY51lOKzFaX4gGWya3408nMyUdo5gtqNr6FuvQBgP0ZGNuGr/hacIQuebh/CrxTCSyPtONlZj7ssi%2bfbKnB9bTtBGMGL13YThA24TbA%2bb6vC9kU5uLO7F3dZHmNT0uBJ2vqws5xDm8W89iIgc%2biYNx304DXR2MwUwkdHZyel0%2bhwcro03%2bR5BICWItZ0ab40Jb%2bMEiRVtyOzaRBFK7Zg4eo9rAIHUcsoLhJ53D6MgvpmlBWXYGRhJvbWZOBIfTZO9FXh7Jo6fNSej7Ul8ViWFYmiAvYEKzeRQQSAIJYM7cWK1ZuY1y043rUMd0nnB/u348veVvb/TXiybyPOdtTg%2b%2b7FuDrci2tbN%2bD69nX4YVU7jnZUY2ttHr4jGH0VxXQsWUbRl475pWSw4cqkZUnzY8/hn64wcew3N4fH8/8/E%2bd90hTmKyw1Cz6pmVAycJyJILIgraEXCzrXo3xwJ6qlGL7CKB5C5SDLWWMHcqsaUFFYwPKUiNfqs/ARxfCN5UXoXxCLJenhWFmaippFVRS/fajb8gZqqCNlQ3tQ17sBb3S3YF9jNU4P9eGHTatwsq8du2sX4b0V3XhjSR0uDLThJql/mhXh3JYhnN06gONDTVhdkQ1PX384MWd9EtMUNGYE/VJHnZ%2bbhQA6Jk06qlgD5uXCj%2bZPC8jIQyDNT57L47m/g5LDZmrCFBhyhIwpaUROyzBKVm5F5fA%2bpsErqKcTdUyF2tYuVDUsQWFVPZrzktCWHYOuvAR0LEhEd1EyhsrTsK0xDysrMjDYuhi9A6uxZBXZ1L8N%2bQR1QW0bVtVX4dhIDz4d6cVbXU04wNdHljTi274unOtvZR/Qhi/X9eAyFf/bXUP4ZLgVLQtS4eDlDVfmu6C9pC2jLwGQTgvLGTWF4wEZCselZeT9dfwfAPLgm85jvt9XACBGSvG01Z1jcfqSPhSwJEoxZPQbNrMfYEls7luN%2bqYW1FRVYbh2PvorM9DK3mCkfgG2LSvE7sZcvNLKGr8oCe%2b0szFaRV1g1RhqaUB6TTsSSpegadFCfLJhJb7YNoRdtZUYypiPDY1N2LB4GbZmLsD7lWU4saYdXzL6bw22YO2SMjRkxMHf35/DVaRsbOYkKQAQ0RdOB2YIp0U0c%2bQqABDRFlH3/5v5jQIQIMFYII99CYCPAGD8JGX20ROgY%2bGA6NJG5HWsRfkA02DNAVkOF297A40je7CyaTF21qZjY3U6NjcVYhWBWFufi73LC/EaK8HrHfk40JiJoyuK8PVGTo17Gvm%2bEoRlliE8vRBVuRnori3F8c19MtpvlVXig64uTpmr8G1LCy4z73/a3of9nQ0YqCtDUUoUVhWkIi4kAIZuM%2bEZGfsXAwQAgXQgJGsBgjLpnEgFvg4cBSCIgAbQ/DOE5UsQAv4ChtfmKZghWEAGTJUAiGfvnvFZbItXyTSoHtlHAA6jZdNB7FzFjQ6W4fhAIXv/DNbzPBzqLMUhVoHDtDc6CvGP7iK8wYbo2GAFvuXU%2bOXaGtSXFSG%2bsB6hKQuwuno%2bsuPD0FwyHx%2bubsP7HU14p7oW7zMNvhrqxaVdq/HRUDOW5acjnx1nId97uC4PnUuWIG9ZF4erDHZynDZH8z%2bIEQ%2bbX4iQ7AVSCwQggX9zNICOBmbmy9VfrH%2bBki/TwO8vACZMluOkmKyMXLyRXNuJ/N4tsi0u7N6AiqpqvNudj%2b%2b2UMQ2VOODnnwcacvDu6L89VfiSHsRc7oYn3E8/ri/HB%2bvLMEXQxV0ph6VDc2ILVrM4SMT%2b9tKsaYqDaH%2bPhiozsf3m7vwxXAXTq/rx409awjaStluz%2bVEmZ8UjUEK4Edsu3d1tWP/Zxfw%2bkcnkFfTgNkJadL54Mw8hObkIzgrT6aCcD5QOCmc/yv6CgEMkADky%2bsCDD%2bZFhRBaoHS2HFinp6IMQRBRWeGfBze0NKL9qZlSC2qRVxBDSpys/BmczZODeTh855sfNyTR%2boW4%2bTwQpxYvYjRrsfXG2pxYlUFWVKObzbW493da1G3YiNC5y9i95aDXawYZ9aWoyUvBrH%2bXnizvQr39q/HTZbCCzuGsH5xOYK9XJETE4ruijy8zkZJTJAHKzOxaWQj3jl2DrsOvS7FUNRvhQ5k/1UFAoUm/KX6ilXQ3FeWv0yp/gKAwCwyQAKlAIiBnyifuMrn7kyD0nmJ%2bKS3GN%2buLsXgkkpEFCxBweIudNdX4nM6/c1gPr5amYszw8WMYi2%2bp%2bPfr6/G2Q11%2bGqkGqc2NeLMznYMMnJFbK5iKtoRmVeLLcuKsKU2De0Lc5Cfmc5IB2Lz8gbs7lyG7spivg5CQWIkVlYVYmdbHT7kdHiUIBxdmo/36nPwwb59%2bOirb%2bEeHIFZMQnwEoNOVBy1IU6yIaKgFG4RsXDldfeIOGmekez5ec4tPAYe0fGycRIN1Kz4VA5IaXJVEg8Uxo%2bfyFl6AoLc7djZLcB368pxfhvH0rV1yCqpRnLlcpQs68HarmZ8t3M5Lu5twfc7W3Bux3Kc3bwE5zbWEYxGnNu%2bHBd2NeO9tcvR2LESWYtXUqHL4RkUBydXL4xTM0BUQS02btyFuswULJibhNp8jtW589BTVYwtLXXY0b4Yb/S3MZ2Wk231%2bHagFp80zMN3HJ0/PHMeZg7umM2uL0xUANHlkRGpdUuQ097DQSkY9nN84SmcllNjJNzDouEeTmMplec4QwhzDQ6HC8FSmsY5eqr6dPk9XWdeFJ1ZiLObFuHctgb8uHMJepcvRUT%2bYiSXN%2bPw4QN4ne3r5%2bsaeY1gbGnExa0NOLtuEY6R%2bq93c6Irz0R8XDw8A6NgbucKY1YXPSNraM6whqq%2bBfp2vIL2lWswwqhvam7AqsVV2Mm%2bYG/vcrza3453hrpxbLibw1cTvl/bip%2boJSdWLcPP9x7i4AefwsjSEbqmNnALiqQwZiGUQBT19mPhmo2MdKR82uMnZ/9U%2bLFFFs8CxGu5itfs/4W5EAQDZw8ouYZGwCkgGHomZugrjMHXzNPvttbhh91NuHSgBW%2buaUFapXg83ojS1lWo712Hlb0r8cHqBpwk5fsq5iE5khOY60xY2rrAwIwOm9jCyMwOptzsDEsn6Jk7wJDm4OGHL85dQOfyVjSlxeOtle041NOCNwY68d5IHz5eN4gvN67C6ZFOnNvQhZ939%2bOHwXpcOfs1frz/DGv3vEoAnKBrbAV9M3sY27nDym02fBPTEVlQDqfAEMyKiqYesEtkxxiQPGosnYGpNGpBQCr1Q/z4gnODpvNMzgKyv06FiZ09unIjKGpl%2bHpzPX7Y24qLBzvx/d52NLatRHxlJxKYz7nNw6gb3o2BDTuRl5sPXXMnbsQDFvaejDg35OAJSwcPmNky%2btYu0Dd35OoKUxs3RFLBf37wGPu3bcXyeUl4ta0RR9fS8fXs/NavwkfDffh2G4elTd24saMXVzeyNyD1Lz98jhMXrqF3/Q7okE2CBaZ2bjC2cYUR76FrYgc9AjKDx9Yes6kP8XQ2AyEEIpiOB9GCRekU5VKCkMGALqQ%2bLYGSD4VAjIVG1rZomheEj/qK8aUQtj3L8eP%2bdlzatxwb2a4m161ESnUnspYMIGfZaixoHoItI2rOm1o5esLKyYvrTALhDnN7sTkXGFo60xxhYk0WzDBH8oJy7P7qMt4/egwrF2ThwOJKfDzcgxObVuPU9o04OjKI77cO4e6ePtxa24gre4bx8MVvOHP1Fr67cQ9tg%2bswXd%2bcYLrAzN6DILjL1YQBMLRywQwrBSAzeGzOku4SEAZ/0j4sIxth83LkGC3SJowNVBwZk1xJAISIzKEyapuaozzWG293FeCLtYsodstwnmL3A9NhS1MZW9pOpCzqQnbTMHLbNhDZQhhZ2DPanrCgmXMj5iLydN7EVmzCGXaO7nBz84C7uwcc7B3gHRiJ2ldOYNeXP%2bHtQ4fwCgE42l7PabELx/s7cHLlck6EK3B71wCu7BjA2R8v4dz9X/H1peu49vAZqpZ1QtvIBmaMvpn4BoiACxCMyC5dUwcYWDjLY2OaAMHA0gXG3JeDTzB86WNQ6jzJivDsAnhExLN6FJABRGhWbAKUdfQR62WHV8QXlqvKcWbrYpzfowBgfUUK4vNrEVPWykapD7kdmzErLAUzKHAWjl503FNGQjgvViNS3pwp4OnuCU%2bPmXBxcYeDrQPcvPzQ84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o1G0I4LtaAeFblRC4q1Uh7mjVy2RaxbKCyrFg3k7ktBBQJFXE/Lcom7Z5DF0J7RrN/Git%2bUpg34oO9EBvgCZu/Jyze22AM9FbbolMAoyUCAYF%2b3PYY/fBAhISJCESEJoRrZ9BFcPvTz7Qy7fz3v/xP/INk//kf/4l//%2bvf8JJ14NKH5zE%2bPoyi4nyqzOIVrUXZJMWL0Y1jviVYI1mwQpBm0kkKWSEu0dUJZPJaWV3B35XDahSyFECEEGsnhXkhJmA7CTrhAYsv4ecBK%2be2AAoQ4o2kCIpGkZMs4e8ckGiDwcwtLsBXRT8kTBMgJFxHhJYWm53g9n/%2b8U/83//83/jjTz/j8/v3sW/fCpqa6tUWFcniJWpJLltJNp5IiYlCmjWUlg5SRSmTi88kSbuen3aXrQMohlaoHLr9Ve4ykikRtG7YDsQHeapoWn3dYfUjWZKMDdyBhBBfRHu%2bR8KeTIUgOoP1whIGh2yFtjBk8vPt3P4yiQSTvgvQhXGJVq41DP4iAKMfHMYOMDRwixCSEiJECJukUDZJbufPfcBGpBd5BTnM32gWiFAVaQvn8bHRJByJNEuo2pIylaUljzWCkrOqUOkRVjY2aLZOj2YVJ9nEUB/EBTGqgZ6EF%2bJIMJaj2Xc7ksL9kRzBnI%2bWYsc93hpCwUKRTZImb3fEh%2bxATmwY72n3HawlGbI96qI4KEqCOXyLAFFGEcBHkQ8K9UdQiLTB/poYIoTuhGA2QTK6hUfL9hACI6MtBUsIS9NhF8J60RLS2ZYgl4Vl1Aj6qGgmhjKawZ6MqJciF0/SFkbU7LOdBS0UaUYWQVMoI8co2sIZyVDE0cYqokQGiZi4uIhAX4QxfwN8diCSDojycYcxhAJGUqjoIKSSeBbfmx8XyaIYwf4gjNtnmCq6SgBVjEPh7%2b%2bjk/fjwYjkZc7mKIifIZBzgQLrgluKjV2WjYuTnJQOy%2bwk6a8s7SSaHM68I5LDxb4%2bSAjzRWzwDt5jOxolgkhhC%2bbfCUUuFyiRj2G%2b5sVzsXFcbHw0smMjkB0TToTxdV/ej%2bLr0fz8SEYtEDu8feDvFwB3Tw8lQJDn%2b/gf7u/jvW3vwX27Ozw9t8N3hweC/LwQGewDG/PZHL0pBShABAuzn5%2b3EiBQBAgWIQiOwTwHSEoEhepCME3csi3%2b7Ki43ajCFaAsnKXvz3YD7xkDVZ6mR/IZKp5NsXJjw1EQF07SAZyHMSLh3J7kXgQKSLgo2Yi0CH8kBnujLNWE4qRIlKQYUJbCQ0iqAcWJkUhnESvi%2b0riI2jzKISHR3D7CkBYaBi86QCp8JE7tsPdazs8PN3hwdGd4zaPbfrojoCgIBLm2UAORhQgVgRgVH1FAEXeKYCfjgDNCRQgUHeEWwJtG8VIGbhYS6gfYqhsIg8babSWnVtaFiOWxEhLHhYnR3PxUShLjkJ1uhGFFKOS92rTzWi0W1CbxnlqFBozzcgX8eiWersRdXy2McuG5txEtBWmo7UgHSVx0egqy0V/dRFayothtcYgPCICJqOJ25g/UvzdVRH08PaiMzzh7buDwnip0cdPmxsM7DlsZrVDKQF4hghj9XcKEBSsi7BFDBKnEwI5BooAiSxGXl4eVNpDqRzsLUpT9R2e8PL2hpePN%2bK4HYXSdj78wwH%2b3ggM4AcwXy0UzcACY4gIREJ0MMabKrFvegyHVubRVZSFFnsczp08grPHD%2bHDU8dx4cwpXL1wDpfPnsZUczXu3LyBB/fv4uyZDaSkpPOcEIeU5DR1dM0P8UAy64Qn89mHn%2bnLyu7D4ibw5Wf78H5MTAxtH6fIOwUIDQ%2bAD0UKDCLhIF%2b6xJfEnfBXbbKQD9Dd4JYb4okAKrqD5EQ5Y8AORdSPH%2bjPSPgFcC/nM9H8g97%2bfmoh3lzEDi7KyIruz3G7L4Xx8cC59f08HzzDmzevcGCoE5Pl2fjpx9f4/uVTfP/dM/z0%2bjl%2bevMC333zEGtDXfjhxbf489tXuHfnJrKy85CQlAKHI4dbmREV4V7IZJp4Bfkrwn5cvC/XIHDOk5KTkJyaxP7fSPHMSoBg5rsIIMQDAllT%2bF4RQ10H%2bbucoNwgAlREeDH3SChAe9hK1X2DtA8MCJGCEYQCFkEbrRUQysrJa8khfyoYx0IYQnt5849GBHnjxsmj%2bNNPP%2bIbngp31ZdjqSqXbfO3%2bOy%2bfBXFo/C1a7h37x7uf3IHpyb78eWDB3jw%2bWe4ef0aSkvLYc/KQWlZNUw2KxrZ5ubxzO/Nz/GXteifKZC5rC8jw05kaF%2bJxZjVeUNsL%2bnhH%2bQDPyWAD4XwVd1hgO4IOSsEBGlp4dZs8CEJKqoI%2byEhnApLfkihYPPgHRSIUjYwZlrLIyhAveZLG3lTzURuT2Gstn6spqYwP7TW1aNlaAaFLUOoSLKiNyMGjYPjqGzvQUPXEGraetHeN4jR4RGMluVhdGQcg0PDmBwfR3FxKeyObJRTAGt8HBrZS2gCBP6OAJnItNvVFyUigBypxfZKACHPVPUP0ETw190gQvgHCUQICtBuZNckAoRo20YimxN/%2bQB%2bkIlH1dWRCoxnm7G/pwCHd1VjfbwSx6aqUFmQBBv36Ag2GD581sBtrbOuGgPjkxic3IWeggwMOWIxszCD2elxLOyexMrSLhzcN4v9CxMUIBvzs2OYmR7FwGCf%2bv%2bjDEcWSorLEZMQrwsQ8LsC2DMdPH1m8gRoUF%2bLiQBi%2bx2sX35MTX//HWr0C5SU5jxAd0WQpLfmCLd2OkATwO83AkRzN5hpy8cIK/kKx7XhauzpKcPevgrUFKQglv1AJJ3hK8/yvbeXG/HTR3P48eM5nOzOw2KRDW9u7sLLq1N4dnUSTy%2bN4PEF4twgjrRncT6GN7dm8dHxQRSXVcCena3%2boyyeud3I43Fe9O85wI/1IguOLMc7AbgbSNRFAF9FXgfvKSFEAKcIHJUAbS4H/FqAQJ74QjDYlIuW%2bCjUZqeguigP1YXZGOhoQnpqAkxsb0XZ92Tb4Qc92NOIf95fxP97uIorA4XYXxaPfz5YxF/vzOPvd5bwN5L9OwX65coUjrdm4btzU/jx0jQebuxCXUsHdpZXo7G5Ewlpqe8EYM35rwTIys4hsl0CyHYohdyLzZIvC7svdy4ZFXk/TQRfpwiSHoG/I4B8kJyaCnIz0MBzeDXzubowDQ2Fqegsz0IjU6CV%2b3tXUTI6S9MxWpGBz5Y78O2xcTw%2bOY212kyMOmLw/bUV/HBxBd%2bcmMdPl1bw5xsHSXoP1uuz8fXGDDGL6wemUNPQjOLKOrS09yIxLQ1NFEB6CZ/fESAnNw/ZuTnvBOBWKDuAJ7dzb19PzgUUwV/b4cQVvv7aDuerBPDRBQiVIrhJAEZfPkR9EHOlgt3hzgQTKrKTMVBmx77uKm5zrRgpSkdnsQPDrXUYaG9GXU01qqqrUFbfiIbUWLSlWnFpbQJfHp/C7f3j%2bPTIHL4%2buxdPz8ziSFM2HhwdxeOz%2b/DRkQVUsAYUllaitaMXSenpahfIZ3v9XwvAVjovHzl5uVsFYBcpLbO3D5snbs0%2bHH19d2iOECFc0GqCSwA/vV2UE1pAmGx5AarQyDZYbZJGJ5qOMNBKPCtkZaOkshbFqYlIS81AVt5O5ObvRH5%2bASrKy1BaWYX6ZCtaUyw4OtOPT1d7cWepHQ%2bP7cIvN%2bmIs6PYaM%2bjE%2bbwl9sH8NWp3Sgrr0LezmIlQEJqChoi/3sB8vh5ufn5WwTwZufowTZZCcAOcgd3BHGBj95BOoXw0d3g1mbwVQcEr2AtDeLY2e0IEhf4I4qnRJs5EpU8D6SYolWbGh4cjNKinWhpbkZ9Tjoqioq0f4OtrlH/P1zBsVr%2bbzAjER2pZlxc7MWDpTZ8MtuA65M1uD5RhZtjlVirTMeTg0N4dnwSd9emUN/Yyj4gCzW1DWoXaBAHGLYK8A5BqhEqKKTohYUw8eguX7Ja2RBJ2ywC7PD2UMVQBFBiiAh6TZDoixjS8Ll18zBUEMlTHw8vZezzh3JicHygFNd3N%2bLReheuL7aiwRaM2Igwpkg43N29kJZm5weXopSFMM/hQGFeHhorSzDQXInZ7locnWzGXHEilvIt%2bPHyEl6dnsTrD2bx4vgAnp0YxsOD/ThUm45Hh4bx5Ogkbu%2bbQGNTO52Vqf5XOIbtbUOU929qgLMTFBeIOyUFsnPeFUHpCL1Jevv2baoQSosvozfFcImgp4M6T7CDdVvIM2M2KwrjaWEYSwnFcHIoZuxRWC6w4VhdBj7sLcSu9Eis1mRgtaMI/RUOjDeXYnWwFissZJd21eLzfZ34aq0bL4724uWRHvxybgRnWuxYzo/Bm7PTeHZsGC83JvHiGAU42o%2bvDnRivSYFz0%2bO4ZfLi/j88BhqWQTzdxahobEFccmJehF854Cg8GD1Y4YtNgbxCQlIIJITEhEXa1XV3/nzmDhABJA6IPBiQVRuUOngqZokLR14yGK9cJsvsGKtyIKFPANmcg2YzzdiJCMCQ2nh6IkPRndMAPrigjCaHIbZzCislcbhVGMGrg3sxEaTA1%2butOD1xhjenp/GH68u47szE/ju9AhONNrpgFg8OzlCcbq4Owzjm0N9%2bPZQBx4daMeRhkw%2bO40fzs3i7sFx9Z%2blVXVN6OgeZBHkNkgHFDL1/MKCVbQl6iER8m2V9stOlDGKfUqU%2bn5yiwCMuLv7%2byoNXCLIwW6H5gIfXQDZJZQAyYlmlKSz97abMZxtogAm7CkwcfFGLBWYsVxowW66ZFe2EeOZ0RigS7rjAtAT66%2bEGUwIwVSmEfvLU3GqvQBXxyrwcK0P6xUpfL8Nz0%2bNEeN4eXIQPzEd3hIvNqZxtDEH351fYCFcwYOTi2jtHkZRRR1aO/sRl5LMIujN47Qv3AO1r7IC9aIs259fiF4UiXBjhN4E/WsB5LsETy89HXx0EXy9VG3w8qYAack29ZWSUc7URHqShbltQRvP9GM5JjrDhL0UYk%2b%2bzI2YJcQps2puwm4RJj0Cg4nB6LH5ozcmEEOJoeiz%2bmEoIRQrRXE4056Pq6MVeHR4Am8u7sOr8yvY6CzGLzf2sy9Yw7dnV7A2xxa6uw193T3IcqQpBww5zFgfLMNpvlcE8OARWM4hckYJlS81o0IRZYrcJIDBJYCkgYjgcoIIoFLBQ9UCL6aEJ53hVp%2bbhIaCBJQ64uBIsSE2zgQDi0m01cjiYkRaghmlKUZ0sB2ezDVhke5YJVYowFK%2bJtB8vhmLhVYs0C3zhWZM5xoxlW3AuJ2plBSMvtgA9DOVBmMDMZEaxefjMe2w4lx/JW7OtOGrg8N4enQEL%2bmU5xtTeHpiFONJYdhoduDfrs4wbXrRUpKOVPYiRlO4atB82Kt4BPghOCpM7wLN6mcxTYBtSgCnCM5U8NyxXU8FLzX38KIAnfzD7ezmWotS0FeWjp6yNHSUJKMuPxm59njEJVgQTSEMNhPieNjITbagOt1EQQwYyzIoEfYUGLFK8it0ypy4gkLN5tApOZpTRJBZukauxzLCMco0mkwNw2CMP3osvhiIDcJEWhQWcq1Yr0rHmdYcDFoDcLg6hYWzHy9PDOCnc%2bN4tTGCh%2bs9uDLXhONjLMK95SjPT%2bHx2YgYPQXUlzubBNjiBC9NACmG8uWPpwgwUuPASJUdQ4JqO0Yq7RirzsJIdSa62eL2ldspRgqy0mIRFy9CGBFp0cZ4uiUvyYSGDCv6aNcp1pBFcURuNEUwYFdOFCayozDNNBFRluiUVXEKnxGh5nLlPh3D901y55nkTjQUH4geK4VhCvVZ/DDGGjNtj8b%2b0nic68zDvdlaPF5txxuK8b9uzePwRB0iTdr/Esh2KFbftu29fy2Ap/btl%2boVPD00B/SUM%2bLFKWjZyd5e%2bvqSNAxUZmKwMoNOyFAC9JdlcPtLR1dpKpGOytxEZKXbuB2ZlTOirLQmBUmiQAXJIogJQzxCLxZYcJA7zMGdFqaNmcLQBdnRmGdRnaMYSxRDSx0r5vn6LO9N0zGTyjlmOoLXDgPTKAQDdMuw7EhmX1VfxlPCWZus6Miy8rO1XUAJQJLbtkkNcNfxvksIpwDiAg9PPQVmGnMxXO0g4UwSt3OexTGDqcB0KLWjr5Rzpkl3aRp6ea9jZyo7wEQ05/PImp%2bIsqw45FKMtOQYLsBMMbT6ITlpp0Bl7AZbWT/6uYPsYlqICMvcYVYKpIZwrnYcA10RjdnsSLrBoNyxQPFm6ZoxB%2b9RkP3FTI8SG7m97cEAAAXrSURBVMUzKrcMJYViiDWlPiEC5hjzbwRwd3dXqeAsiJvrgYggDthOuIn124vT0MaDTQvrgIxNBcloJiqzE1Cfl4ianGRUZLFY5iWjnQIUpvFkyOtGXosQrYXJaOLYQJRkJcCeqrnDyN7cYNNcIjmaziJWmsqCmilRNqrdZS/FWCXZFVVAbSRuY2qYMM3mbDIzHLOOCO40kco545lyL5rbbrQqsvuKYzBA55qcDrBqArz/vpYCQt6F7e%2b7UsHDYzvcie181q2Vx9vqHDnSptHqdp7uUtHNiEstaC9KxShrQevOZNRmS8STMVSeQbIpqMlNQV0eye9MoSOSUJwep0Soyk1AUWYciu02ZCSa2K2ZEB9vUl9WmGNNqnaYYuSeGZl8XX43aJaUcbAecNudZ81YyBHCkew/DEyJaBbbKAzaIzHhEKdwS95pw96dMThaZENXNlPA6QCXAJuI6y5wF0HECR4CdxV9Lx6c3PqY30K4lZHtLxfLp2OShXGmLgtjVVmc59D6GSodhiuy0FGUBhGtqZAi5CRocwpSSxEqsuJhT7QgmeTSuGPY4w0UxorSTBsSY6OUGMkJ2r%2b1mWxaIZUdRn5eT2RBdSQYUJ1qwIAjWtUAacCE8Jzafi04UByHk2UJOMlu9HCxDQcLjareiNO0FIiGF4m9v81JfDOYEp7b9AbIUxVLqQNuo1WZ6BHi5Q4ik0UugzsAiddmY7o%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%2bEn68PUvlsOblIEBqZum6dJDJZk4VBHnOlBgwyDYRcK3O9mdGRQtjEXG/JobWzYkk4TROI9xvzU9HMZwcrMpQD5Plm1oaO4nS0yVgkIqahpYCFla938rqTo9QRSY/KbBZXLqKKziiiYI2sJy18voTuKLUnoCo7BRW5qcjjPCM1hm26duaXf7ySyi/7v0X/WWyrAO468W14j24I9POBPc7Iho5rrcxmcJNRz3SsoeBu%2bbRfs6rmySqynVxcPaPQwMhLYeykE5q533cWJKKnMBH9pdIL0DV0whjtP0DB%2buig4epsFkmmCO0%2bTjg7yX66Q1Jpgr3GGOvNEHsMEbCf7%2bsszVC1pZt1QYpqB13URvHq8pKVuD1lmdya2YnmpPFeKsVKQildmEkx4uPlP89Mrh9G3/UBHvjDH95jjm9DgL8fUilaFaPdzr/TwL9RlhmPvOQ41q04VbvcqhiFBhJUlZ6k2iiA5KosQiJaT9u28143SffxnCDqSUTbmB7tjNgQ60Avu8mxWgd21%2bdgvikH0w15Ki0k2rJtjlWwtpTI%2b%2b0uB8n75CBWmhnDnSSNDohnVORMwm05V3qQROWknekJiDMb2FRZ1FZbl6P9wlzJopseb%2bWuYlU/iYkQUgSl4AXxkJRCUVJirUyvOGSyoObw1CvpmZ0Uy78Vi4w4G/L42v8HSslHLxo4c/kAAAAASUVORK5CYII=' 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\"crystalhome\"

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About

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Our planet needs a different approach to housing. The construction industry is one of the most polluting sectors out there, and we are changing it. We are building circular and fully self-sufficient homes that make housing construction affordable and sustainable without compromising on quality. All of the construction materials are second hand and refurbished for a new life.

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Mission

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Crystal Home is building circular & self-sufficient homes reducing the CO2 footprint and the waste flow of the construction industry. And by doing this project we also can provide many people affordable housing in a sustainable way.

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Impact

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The linear “take, make, waste” economic model is reaching its limits. The environment simply does not have the capacity to sustain it anymore. A circular approach creates an economy that’s both sustainable and profitable.\n
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\nWe use the city as our source. All our materials are carefully harvested and refurbished to new standards by our partner-companies, ready for a second life. Example of the structures of our homes: Currently, there are 17 million shipping containers across the globe. Of those 17 million containers, however, only six million are actually being used for transport or any other practical usage. That means approximately 11 million shipping containers are unused and are just sitting stagnant all over the world. To reduce that amount is one of the main reasons we use them as our basic structure for the house.

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Powered by ThreeFold

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Each crystal home can be equipped with its very own node, meaning each new home adds capacity to the more equal, fair, and sustainable ThreeFold peer-to-peer internet. This provides conscious connectivity to the crystal home owners and their surrounding areas.

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Join saving our planet!

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Today’s challenges require bold and imaginative leaps into the future. They demand ideas that inspire, unite and create impact. Let’s reinvent reality together!

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\n

\"crystal_language\"

\n
\n

About

\n

It started out, like many things at Manas.Tech, as an experiment. Easy-to-write languages used to mean that you had to sacrifice speed. And getting fast meant enduring difficult syntax. So it began with asking ourselves: “What if we didn’t have to choose one or the other”, “what if we could compile Ruby?”. It turned out that it worked, so we decided to turn that experiment into an actual project and give it our best shot. It is our pride and joy: time and time again, we find that it is delightful to write code in Crystal, and that it outperforms everything else out there.

\n
\n\n
\n

Mission

\n

Easy to write languages used to mean that you had to sacrifice speed. And getting fast meant enduring difficult syntax. Crystal means no longer having to choose: a programming language that adjusts to the needs of the programmer and the computer: easy to learn and code, but very performant and typesafe. The best of both worlds.

\n

Impact

\n

Crystal is easy to write, which makes it easy to learn: that gives developers a short ramp-up time, and beginners can get things running in a very short time. Crystal is also super fast: it is used by scientists to run genome sequencing faster than ever before, and that helps save lives, save resources and, being so user-friendly, it saves them time in costly and tedious maintenance.

\n

Powered by ThreeFold

\n

Crystal is a project of Manas.Tech, built along the years with the support of the community and Manas’ own: we match the contributions of the community to double every dollar’s impact. But it means that a great deal of effort goes, not only into developing the language, but also into trying to get funding. ThreeFold’s contribution allows our team to focus on doing what we do best, and enables us to dedicate more full-time engineers to accelerate Crystal’s development.

\n

Join saving our planet!

\n

You can join our mission to build better technology for the future, by becoming a direct sponsor of Crystal.

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\n

\"crystaltwin\"

\n
\n

About

\n

Crystal Twin is your digital twin, a beautiful light being that is always connected with you, 24h per day, 7 days per week. A digital avatar of your being that sets you free, independently capable, grows into anything as required in the new Crystal Universe, a fully decentralized, peer-to-peer ecosystem that upholds their human counterpart’s digital privacy and freedom. Every Crystal Twin can interact and learn from each other in the Crystal Universe and they realize they need their peers to become stronger together.

\n
\n\n
\n

Mission

\n

Our mission is to shape a conscious digital world together. The world where all individuals, across regions have equal chances to learn, partake, and succeed. A world where freedom and liberalism are at the center. We are building a world where we live sustainably and where we think circularly. The priority is to ensure the best environment possible for us and all living species of this plant. Creating circular economies that use resources consciously, and where that which has true value becomes the center. Future economies will be digital and promote sustainability.

\n

Impact

\n

Today's economies are successful when depleting our planet's resources. This is a flawed approach to value creation. Crystal Twin will connect you to new sustainable digital economies that help drive success through green initiatives and value exchanges that live through Crystal experiences, minimizing carbon footprint, using resources consciously and creating a world where we live sustainably and through digital economies that promotes sustainability.\n
\n
\nWhile Crystal Twin may seem like a technological solution, its roots and goals are strongly humanitarian. Every person who signs up for Crystal Twin makes a significant impact. The P2P infrastructure is up to 10x more efficient and sustainable and ensures that data privacy and security is preserved. The internet cost is less than half a dollar a month per user, greatly increasing access to underserved communities.\n
\n
\nAdditionally, the Crystal Universe ecosystem is creating a number of P2P experiences and solutions such as videoconferencing, file storage and social networking that will impact both the effectiveness and security of online communication.

\n

Powered by ThreeFold

\n

Crystal Twin is built by Crystal Company, and lives on Threefold grid, serving as your digital self to the new digital world - the Crystal Universe - a new internet and peer-to-peer experiences. Developers, creators, and users can create their own experiences within the Crystal Universe, functionalities and features within the Threefold Grid’s peer-to-peer ecosystem.

\n

Join saving our planet!

\n

While 3bot may seem like a technological solution, its roots and goals are strongly humanitarian. Every person who signs up for 3bot makes a significant impact. The P2P infrastructure is up to 10x more efficient and sustainable and ensures that data privacy and security is preserved. The internet cost is less than half a dollar a month per user, greatly increasing access to underserved communities. Additionally, the 3bot ecosystem is creating a number of P2P experiences and solutions such as videoconferencing, file storage and social networking that will impact both the effectiveness and security of online communication.

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About

\n

In the tropical rainforest of southern Costa Rica, Cultivo is an organization that carries out and promotes reforestation and organic food forest farming, using regenerative methods and practices in close harmony with the natural environment while providing sustainable livelihoods and access to responsible digital technologies for farmers and rural communities.\n
\n
\nTo achieve its mission and objectives, Cultivo:\n
\n

\n\n

Mission

\n

Empowering farmers with digital technologies to regrow our natural environment through the use of ThreeFold digital technology. Cultivo is able to focus its attention on what matters most: Forests-Farmers-Food

\n

Impact

\n

Cultivo provides sustainable economic opportunities for farmers and their families by empowering them to become part of a digital economy that drives fair and organic cultivation, alleviating the destruction of our rainforests and natural environment.

\n

Powered by ThreeFold

\n

Cultivo’s Objectives with ThreeFold:\n
\n
\n1. Alleviate the destruction of our rainforests and natural environment.\n2. Lessen the technological divide to allow farmers to become part of the digital economy.\n3. Provide sustainable economic opportunities for farmers and their families.

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\n

\"dash\"

\n
\n

About

\n

Dash is an open source peer-to-peer cryptocurrency with a strong focus on the payments industry. Dash offers a form of money that is portable, inexpensive, divisible and fast. It can be spent securely both online and in person with only minimal transaction fees. Based on the Bitcoin project, Dash aims to be the most user-friendly and scalable payments system in the world.\n
\n
\nIn addition to Bitcoin’s feature set, Dash currently also offers instant transactions (InstantSend), private transactions (PrivateSend) and operates a self-governing and self-funding model that enables the Dash network to pay individuals and businesses for work that adds value to the network. This decentralized governance and budgeting system makes it one of the first ever successful decentralized autonomous organizations (DAO).

\n

Mission

\n

Dash gives you the freedom to move your money any way you want. Grab a coffee, split a check, or pay your phone bill. Dash moves money anywhere, to anyone, instantly, for less than a cent.

\n

Impact

\n

Dash is a digital currency that enables anyone, anywhere in the world to make quick, easy and cheap payments at any time without going through a central authority. Based on a decentralized peer-to-peer network, and secured by strong cryptography, Dash offers a safe and user-friendly payment method without barriers. Dash is portable, inexpensive, divisible and fast digital cash for both the internet and everyday life.

\n

Powered by ThreeFold

\n

Dash has established itself as a leader in the digital currency and Blockchain space with their advanced payment mechanism and highly-efficient governance model.\n
\n
\nWith ThreeFold, Dash and its community of Full node and Masternode operators have access to the world's largest P2P cloud capacity.\n
\n
\nWith that, they have the ability to easily run Dash nodes at scale and further distribute the network all over the globe, bringing even greater decentralization and data privacy to its DAO infrastructure.\n
\n
\nDash enthusiasts, developers, and non-developers use ThreeFold and its 3Bot Admin Panel to be part of the Dash network by:\n
\n

\n\n

Futhermore, ThreeFold and Dash are planning more deeper integration that will allow to use ThreeFold storage and compute capacity for Dash blockchain developers.

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\n

\"digibyte\"

\n
\n

About

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DigiByte's vision is to empower a sustainable decentralized world. The core values of the DigiByte community are decentralization, inclusiveness, permissionless, integrity, transparency - openness, consensus, thought leadership. We aim to stimulate global adoption of our blockchain and similar technologies that fulfil the core principles of decentralization in general. Decentralization needs to happen to see a better redistribution of opportunities, growth and value within our global society.

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Mission

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DigiByte is more than a faster digital currency; it is an innovative blockchain that can be used for digital assets, smart contracts, decentralized applications and secure authentication.

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Impact

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Thousands of volunteers from all over the world have contributed to DigiByte in countless ways for years to make it what it is today. DigiByte is a collective movement to protect and promote the true principles of decentralization and empower communities to establish and maintain a sustainable decentralized world. The DigiByte Foundation aims to initiate and promote projects and community initiatives, but also promote the DigiByte ecosystem and further development by supporting creators, developers and marketers, with a focus on outreach, awareness, education, adoption.

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Powered by ThreeFold

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The DigiByte network runs on a mix of servers managed by DigiByte volunteers and virtual machines or containers in commercial cloud provider environments. This is decentralized to a degree but can be more decentralized if the DigiByte blockchain nodes can run on ThreeFold Grid nodes truly decentralized, energy-efficient and everywhere.

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Join saving our planet!

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ThreeFold's technology helps the DigiByte software to use less underlying capacity for processing and that networking enhances time to reach consensus. DigiBytes blockchain technology and multiple consensus mechanism together are a fantastic and sustainable platform to build (bespoke) Enterprise storage and blockchain technologies on.

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EcY4/FG2Z4yppfuWWNpZuWTNwUUyFm6PY1RpmLATJstZBkroLbTDbW8ALuWqjztStIs6EbtNBAgOElhDoYI8LHBXepyvGhbglAXMUjNgmhX/F88Z9NhW23KAG8f/Mcc1xsOurymHwbVdCJXu4DQgViKaql7xbPBYQbLMhOkWuy2AIXH8/g2ZN5vHuxjM/PZvFpuhdbXVVYKOPenxOJsaQATNzxx1SCL6ZvuWE6wgkz1yn1CBs8i7bFQy5A0zztsQAj1DpeQbKpOq5rn0Ow%2bnEEqR1FIK/XtE4iykDUvzpuGV1GFH8m2FgDgdb6uO7pIBe16fEBCeBnCNtPl3/YFUTS20rYBvDxzQs8oK/vbChQAOBE6OM%2b0NMqng8WyEYoACTHR6IwO1UuSPN0gU%2bfzOIZfcDm6iK%2bLPM62IQFltFY5i20RXigMcgRtdzjm685oTPUFV2hLpiO9cJKohuW2PwehhpimLa30lED0brnEah2En6Xj8H/8hEEqh5GgOoRwjjB%2b5PwF6F%2bCkE6FxForEUABrjmbodS/i0zk0N/CGB4%2b/H6T2PxBwB8fc/HtwRASXc1FkorPEWTI/YBAUG4QfGUOJ9boABQkJOGYipAeIBnAgAVsLX2FF84BpeaCjGaEobhpCAM3PJEW6Atan2tUepugkpPczQEOaAnygvLGUHY4khcpQsc89JGgu45eJ4/DM%2bzB%2bF1/gjczx2E05n9cOZrzheOMI4zjsGDcLzUT8PfUANBtiYIdbVFPg9mG4BohOIqAOxAEKPxDwxSv/L0xWt7Pr19iYczI%2bhuKmIDbJMjUWyHckOsKpCNsIAO8B7tcGFuOkq4IIkHqQLAEldgMQk%2bPZnBQnmKTL4/PhAlPlbI9raDn44GXC6fRrDmOSSZaqPIyRDL2eGcDNfpAI0xQQDxV8/C5eReuJ7cB/fTB%2bW928WjuHpkL1T3/wW6vJqe2C8BeKqegPeVCwi2McF1ZxvcoTsVtnx6rH9HBbsByF7wk0XeHRLA53cbWOCJ9jSXyG1QAaBeAhBuUJSBeEKcQjtcmJu2C8AcATzEi%2bXH%2bPp4Eis16RiJ9UGjnw16bgWgPzYAqXZ6iNO7iHjtM0jTOYuBQDO8KU/A2/wbWAo1Qg9X3SSd0whXO4w4jSO4dXEvkjQPsydoIs30ImKunEKk5in4nz%2bAUDVRFsfgd%2bUcQiz0cdPFBkHmBki9GYr744M7ALYhfB%2bLimXph23xRwAvsUhT09daQQ/Qgmna3AECGOxskGuxWDvFk6HUO9Eozs9AaX66XIOF/AWAlwTw28I41mtYGqkh2KxJxqeOAqxnBGIt3gmL4VaY9dNnt7fAZm4YvrUW4n1hFI2PIZpt1JGufxYZ%2bqdRa30BAy6XaYLUMMalaJKOUOwEtXSC5VYXkWt%2bFlE6JxFEoEGmVxHhZEkYKrhuYSydqYgdAOwF22Nxdxn8oALl4zQJ4OnDKfS3VysA0BSJ5Ae5IrfUFqGJAORGmBiD0sIsAsjAY/68ALBMH7DJEviNW%2bC7TibWRQvcmY/nBZFYTfLAcpwDHoVaYCGcy08Wk2/igtSYh0%2bFkQRghBrzy0jTO4dsg4soN7uAfgIYpQMcYgwSxICbKlodL6PM%2biJKbIQlPo8IjscA0yuIcLSAn%2bZFhFIFU/QxU6N9O31ANENhj0d%2bGon/FMDSo/sY6KyVT4QkACYvnhG00g43cyuUG2FSLMoKs1FWoACwxAmwQgAvBIDH4/g6UIkPBPCqLgWLdzyxGOuMxTgnLCd74XXJbXxtKca3jnJuidwUy27jcYA%2bqixVcVfvAlL0L6GUMAacL2GM2%2bC4lwaVoIohdxX0uKmjlgtRBQFUOHIcmqnBj5MgwsECPtqXEGZjylHYTwC9OwBGdwHY2RF%2bArD9OE32gOXHs0y6HiO9zTsAhtkp2%2bvL2QiLuBClI50Ayouy5Yr8%2bMEUltkABYDnBPB5YQLfBmvwqT0fb6uSsJ5G85MZgK2CG3hVGI73tan4rbcGX7vK8ftQM75VJeNZsDFqLGlxKelEXZ6w2UWMuF3mLqCBKQKYIIgRKmDAWQPdrlpodFBHuYM2osw0EWB2FWG2RnBTP4fS9ETM05fsngS733WWfmDXJPg59nyiAlbY0Ia7mwigSQIYEvek1MFNSzTCCspeAKgszpHWWABYYf2vLBEAfcCnJ9P41FcpAXyouYctNjkRH7gLvKcr/NSYiV9pkb91VxBELT6VJmA1whrt9nR9VEAcJ0GxmeL0Z8RG6KmBaQ8NjLmqoJf7QIuTNspphVPMNRFkRCNkoUsAxnBVv4Am/n3CmE0KAKO7AAwpAAz%2b0QOT3QC%2bvN%2bQDzXFU6FtAAoYLdIOCwCVBZmyBKpKxOcIchQAnj3E6tIC1qmAj4v38b63Au/Y/N5zC3zPTv%2bxglGZKOMDv35fn4Wv3VX4TDW8SvPFsxuW3PZ0kExre5sTIs/kAsbd1XHf54qMaS5EI%2b4aaOOkKLVWRxptcCgXIR99dQLQp/RN4MQRW8sDeUBjJgBMKD%2bDIAAMbyvgD95m/6EHCADPmYyQv4j7Iz3yocgovyneLm8lgGr%2bkrSkGNSWF6KO%2b4F4DC7kLwGsEsDTWXzor8a77mJ8bM%2bjClKYaArelcXjAxXw8q43XlXew39M9%2bB1YTSWouwww5FYZKWJ21xukoxUkcexN04FTHlqMnltCWDITRONdIo5lmqI5M/46V6Gj54KQqyMuBYbwkNHjQ62AnPTw/IzB%2bIzCOIDGDsAlA9KBnaboX9ogu83sU4AY32tOwCE/Me4UfW0VFMBhagpzkQGp0BDVbF0hwv0AQLA2rJCAZ%2bfzePzcCM%2b9ZThPVfh941Z%2bMiTfi8WomQ/rMZzGyxKwONsRvpNjF9zQLuHKaKvXoDXxRMI076ANKOLnAAauE97PEkI4%2b5aGODp19mpI9GUqzCTD9C9BA/t87hmZYhrZrqI8rCXzU80QfFOlfwEivzAhQLAD/vA7ockPwKgAljL4nHYdhMU8h/nPxZLUXO14sMT6QTQUlOMZnoDYYTE6a/RAzynAj4tTOPraBMBlMtt8FNHCT7SF7zKCKUPsMXqXX%2bsp19Hk50BesN90HfTD%2bVu5rhOh2h2eB%2btMCFoXEC5%2bQXMeF9lA6T8RfOzU0M55R9lrAZ/Jh%2borwJ3zbMIMdfhvSpSwvzl6YtPoWx/BGd0uFfx2QLxtjpzGFA%2bJepXAujr/QnARwFg%2bZFcgkQf2AYwIQHUokUCyJYl0NtURsmV4sHcuExexIv1p3i7MImvY8340leFj11l%2bNxNEOWJWIl2xkKkE16X38VWSRKWc2/jaXYcRm5fQ6G7NSIo4UDV8/C9dJZxGllcf4fZ8UddNTFE6XfYqiHHnFuigRpP/zKCmLSvnhpCTLQRYXUFT6a68Wx%2bTKpgfFQooA8jBDD0RwBk8t8/ZiPuBZQ9nySABS5B3wGIx2LiuYBYiASAurIc2QQnmdhodw3Ep0rWVxQA1tee4RWXoS9jrfjIRviBAD52FPPEQ/Eo3A6bXI8/tBXjbWM%2bNmoysVqciIFwLyRZ6OGGrgZCNC8hQOUcQjXPo9BcDR2c9b2u2jRF2mixZfPj3A/myYvTDzBQRaCJFsKt9DFYlY5vn9cwP9krP4s0RgCK0%2b9h8hzlA11MvENGf58A0MbkdwFQqkCWwAsCUHT/Rnkd404wSQD94l2iarEQ5SKNJXC/v4yv13F7FAAWFD2A2%2bAGe8jH0Wa86yrBm45CJpuFxSQ/rOTexJvWIpZFKbbqsvE0NwZPcm9hONINld5WyHcxZX1rIZaNMN7gEnIt1FFvpyFnfqfLFdTa0CjR%2bQUaKJIPNtFg46NrTInDCieP6PKjPP1RkTxjmPUvTn%2bQpz/ABtgvklcC6COAXgKQny9ShnhNNsGXTOb%2b6HcA4/2K5wJiJ2ipUQAQPmCsswzDPOHZyWH6gAcSwvO1RWzw%2bp4KeNtZhNf0AqvFt7GUfwsvatKw2UwgXRV4Xp2BJZbBbNp19EU4osXfHINRbqj3NUeetQbyba/wqokSO22U2Wqgxk4TFYQRb3IZfnpsgJR/ID2Ap54qSrNTMMsy3P6Inkh%2bhPU/RACDBDBAAP0E0Mfk%2byj/XtHQmWw3AYjo6m5BN6NHAWALG6uPMTPW8x0AG6J4LiB2gmalAtLvxnIsVjJKMTc1LJ2gKAMB4AUb4bvJLiZfgI2mLCwVx2KlIhHLPPXnnP1rDXlYpmQf8vQHb7qixcsYfTcc0Btmj5YgS5S66qHQSRcFjjrIY%2bTYaiGfza/UXgPRVIAvFRLA%2be9vqAkfoytopDudmx0lgF4JQQIY/icA%2bn4EIJLvosvdASB6wMbaY8yO9%2b4AEM8GxVos9gH5TKAiD2kE0FZXRndYLq3n0m4AjLezA9jiCHxBI7RSQQWUJWCxoQAr3dV4Up2ORTbAuRh/jAbYoc/VCAPeZuh0N0Stkx5KPYyR7WyATCdDpDsZ4J7NVdwzV0GRvaac/75CAWyEAoA/R6D40NT9adrfMdY%2bAYwI%2bf9PFCCT/x4CiAIAFTA30bfTBEUDnCYA4QjFW2QNnP2pyXFUQ7GEMDc7hqVnihIQb6%2b/fM5G%2bGAUm5T/y%2bYsrNIALRbGYLowCR3xYeiMu4aGQDcU2lmg0MoYpbYm3PAMkcOlJsvsCjJs9BBPfx9rcZVe/wpira4ikdLPJ4DrRmqyBAIN1eFHFdwK8MB9NuEp8SRofIAA%2bjHCGB79DmBwSNkDBjokBAUAIf8WJYRmdHU1KwCIbXBjfRFzkwM0QM3y5EUDFO8VCEPUWJkvAaTfu00lFLAnlMgxuMTGt7aq8AEvnz/F1tN5bLLWXzTnYL3iDuY4%2bzsiPFHra4%2bOAHfkGO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EcY4/FG2Z4yppfuWWNpZuWTNwUUyFm6PY1RpmLATJstZBkroLbTDbW8ALuWqjztStIs6EbtNBAgOElhDoYI8LHBXepyvGhbglAXMUjNgmhX/F88Z9NhW23KAG8f/Mcc1xsOurymHwbVdCJXu4DQgViKaql7xbPBYQbLMhOkWuy2AIXH8/g2ZN5vHuxjM/PZvFpuhdbXVVYKOPenxOJsaQATNzxx1SCL6ZvuWE6wgkz1yn1CBs8i7bFQy5A0zztsQAj1DpeQbKpOq5rn0Ow%2bnEEqR1FIK/XtE4iykDUvzpuGV1GFH8m2FgDgdb6uO7pIBe16fEBCeBnCNtPl3/YFUTS20rYBvDxzQs8oK/vbChQAOBE6OM%2b0NMqng8WyEYoACTHR6IwO1UuSPN0gU%2bfzOIZfcDm6iK%2bLPM62IQFltFY5i20RXigMcgRtdzjm685oTPUFV2hLpiO9cJKohuW2PwehhpimLa30lED0brnEah2En6Xj8H/8hEEqh5GgOoRwjjB%2b5PwF6F%2bCkE6FxForEUABrjmbodS/i0zk0N/CGB4%2b/H6T2PxBwB8fc/HtwRASXc1FkorPEWTI/YBAUG4QfGUOJ9boABQkJOGYipAeIBnAgAVsLX2FF84BpeaCjGaEobhpCAM3PJEW6Atan2tUepugkpPczQEOaAnygvLGUHY4khcpQsc89JGgu45eJ4/DM%2bzB%2bF1/gjczx2E05n9cOZrzheOMI4zjsGDcLzUT8PfUANBtiYIdbVFPg9mG4BohOIqAOxAEKPxDwxSv/L0xWt7Pr19iYczI%2bhuKmIDbJMjUWyHckOsKpCNsIAO8B7tcGFuOkq4IIkHqQLAEldgMQk%2bPZnBQnmKTL4/PhAlPlbI9raDn44GXC6fRrDmOSSZaqPIyRDL2eGcDNfpAI0xQQDxV8/C5eReuJ7cB/fTB%2bW928WjuHpkL1T3/wW6vJqe2C8BeKqegPeVCwi2McF1ZxvcoTsVtnx6rH9HBbsByF7wk0XeHRLA53cbWOCJ9jSXyG1QAaBeAhBuUJSBeEKcQjtcmJu2C8AcATzEi%2bXH%2bPp4Eis16RiJ9UGjnw16bgWgPzYAqXZ6iNO7iHjtM0jTOYuBQDO8KU/A2/wbWAo1Qg9X3SSd0whXO4w4jSO4dXEvkjQPsydoIs30ImKunEKk5in4nz%2bAUDVRFsfgd%2bUcQiz0cdPFBkHmBki9GYr744M7ALYhfB%2bLimXph23xRwAvsUhT09daQQ/Qgmna3AECGOxskGuxWDvFk6HUO9Eozs9AaX66XIOF/AWAlwTw28I41mtYGqkh2KxJxqeOAqxnBGIt3gmL4VaY9dNnt7fAZm4YvrUW4n1hFI2PIZpt1JGufxYZ%2bqdRa30BAy6XaYLUMMalaJKOUOwEtXSC5VYXkWt%2bFlE6JxFEoEGmVxHhZEkYKrhuYSydqYgdAOwF22Nxdxn8oALl4zQJ4OnDKfS3VysA0BSJ5Ae5IrfUFqGJAORGmBiD0sIsAsjAY/68ALBMH7DJEviNW%2bC7TibWRQvcmY/nBZFYTfLAcpwDHoVaYCGcy08Wk2/igtSYh0%2bFkQRghBrzy0jTO4dsg4soN7uAfgIYpQMcYgwSxICbKlodL6PM%2biJKbIQlPo8IjscA0yuIcLSAn%2bZFhFIFU/QxU6N9O31ANENhj0d%2bGon/FMDSo/sY6KyVT4QkACYvnhG00g43cyuUG2FSLMoKs1FWoACwxAmwQgAvBIDH4/g6UIkPBPCqLgWLdzyxGOuMxTgnLCd74XXJbXxtKca3jnJuidwUy27jcYA%2bqixVcVfvAlL0L6GUMAacL2GM2%2bC4lwaVoIohdxX0uKmjlgtRBQFUOHIcmqnBj5MgwsECPtqXEGZjylHYTwC9OwBGdwHY2RF%2bArD9OE32gOXHs0y6HiO9zTsAhtkp2%2bvL2QiLuBClI50Ayouy5Yr8%2bMEUltkABYDnBPB5YQLfBmvwqT0fb6uSsJ5G85MZgK2CG3hVGI73tan4rbcGX7vK8ftQM75VJeNZsDFqLGlxKelEXZ6w2UWMuF3mLqCBKQKYIIgRKmDAWQPdrlpodFBHuYM2osw0EWB2FWG2RnBTP4fS9ETM05fsngS733WWfmDXJPg59nyiAlbY0Ia7mwigSQIYEvek1MFNSzTCCspeAKgszpHWWABYYf2vLBEAfcCnJ9P41FcpAXyouYctNjkRH7gLvKcr/NSYiV9pkb91VxBELT6VJmA1whrt9nR9VEAcJ0GxmeL0Z8RG6KmBaQ8NjLmqoJf7QIuTNspphVPMNRFkRCNkoUsAxnBVv4Am/n3CmE0KAKO7AAwpAAz%2b0QOT3QC%2bvN%2bQDzXFU6FtAAoYLdIOCwCVBZmyBKpKxOcIchQAnj3E6tIC1qmAj4v38b63Au/Y/N5zC3zPTv%2bxglGZKOMDv35fn4Wv3VX4TDW8SvPFsxuW3PZ0kExre5sTIs/kAsbd1XHf54qMaS5EI%2b4aaOOkKLVWRxptcCgXIR99dQLQp/RN4MQRW8sDeUBjJgBMKD%2bDIAAMbyvgD95m/6EHCADPmYyQv4j7Iz3yocgovyneLm8lgGr%2bkrSkGNSWF6KO%2b4F4DC7kLwGsEsDTWXzor8a77mJ8bM%2bjClKYaArelcXjAxXw8q43XlXew39M9%2bB1YTSWouwww5FYZKWJ21xukoxUkcexN04FTHlqMnltCWDITRONdIo5lmqI5M/46V6Gj54KQqyMuBYbwkNHjQ62AnPTw/IzB%2bIzCOIDGDsAlA9KBnaboX9ogu83sU4AY32tOwCE/Me4UfW0VFMBhagpzkQGp0BDVbF0hwv0AQLA2rJCAZ%2bfzePzcCM%2b9ZThPVfh941Z%2bMiTfi8WomQ/rMZzGyxKwONsRvpNjF9zQLuHKaKvXoDXxRMI076ANKOLnAAauE97PEkI4%2b5aGODp19mpI9GUqzCTD9C9BA/t87hmZYhrZrqI8rCXzU80QfFOlfwEivzAhQLAD/vA7ockPwKgAljL4nHYdhMU8h/nPxZLUXO14sMT6QTQUlOMZnoDYYTE6a/RAzynAj4tTOPraBMBlMtt8FNHCT7SF7zKCKUPsMXqXX%2bsp19Hk50BesN90HfTD%2bVu5rhOh2h2eB%2btMCFoXEC5%2bQXMeF9lA6T8RfOzU0M55R9lrAZ/Jh%2borwJ3zbMIMdfhvSpSwvzl6YtPoWx/BGd0uFfx2QLxtjpzGFA%2bJepXAujr/QnARwFg%2bZFcgkQf2AYwIQHUokUCyJYl0NtURsmV4sHcuExexIv1p3i7MImvY8340leFj11l%2bNxNEOWJWIl2xkKkE16X38VWSRKWc2/jaXYcRm5fQ6G7NSIo4UDV8/C9dJZxGllcf4fZ8UddNTFE6XfYqiHHnFuigRpP/zKCmLSvnhpCTLQRYXUFT6a68Wx%2bTKpgfFQooA8jBDD0RwBk8t8/ZiPuBZQ9nySABS5B3wGIx2LiuYBYiASAurIc2QQnmdhodw3Ep0rWVxQA1tee4RWXoS9jrfjIRviBAD52FPPEQ/Eo3A6bXI8/tBXjbWM%2bNmoysVqciIFwLyRZ6OGGrgZCNC8hQOUcQjXPo9BcDR2c9b2u2jRF2mixZfPj3A/myYvTDzBQRaCJFsKt9DFYlY5vn9cwP9krP4s0RgCK0%2b9h8hzlA11MvENGf58A0MbkdwFQqkCWwAsCUHT/Rnkd404wSQD94l2iarEQ5SKNJXC/v4yv13F7FAAWFD2A2%2bAGe8jH0Wa86yrBm45CJpuFxSQ/rOTexJvWIpZFKbbqsvE0NwZPcm9hONINld5WyHcxZX1rIZaNMN7gEnIt1FFvpyFnfqfLFdTa0CjR%2bQUaKJIPNtFg46NrTInDCieP6PKjPP1RkTxjmPUvTn%2bQpz/ABtgvklcC6COAXgKQny9ShnhNNsGXTOb%2b6HcA4/2K5wJiJ2ipUQAQPmCsswzDPOHZyWH6gAcSwvO1RWzw%2bp4KeNtZhNf0AqvFt7GUfwsvatKw2UwgXRV4Xp2BJZbBbNp19EU4osXfHINRbqj3NUeetQbyba/wqokSO22U2Wqgxk4TFYQRb3IZfnpsgJR/ID2Ap54qSrNTMMsy3P6Inkh%2bhPU/RACDBDBAAP0E0Mfk%2byj/XtHQmWw3AYjo6m5BN6NHAWALG6uPMTPW8x0AG6J4LiB2gmalAtLvxnIsVjJKMTc1LJ2gKAMB4AUb4bvJLiZfgI2mLCwVx2KlIhHLPPXnnP1rDXlYpmQf8vQHb7qixcsYfTcc0Btmj5YgS5S66qHQSRcFjjrIY%2bTYaiGfza/UXgPRVIAvFRLA%2be9vqAkfoytopDudmx0lgF4JQQIY/icA%2bn4EIJLvosvdASB6wMbaY8yO9%2b4AEM8GxVos9gH5TKAiD2kE0FZXRndYLq3n0m4AjLezA9jiCHxBI7RSQQWUJWCxoQAr3dV4Up2ORTbAuRh/jAbYoc/VCAPeZuh0N0Stkx5KPYyR7WyATCdDpDsZ4J7NVdwzV0GRvaac/75CAWyEAoA/R6D40NT9adrfMdY%2bAYwI%2bf9PFCCT/x4CiAIAFTA30bfTBEUDnCYA4QjFW2QNnP2pyXFUQ7GEMDc7hqVnihIQb6%2b/fM5G%2bGAUm5T/y%2bYsrNIALRbGYLowCR3xYeiMu4aGQDcU2lmg0MoYpbYm3PAMkcOlJsvsCjJs9BBPfx9rcZVe/wpira4ikdLPJ4DrRmqyBAIN1eFHFdwK8MB9NuEp8SRofIAA%2bjHCGB79DmBwSNkDBjokBAUAIf8WJYRmdHU1KwCIbXBjfRFzkwM0QM3y5EUDFO8VCEPUWJkvAaTfu00lFLAnlMgxuMTGt7aq8AEvnz/F1tN5bLLWXzTnYL3iDuY4%2bzsiPFHra4%2bOAHfkGO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About

\n

DigitalEnergy is a large ThreeFold farmer with a data center based in Moscow, Russia.

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FlowGen is a dynamic company developing, producing and selling revolutionary small wind turbines. Instead of relying on conventional designs, FlowGen has designed their wind turbines from first principles, using the most advanced analytical tools available. In this way they have achieved performance levels previously thought impossible.\n
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\nThese performance levels allow FlowGen to create a new segment in the wind energy market.

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About

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Founded by former Porsche GT3 race team leader Dirk Küster in 2015, FlowGen pushes the limits of optimisation in wind energy generation. Under the lead of Dirk, a team of experts from the motorsport aerodynamic area and the automotive industry have created a highly-efficient wind turbine by combining motorsport design tools and advanced aerodynamic know how. Formula 1 analysis tools and experience have been applied throughout the design and development process.\n
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\nAfter the design milestones were achieved, an automotive production process was conceived and developed with selected, internationally-renowned partners. The result is a high volume, low cost mass production process which meets the needs of the market and allows FlowGen to offer a wind turbine that is practical to use and commercially attractive. To protect its unique concept, FlowGen holds a comprehensive portfolio of international patents as well as design and trademark rights relating the turbine and its parts.

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Mission

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Impact

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Powered by ThreeFold

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Both FlowGen and ThreeFold are focused on the need for decentralisation, making them ideal partners. FlowGen will be able to provide ThreeFold with decentralised micro wind turbines & solar based energy solutions for areas with no grid connection, allowing ThreeFold to execute on its Mission to bring decentralised compute capacity to the unconnected!.

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TF Grid Solution

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TFTech's primary interest is to prove the agreed joint use case for our technologies by means of an agreed showcase project and to capitalise on the marketable value of such a project and our partnership.\n
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\nAdditionally, TFTech would seek to pursue the following secondary objectives:\n
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About

\n

FreeFlow Nation is a complementary digital nation which flows freely across physical borders, and which welcomes everyone as a digital citizen. FreeFlow Nation is building a framework for a better way forward for humanity and our planet. Let's reduce dependencies on – and eliminate barriers created by – flawed and biased centralized systems, and put people back in control of their lives.\n
\n
\nFreeFlow Nation aims to empower billions of people with sustainable access to complementary education, internet, and currencies (banking) for less than $1 per month. ThreeFold is part of the FreeFlow Nation.

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iLhbtRiXNCs33BKLbsEIpSK7RTSbNRc2lpV0HLgclswmJ1PtANICitu6kipnaBrjLWDlCFUM%2ber5qkLuzvFD3VLXJz0s5UoGQI6j/aMOfTR%2bilo0hHYGtVdaNFR/XXJWm5ipgrZlfL4eibKb74ft4WlGDmzTi6S41bsETV7kSB1nIf3/QYDv2EJdDT4VpNWg5NPw48w45FYE5IIuZeSsCAI2GYfzkJPqHJ8LoUjyn%2b0ZjqH4VOB4JRb5c/ZgXd5jx9Ey04M3Q4EIrvV7KevLdBEQZwTDbjdKgd5W0YccXNSY%2bnk1OPZIBk21rMEstC6Ky06qh2CLULtBOKcniS7HfubxBF%2bUyEjiJnQQ1Qfx5r3Z1AtlXBVdkiDlRaMVdp9n0LDmRmY3xUJurZpRROpuIaZZj6niO6xZQVsJQZiEOgZhaDXHglGUuv3sXqyAeYeDoSvqGJ2BGTgUUh8fAOiMaMc9cx8dRVzAuMwXSCMTf4DhbQMU4JiEXD3YH4dsURaOexvbBr6PhS3UhvmPMlWjpEVe37Gtyf%2bmsPA7MkGBbyQwbpLEZH%2br7C4NVg5F5%2brqcu6Jq1odB1ZDbHM1PuMKMJ0sjcT10xp2/Qy73UBoWgWM9ey7UOfwgAMiMwy8qU5bBi2ytOz6KZsAh2aw6j5saT%2bJEscVh5CDXXHefgFJqE5RF3sTXqCXbGpmFXXDp2xaTiYHw6DsQ9wdHETGy5noI1YQk4nvAUa8Pu4B%2buDddTMScoHkOPheNXdgyLReypk1ao1DInGyxFhNQOYWiNymgvw5wvwsdA5EcMCx710vKkQ7D21c/F%2bPQaDG2jllB69GPAI1DSZw1%2b9FmPkt4raMk3czBbDA2doGYM2y/PdZMW4se566Gw%2b5Tx3YlvF9LdsiS0i3agwb5AdDt%2blaV7AqOZ3O57/PHXjrPo6XcOnkdDoVkcchvbox9jf3wGAh69RGhGPs7fz0TAgyxcTsvFqeQMHIi9hxN30nA%2b%2bRnO3kmHXyQBi0zBwosx8LoQhf6HQzly%2buOPNUdQfOkBCqQf9N5bSEl2BVJNmcr6FDAoTjrOD5bea/ENAVE4%2bJiLsIl1phs092BA41k%2bHjPx66ylKLtsC6qv8YNX4A0sDb2NxSExWHE5DpPORaLuhoP4zXcLNF6c/2cuQyECZD5rGYrMWwtz320ovfEwujJAv5iHOHE3C36xj3A4IQ2H4h8j4F4WvE6FwvNIEDSbrt%2bDPwMPe5aP0PRXCH78HNez3uBqxgvcyn6NXdcTsP/GHWwJu4XDMfcQcDcDx2If4kxSJrZGJGPGiTDM9b%2bJhSwXn7AkjPOPQaMdF1CS09Y3Pn7QzN4ILWcIK7rIb9hqpf9aLdqFkjQjJZbvQZElzNiKXdBOY1YnzIPtmj0YzwBXXb0D7/PhWBYYib03EuF/9ykCUrIQlvYagQ9e4EjcY2y7eZ%2baFAWPM1fhfvwSppwIwtgj/phz8TpmnA3D0ouRuJz6HBGZb3AjKw%2bhT14g7PELXLqXocY08cgFaC7cz0H8izeIfv4W4c9e41pmHr/wGjcyXyH%2b1VucT3mKw3H3sDb4Gl/6ABdSMsiEdITxYWfvZsKPm9gUngTfwCisupKIPbHpWB6ejJFnrqEzBbXaDn80OxiK3iciUHrtMdTfFYD6286i3d4AdN0fgG77/LnOY/DRIPQ9cB5zGfTR2Ac4S7ZdvJeNw9F3sSX0Fs%2bf4TI3738vExfuZ%2bPiw5e8loXbL94jhNdORqfgNPe3PTwOu8Nj4Ln/FPps2Y9eW/bhwt10nE18DD8m8x8Cuic8FnuvxeNYzF1o7uW%2bxe2X%2bbiS9kINPCHvPeLlGkG5/uwVSyAd5x48xel76QgmQ0K4Ink9POM5Ah9msWRe4zw3uv/mA/wTHIeVwbHYwPJYRjB8uVbeeICDKTnYfPspvC/fgW9YIv4Jv4vlV%2b5gffgd7I5%2bQJCfIeRhDqKz3uLMncfYdysRu28kkKrPEHg/i4y7j7NJaQi4/4zMS1MzevvlW9zlvnPevkPKyzxcYqKCee/OyDhsDL3BUn2IHTxvtGoT/lzPOWfDLgzYdRQ7GfyJuPu4kPQY4ekvoUnLf4e4529IreeIfpGPR2/fI4UrKe8dgh9lMrh0xOZ9QAQZEpHzBpEsj9u573CX34sgENHcyJWnuQh/nIPI9NfUinQcpHhuj07F4bs5OPUoF4GZb3EiNQ/BT98gIus1gcxD1Iu3pORLnEnJxNWn%2bQjjZvypOycSHmHtJbLt9gNSPRPhaS8Rlf0WcS/f4%2bEb4N5zfjctB2lvgdwPH1QA7j7PReSjLAQTMP/ERyyXNMRk5%2bNCYioWBoRh8P4T8Dh8BgvOh8A/OQ3nEp8ghM%2bOzc6D5iGzncFgbjCwwAfZuP70Be4LAG/es36yEZH%2bAlEM/hQpJOUQkUEWkBHXMl4i6fUHPOC9AuILbiaBJRPCQM7y4ScZWHBGHo4nZ%2bLQnQxsj3qIC6kvGcg7ZjILsWRYBIE7SlE6TaG9kZlLwLNI1wyc43sup%2bfiOt91KfkJLiU%2bxMmbiTgeGYNJO/ej6fQ5CE5%2bhLTXb5GQxWfcSMKeq7E4disJk/afwSRm%2btqT5zjFTB%2blgPsnP2YpJeFc0hOCkw7v44E4EpWMuGdkQAKzn8gs3mR2/LnZY7GpiGOmr7DGT/L8NsXjYf4HhKVyc9zozWe5ePSKWvE4C1d5z%2b2c1yqAr969RybXDbLoatYrXCO6sa8YLKm9L%2boB9lOFL7JkHrx%2bRxqns4xyKWrprMU7OE%2bBi3z6CndYfjez3%2bBmTj7u5OQhnmXmc/gCmk6bi66LVqOf7wb03UA3OskLdWYtxEGWykEG0nHNDiw%2bG4KZxy6i1pylqDDcA547DyOEz4%2bhpskeQwnIFSY0nMftBOsoNeMG96DJef8eqW%2bYQR5TSPsAbuZR7htk8FoUM3DzWR6y8YGUe4f45/l49f4Dcnkv2YgYdgp/1uQdsijvw3vkEIBEfu85DPRM531Rz1/jKrXlFgOLYVCJufk4x3ck571lxrMRwFqMEZB5/Tnvf0Iwn/I5WW/ycZoBrqWaN/daglEbd6Elg/Y9cwndVm9HNwa9JzIeW8NvY9rRC9gccgOTqOoOXr5wnTEff6/bibD7TxFLRgexjGPIFDmPpIbdotifjGN7JDs0bxhcPl8sQT199wHxzN6TXAnvA94wiLvc6CNSTWrtCYPLZ6B5H%2b9/xmsnSTMplXTek8X/w5%2b%2bxDMGAX73A9eTd%2b%2boK%2b/U4FIY5CM%2b7ybb6z3en0ItyWQJpb7IRXrua7zjs1/xvsy3b5FMsNb5R6KLz0o0mDKP1D8Ku1ETMXrHIaw4dxm7I24jSEqFZXORnSmcGiYU9zoXhtUE4zQ1xI8dISg5FZGPs5m8PCRJ2ZG1Vx9mY2PwLWwNjYLm6et8yN8LQf2dKKpBWQWUF29lg%2b%2bQ/PINMvPfqhl%2bzpX9ToAwMCEjLx9xksFXb9TnXGdpxBBpQkBA3uP2sxfIef0Gz/NFrF7jPYF9we/n8P/nfPcrPjeT2b7/8jVe8FxAvUegEsm27ZejMHb7UficCMRKMmHi7hNYfPqSmjkRsRAyaNPlW2o7u/MqH8EM7DzLK5y6FU2xPRp1F4eoD5EER0o4hCV4niBdefAME/eexir/cGgSWbOPmdksbij9zVukceVyg%2b8YYLYAkC%2bZf4unPJdal8094pKaf831llnL5TGNz5DgnvHex3lv8FqyT3AkuCxeeyXtKicX2cz8Kz4/m6DcychBSuZLpPO%2bx2Tdmw8C8Ds%2b6wOO3IjHhoBwBCWmkQnhqsjtJ%2bX92ZYD2fcjWctnKMyT953GQZoaUfSzCXR5/DwqK19dd16wjNmp4sm4awTlEgO/RjAO0VgtPhmE1RcjoFGDek1ac8MSQN7H%2bs1hOTz/yITX7w2fZzOjQvMnUhYEIY0bV0Fi8PfJnNcCHJ%2bRLYLI68%2bYUQH1EdmRwcATKUYpZIGA9JC0T2Lwt58%2bV4FR75H6JyvO0AOsv3AF%2bxl0AFvWqZgH1IoM1eiI8F6kVQ%2bjYz1Fmvuza0SyVcZSY0LJilM0Tlce5dDtkSEPctjiqV2v3iOZDBHBT6LQhqXmYEd4PNYHXYfmLjtAPF3f7fRsZLzIQ1jiA9x6%2bBS3mZ0H7K8vKXrpDDYp8wWPBm2QDCYxmFSVCWQPN32X9SX1nc7zpwxEykhoLqWTxms3H2fiYsJDasEHpHIzD1mTERSpW6mZiE7LxtV7aQhLScOF2BQsPeqP3SE3EUS6igiH0y/4J2eoVL7NDnWLHSOW77/GLhHKMriRkUvK56kAnIxKwYlbyThLcMQcJZDhR%2bhkT9NfSLe7SDMVxu9ck3bOktEkE5WtAZHYQd8cQkpto1XcGhCBgNsPcTYqCRdjkrDmzGUsOHwe/tGJqlZcow8IZW99JKgSqGv3nnDz6bhB4xTPmr/1JAeJ7LGJpKUYl5vUhdPR9xBIAKSFSvcI52ajntB38Dt%2bwTdx4GocAuIfsdfH4wBrP5gBRz97g2QCK/pwlVmN5V5TyKQkvjeJYMfSTN1k8AkEI4JG7OrDTBUQfwIXwWeHs%2b7jqCU7IuJwmt0qOued6v7OsqyuE8QLSanQhNAZbQu8jl1EfP7BM1h06By2E4ALMfdx4AptI0VkC//fSbpcSqBHeJqHI5dvIpwGJY7eIYGOK4V1c%2bPxS9wktWLYZi6zzQkI11mnccxgKD17CI2RfDeCdXid993l5h9Tf%2bNof4MS03Et9QXO0asPGDIc/QcPg%2beUmdhzKgCZDPgFu0ISu0ISwZSNi5rHsa1JXYsvETMn/V3%2bDyNQAkYwBx4B7A4BkPNAuswo7jX8ySuC9Jwe4JXqQT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\n

\"generation_blue\"

\n
\n

About

\n

Earth positive means taking responsibility for our footprint and leaving the planet better than when we found it. We enable the shift to an Earth Positive economy based on reciprocity, where every act of consumption is met with an opposite act of regeneration and protection of nature. We do this by building a marketplace of products and services powered by positive impact assets – tokens that when purchased, go directly and verifiably (via blockchain) to regenerative impact like the protection of rainforest or restoration of mangroves.

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\n\n
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Mission

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Empower every global citizen to protect and regenerate nature.

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Impact

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We protect biodiversity – focusing on the most threatened ecosystems such as tropical forests and mangroves – by empowering communities with verified positive impact assets. Anyone can get earth positive via our marketplace of token-backed products and services.

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Powered by ThreeFold

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We are proud to partner with ThreeFold to securely host our decentralized mobile apps on the most sustainable architecture we've found on the planet.

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Join saving our planet!

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Shifting just 1% of the world’s wealth to positive impact assets can reverse ecological damage and make humanity a force of regeneration and conservation of nature.

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iZmCLC3QUfUvGPrcpSbLAxNYMbAfCjK9ycmYz19AQ7c5bi7qEd6CwvROmVc1iXk4G7Jw/j6%2bVZ2BwejJsfbcQQ9UfHgDdMFkdY39SkSqBBSoBWWAPg7LWfFQCPCcAODQAteBE7CU6bq7XANSBevvxV%2bW2pcfHcOgs9xpZYiVoCUM32J2UwMDig20miK5vka388eRzr0xIRSw3wYCn4ODogk3W%2bPMATV7auxuGCHMTREfrZ2yLawwU5IX5YT0E8vj4PRae%2bQxstdksJR%2b7L5/CEj7/Nz8JW2uUHLINXogHqOnX7Gc%2bn9jFrOa5LGaitOg5osgUnJXCeANxUAFADdn%2bh0wBd75xQ06BYXQlMqK4BoQGgXCE9gdZvNX1ooemppyUWQRQzJPogU2MbGSBieP67r7EsKpQ%2bwAvhrP/cyFCsXxqLdTQ9T44exJPvDuDz1ATEujkj1t0Zab6eWMeucPLDVSg5dwKtpU/QJTa76AEBOIoDeWk488FKNN298br%2btW0x5Vh57Y0trairb1BdQAPgRwLw442buHX/vg4AYcCzZ7o9vuGhYQWAtgEiyq%2bZoBdT%2b3FaGWidQu3H88ta6QfqyALZI5D9Q3GMchZQS6MkInl0x%2bfIiwhWBiiJtb85PRkfZ6ZgC91f8ZGDKDl5DJ8mxyGJZZHGrpBJj/DJ0khc3fEJSs4eR%2bPD2%2bioKEL9/Zt4dPIIGZCBn3d9gt6Gmj8BoO1qiWA3NDXTA9SrTVbxAeIEL99/hJ9u3cLtBwSgrIwlsB0zejk/9zBr/X19GGRPHafbGyW9JWi1wTC1XyBTo/ZlmknSieIkapmhYl6ctEIxSgPMuty2tQog3Th9YA/yI0OU749lkJsy0rCNXn41DdCTb/bgCgVtNwGI5kQY7eKE5aH%2bZEQs7vJvxfQA1dcvoZUlUHfvJm5/uxcHaJWvskM8m9oj1K5H8y1Sfg3NLa/LoLW9g8PQBC4/eIxr9AC3H5BJBGDnTgLQJqc4dFPd7XRxcsGdbRhiFicndK1Pxt9JfpGIzPR%2bqyE9QNdXRQCKHtxBA8VwqJOjJwHo5ed00TaPsCVeP3MSyyKCEOflgTBXVxzf/hk2paVgBcXv8dd7cWfnZ7izezuWenvDycyMbtGdZiiFHeAgCk8fRfG542gh/WvvXMe9U8dw/%2bRRdNKNvnzFJEyVoiRCBHpyYlyN43VkQD1BaBIXODDEsniBnx4W4vqdu7ilASAM6GCPbKRaNlNNWxrq0EE6DzGACbq5Ifb5XhqeEVL6%2bdNRPJftM4qgWGIZjgaZ3U6OxOXFj1FW9BhNnA8GGXgPzVIHwRSzNEJGFd69g5WxkQhnhoOdXbBr4wYUJCbSAfrh8LpV%2bCgzDesS45Dq7wt/B3u4siXKhHiZNH9AO/zw%2bNdoenQHFT9fRjuv89lL3eaM6JFuXnmuAn/xfBKTnFJb2PaqhP71OiPU0zegxuErBODqnXtvANj5OQHo6qGXb6Wvb0Sb7OFRuCbZ43/77ZVu86OT2ezpwThb2%2bTTMQZPkWRrGyRIA3SEPWx3NdWVNDyP1TlAJ5nU2SKfVac2Tkb5WdVlpViXmoRQ%2boBAZ2dEedLX%2b/sj3NMToQQllUCsIECr6BUywoIRxDLIjw7HdxtXYG9%2bGm6zFdbduYpSKQWKrTqp4givCbI6xGFSnpMFL7jaqD/Vdbqt%2bsrKSrVF39nTpwPg7n3cfviQAJTrAJBDijZaxe6uLgbTqdaIjMYTui8ZZvbHJHhmX3aK1Nb5xBhGBwiKHKjyb02N9Xj08B4ayIDxQb5%2boBf9na3KB8jFNtZU44PsNESw1SXSD2RznI0m3b3p/HzpAHPYErcmJ2JnXi7yaHa82Salaxzbsg6bORvc3Pc5am5eQcm1i2gnQ%2bWQRcT22aRugtWO8NSuMMtC5pGaujoFQDW/u47327u68dOjojcAlJdjl5RAc7scZ/Wgp7cP3T29qn09lUyTYirr4yOqtt64wV9YCpwQpyj3jK%2btY1bucfLrZNZf8PUCTg9LQRjQKRdDhuxYX4DU4ACEcbbPio5BvH8AfGmNQxydkEAmZAcGYUU4y4Rjr/USE2QQlCMfFGBzfATuf7MbVaR/ybULHMj61NmEBPmcHUw7FZaupVozy6FLTrMbdE5QzgcaFAN6cfVxMa7de4jbjx5NAcA2KIeV0ie7e/sVELL9LTUlAUs3kMxrblEAGGOLlNb3%2b7QjKWl5RSyBLtJ/gpSXziKToohRY1Mtge3A8b27kRcbgQA6vVg/XzLADz429gi2c0Scsxs2xSbg6Lq12MyJMYLD0TK2zU/TE7CLbrDwxCGUXb2AwkunycZhdUosO1iiRxK0BC8gvBA9ICDdTGZTWwe/u0kxQEqgi89df1KCGw%2beEIDHbwBoZovop0rK8fPwyJhigrQ%2bbTNE6/%2b6nv9cOT9BXfPdcl%2bmQqm1DrUb1KV2igYGBhWbOskE2bJuoSBtyExFLmt7Lem%2bLi0NkS5uCLN3RKqXN/bkZePYxgLszKUgxkeqriEj88nNK/H4h0N4wNH4yfnjatNTKC%2bfLf5lcvKZYqssSZAkRPyMGCHJvNBfDnAUAIVluMkyuPP4CQGoxK7dOzBDXihn9/Jhcs4nbOgfHHodpBb8pLK/IwoczSMoRhCQtrY2lBNROS6T7bDO9lb67zZ1dig9WdavtNFnjhzGptxMbMxIQVZEKKK9vKj6Dojz8cJasmNXTiq%2byFyK7yl%2bX%2bQkY3tWIq7t3oIHx/Zy%2bFmDyhuXlO399ZdfMTR1eKOZH51he3PKJT%2bKUMET%2bKbmZgXAz8XluF1YirtPCvGkogq7ZUOktk53kFlWUaHO%2beRsr5PlIMhKJxAAtE0GaWkCgIa0LAFjjC2moamFo2ctad%2btBpHKmiq1KSFnilJW/WSGHKacOXKELTAW6SGBiPX2pC9wVvsDH8RFYf%2byTHyzKhslpPyd/Z/hhgT/3S5c%2bGw9zmxajkpqgHy3suUvdT%2bq0OYV7SxT/i5gyPFdIwOXlij3ZUfoZkkl7hSV4Q4BKKysJgC7qAE0DI00DCUVlWwdDWhsbVc/J5k%2bFWrzgtSaqLpmj2XsfDZ1WDlKp9XVN6h%2b%2bVEnx2RNMoW1qtFYsjVAykpHEde5Y%2bN65EWGcQr0RYSbCxJokD5JT8K3a5fh9oHtaPjpJIq/38NJ8DO1MXpgWQp%2b3LYelVdOobWObnNgBOW1jXj2/MXUkPaShmtcHX7I9ch1yh6ArG62vy4u2RC5XVaN%2b6WVuFdYjMKqGnwlJ0Md3b2qRcjxkZyhtfPx%2bNOJfzt/nz4xypdoG6WyBydfLmdvT8maYd6X3wHJzpCcIqujNJaCHKvJadI4DVZtRSnWpqci0sMd4R5uLAUP5MeEY%2b%2ba93Hr0HZc2/sJfuCUuHNZKrZwLD6Un447fK760nEc2bEd%2bes/RkLmSjxiRuXfL6S%2bHIGL2ZHrkmuReORESEZhiW9wdAx3KmrwqLIWDzkIFVXV4is5Hu9kzYsO1DQ0Kfp39w%2bpzE7fGpv%2bKwyN9rJeH6MxaPkCAU5jhxpLaZomn44qAyWbpNI65VyhsrkLn36yDck0PQEuLghyc0V8gC/WJMdia1YSbXKcEsEMzg5bEqNweGUGru/cjE9WLkNgcBTC4zMQmZCBPAJRVNWgjswH%2bbnyyxM5ChcGN7G9N9IGqzKg0Pdx2LtXUYvHlXV4VFqO4uo67D2wFzNa2jvV73bKqmtR3dBMJMf%2bbWtMy/70rTNNA7Sak%2bBl4/R38eesz77hMTyqaMTZnwvxw41i7D91A1v3ncKe84Xwj8/B8uXLcePoIcRx%2bgvliJwU6KvMz6bkGHaBCMR4uiKFY3FeaAAyQoMQ5B8MJ68QeIXEwTs4misKgVFLkbbqI3x5%2bBwu3eKwxNbXzhIT99rEUhYAGqhHTYxP5oEH1fUoqmlgB6hASU0d9h3cp3OCInoNreybbZ2qlkX8/tNu8fQtdI0NL0WY/viNQY/jpwdl2H70Cgp2nUbihv2I33AIUQVfwSdpHZI/PISlyzdj5nx95C/LU709KzSQwbrTDvsi2d8H6UF%2biCQgMhN42DvA1t4ZFo5ecPANh3tQDBy9gmDn5gM7V294BIQhOCYF7oGRCIjPxNpt%2b3DrSbkqvU6WQFNzq9oQUd2JADxk8CV1jShkByil3h04dAAzukj5vqFR9A7RAwyOqEy%2bnGKAluW/bpdrwEjwr%2bgMB5jt768XoWDHcfjG5SAsezMiczYjZvlnCE5fC/%2blK5BCMIKWLoO%2bkQneW7gIK5ctQ%2bnls1ibkohAJ3u1L%2bhlZws3a2s4cxgyXmIGQ3M7WLv6wcknFM7%2bEXDwDoGFvRvMbJ1g7ewJJ%2b9AOHrSUIXFwT8yES5%2b4QhOzseXRy6gurFdASE/6JIyEKP3uLYJ5Y2tKKYAltU34uA3hzBDzsyGxp6qeVmrYS1gbXvsrz9Fef17Iv6tl6BtOnCWQX%2bIIGbBjRfqH5sFn5gsuIelwMqFrm/5p4jJ2wJDU2ssNDbDvMVmyM/IwO0fDmPbijx42NjA1doKrlZWcGHw8tjM1ByLCYKloyfsvYJh7eYHcwZvZGEDExtHBYCVkwdcfILVsnX1gidLIzAuE9787pi8Tdhx%2bDyKKmuUQZOhr7CuGRVN7QSgFuX1TTgkAOhm6edTXvrFn3aGtR0hbQtMtZipDiBbaC%2bZ/YOnf0b0%2b5sQnJAJZ98Q2Lr7M1uRcAmMhbGVA1yC4uCXkAdTe3foGZtjwWITLDS1hQsp/MXaFdiUlQY/miEvDkaesilK6vva28PO3BL6i5ZgoYklzAiCsbUTDEwtsZgAmJIBOhC8YO1CIBzdyZIQeEcmwS86HQEEISS1AKE5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iZmCLC3QUfUvGPrcpSbLAxNYMbAfCjK9ycmYz19AQ7c5bi7qEd6CwvROmVc1iXk4G7Jw/j6%2bVZ2BwejJsfbcQQ9UfHgDdMFkdY39SkSqBBSoBWWAPg7LWfFQCPCcAODQAteBE7CU6bq7XANSBevvxV%2bW2pcfHcOgs9xpZYiVoCUM32J2UwMDig20miK5vka388eRzr0xIRSw3wYCn4ODogk3W%2bPMATV7auxuGCHMTREfrZ2yLawwU5IX5YT0E8vj4PRae%2bQxstdksJR%2b7L5/CEj7/Nz8JW2uUHLINXogHqOnX7Gc%2bn9jFrOa5LGaitOg5osgUnJXCeANxUAFADdn%2bh0wBd75xQ06BYXQlMqK4BoQGgXCE9gdZvNX1ooemppyUWQRQzJPogU2MbGSBieP67r7EsKpQ%2bwAvhrP/cyFCsXxqLdTQ9T44exJPvDuDz1ATEujkj1t0Zab6eWMeucPLDVSg5dwKtpU/QJTa76AEBOIoDeWk488FKNN298br%2btW0x5Vh57Y0trairb1BdQAPgRwLw442buHX/vg4AYcCzZ7o9vuGhYQWAtgEiyq%2bZoBdT%2b3FaGWidQu3H88ta6QfqyALZI5D9Q3GMchZQS6MkInl0x%2bfIiwhWBiiJtb85PRkfZ6ZgC91f8ZGDKDl5DJ8mxyGJZZHGrpBJj/DJ0khc3fEJSs4eR%2bPD2%2bioKEL9/Zt4dPIIGZCBn3d9gt6Gmj8BoO1qiWA3NDXTA9SrTVbxAeIEL99/hJ9u3cLtBwSgrIwlsB0zejk/9zBr/X19GGRPHafbGyW9JWi1wTC1XyBTo/ZlmknSieIkapmhYl6ctEIxSgPMuty2tQog3Th9YA/yI0OU749lkJsy0rCNXn41DdCTb/bgCgVtNwGI5kQY7eKE5aH%2bZEQs7vJvxfQA1dcvoZUlUHfvJm5/uxcHaJWvskM8m9oj1K5H8y1Sfg3NLa/LoLW9g8PQBC4/eIxr9AC3H5BJBGDnTgLQJqc4dFPd7XRxcsGdbRhiFicndK1Pxt9JfpGIzPR%2bqyE9QNdXRQCKHtxBA8VwqJOjJwHo5ed00TaPsCVeP3MSyyKCEOflgTBXVxzf/hk2paVgBcXv8dd7cWfnZ7izezuWenvDycyMbtGdZiiFHeAgCk8fRfG542gh/WvvXMe9U8dw/%2bRRdNKNvnzFJEyVoiRCBHpyYlyN43VkQD1BaBIXODDEsniBnx4W4vqdu7ilASAM6GCPbKRaNlNNWxrq0EE6DzGACbq5Ifb5XhqeEVL6%2bdNRPJftM4qgWGIZjgaZ3U6OxOXFj1FW9BhNnA8GGXgPzVIHwRSzNEJGFd69g5WxkQhnhoOdXbBr4wYUJCbSAfrh8LpV%2bCgzDesS45Dq7wt/B3u4siXKhHiZNH9AO/zw%2bNdoenQHFT9fRjuv89lL3eaM6JFuXnmuAn/xfBKTnFJb2PaqhP71OiPU0zegxuErBODqnXtvANj5OQHo6qGXb6Wvb0Sb7OFRuCbZ43/77ZVu86OT2ezpwThb2%2bTTMQZPkWRrGyRIA3SEPWx3NdWVNDyP1TlAJ5nU2SKfVac2Tkb5WdVlpViXmoRQ%2boBAZ2dEedLX%2b/sj3NMToQQllUCsIECr6BUywoIRxDLIjw7HdxtXYG9%2bGm6zFdbduYpSKQWKrTqp4givCbI6xGFSnpMFL7jaqD/Vdbqt%2bsrKSrVF39nTpwPg7n3cfviQAJTrAJBDijZaxe6uLgbTqdaIjMYTui8ZZvbHJHhmX3aK1Nb5xBhGBwiKHKjyb02N9Xj08B4ayIDxQb5%2boBf9na3KB8jFNtZU44PsNESw1SXSD2RznI0m3b3p/HzpAHPYErcmJ2JnXi7yaHa82Salaxzbsg6bORvc3Pc5am5eQcm1i2gnQ%2bWQRcT22aRugtWO8NSuMMtC5pGaujoFQDW/u47327u68dOjojcAlJdjl5RAc7scZ/Wgp7cP3T29qn09lUyTYirr4yOqtt64wV9YCpwQpyj3jK%2btY1bucfLrZNZf8PUCTg9LQRjQKRdDhuxYX4DU4ACEcbbPio5BvH8AfGmNQxydkEAmZAcGYUU4y4Rjr/USE2QQlCMfFGBzfATuf7MbVaR/ybULHMj61NmEBPmcHUw7FZaupVozy6FLTrMbdE5QzgcaFAN6cfVxMa7de4jbjx5NAcA2KIeV0ie7e/sVELL9LTUlAUs3kMxrblEAGGOLlNb3%2b7QjKWl5RSyBLtJ/gpSXziKToohRY1Mtge3A8b27kRcbgQA6vVg/XzLADz429gi2c0Scsxs2xSbg6Lq12MyJMYLD0TK2zU/TE7CLbrDwxCGUXb2AwkunycZhdUosO1iiRxK0BC8gvBA9ICDdTGZTWwe/u0kxQEqgi89df1KCGw%2beEIDHbwBoZovop0rK8fPwyJhigrQ%2bbTNE6/%2b6nv9cOT9BXfPdcl%2bmQqm1DrUb1KV2igYGBhWbOskE2bJuoSBtyExFLmt7Lem%2bLi0NkS5uCLN3RKqXN/bkZePYxgLszKUgxkeqriEj88nNK/H4h0N4wNH4yfnjatNTKC%2bfLf5lcvKZYqssSZAkRPyMGCHJvNBfDnAUAIVluMkyuPP4CQGoxK7dOzBDXihn9/Jhcs4nbOgfHHodpBb8pLK/IwoczSMoRhCQtrY2lBNROS6T7bDO9lb67zZ1dig9WdavtNFnjhzGptxMbMxIQVZEKKK9vKj6Dojz8cJasmNXTiq%2byFyK7yl%2bX%2bQkY3tWIq7t3oIHx/Zy%2bFmDyhuXlO399ZdfMTR1eKOZH51he3PKJT%2bKUMET%2bKbmZgXAz8XluF1YirtPCvGkogq7ZUOktk53kFlWUaHO%2beRsr5PlIMhKJxAAtE0GaWkCgIa0LAFjjC2moamFo2ctad%2btBpHKmiq1KSFnilJW/WSGHKacOXKELTAW6SGBiPX2pC9wVvsDH8RFYf%2byTHyzKhslpPyd/Z/hhgT/3S5c%2bGw9zmxajkpqgHy3suUvdT%2bq0OYV7SxT/i5gyPFdIwOXlij3ZUfoZkkl7hSV4Q4BKKysJgC7qAE0DI00DCUVlWwdDWhsbVc/J5k%2bFWrzgtSaqLpmj2XsfDZ1WDlKp9XVN6h%2b%2bVEnx2RNMoW1qtFYsjVAykpHEde5Y%2bN65EWGcQr0RYSbCxJokD5JT8K3a5fh9oHtaPjpJIq/38NJ8DO1MXpgWQp%2b3LYelVdOobWObnNgBOW1jXj2/MXUkPaShmtcHX7I9ch1yh6ArG62vy4u2RC5XVaN%2b6WVuFdYjMKqGnwlJ0Md3b2qRcjxkZyhtfPx%2bNOJfzt/nz4xypdoG6WyBydfLmdvT8maYd6X3wHJzpCcIqujNJaCHKvJadI4DVZtRSnWpqci0sMd4R5uLAUP5MeEY%2b%2ba93Hr0HZc2/sJfuCUuHNZKrZwLD6Un447fK760nEc2bEd%2bes/RkLmSjxiRuXfL6S%2bHIGL2ZHrkmuReORESEZhiW9wdAx3KmrwqLIWDzkIFVXV4is5Hu9kzYsO1DQ0Kfp39w%2bpzE7fGpv%2bKwyN9rJeH6MxaPkCAU5jhxpLaZomn44qAyWbpNI65VyhsrkLn36yDck0PQEuLghyc0V8gC/WJMdia1YSbXKcEsEMzg5bEqNweGUGru/cjE9WLkNgcBTC4zMQmZCBPAJRVNWgjswH%2bbnyyxM5ChcGN7G9N9IGqzKg0Pdx2LtXUYvHlXV4VFqO4uo67D2wFzNa2jvV73bKqmtR3dBMJMf%2bbWtMy/70rTNNA7Sak%2bBl4/R38eesz77hMTyqaMTZnwvxw41i7D91A1v3ncKe84Xwj8/B8uXLcePoIcRx%2bgvliJwU6KvMz6bkGHaBCMR4uiKFY3FeaAAyQoMQ5B8MJ68QeIXEwTs4misKgVFLkbbqI3x5%2bBwu3eKwxNbXzhIT99rEUhYAGqhHTYxP5oEH1fUoqmlgB6hASU0d9h3cp3OCInoNreybbZ2qlkX8/tNu8fQtdI0NL0WY/viNQY/jpwdl2H70Cgp2nUbihv2I33AIUQVfwSdpHZI/PISlyzdj5nx95C/LU709KzSQwbrTDvsi2d8H6UF%2biCQgMhN42DvA1t4ZFo5ecPANh3tQDBy9gmDn5gM7V294BIQhOCYF7oGRCIjPxNpt%2b3DrSbkqvU6WQFNzq9oQUd2JADxk8CV1jShkByil3h04dAAzukj5vqFR9A7RAwyOqEy%2bnGKAluW/bpdrwEjwr%2bgMB5jt768XoWDHcfjG5SAsezMiczYjZvlnCE5fC/%2blK5BCMIKWLoO%2bkQneW7gIK5ctQ%2bnls1ibkohAJ3u1L%2bhlZws3a2s4cxgyXmIGQ3M7WLv6wcknFM7%2bEXDwDoGFvRvMbJ1g7ewJJ%2b9AOHrSUIXFwT8yES5%2b4QhOzseXRy6gurFdASE/6JIyEKP3uLYJ5Y2tKKYAltU34uA3hzBDzsyGxp6qeVmrYS1gbXvsrz9Fef17Iv6tl6BtOnCWQX%2bIIGbBjRfqH5sFn5gsuIelwMqFrm/5p4jJ2wJDU2ssNDbDvMVmyM/IwO0fDmPbijx42NjA1doKrlZWcGHw8tjM1ByLCYKloyfsvYJh7eYHcwZvZGEDExtHBYCVkwdcfILVsnX1gidLIzAuE9787pi8Tdhx%2bDyKKmuUQZOhr7CuGRVN7QSgFuX1TTgkAOhm6edTXvrFn3aGtR0hbQtMtZipDiBbaC%2bZ/YOnf0b0%2b5sQnJAJZ98Q2Lr7M1uRcAmMhbGVA1yC4uCXkAdTe3foGZtjwWITLDS1hQsp/MXaFdiUlQY/miEvDkaesilK6vva28PO3BL6i5ZgoYklzAiCsbUTDEwtsZgAmJIBOhC8YO1CIBzdyZIQeEcmwS86HQEEISS1AKE5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\n

\"green_edge\"

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About

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Green Edge Sustainable Development is planning to offer affordable, distributed and decentralised storage and computing capacity for developers and partner telecom companies in Africa to locally host websites and other services. More than 360 million young people are currently excluded from the educational benefits afforded by internet access by poverty, geography or other circumstances. Green Edge Sustainable Development seeks to address this inequity.

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Mission

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Green Edge supports ThreeFold in creating a decentralised internet that is inherently equal, sustainable, fast, private and secure to empower our planet, humanity and technologies.

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Impact

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The United Nations Agenda 2030 declared: “to leave no one behind”. Green Edge Sustainable Development in collaboration with our telecom, educational and funding partners will work to connect the 3.6 billion people still off-line at an affordable monthly cost of $1 per person.

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Powered by ThreeFold

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Green Edge Sustainable Development is the Environmental and Sustainability Impact arm of Green Edge, the largest global, independent ‘farmer’ on the ThreeFold Grid. Green Edge values and objectives are aligned with those of the ThreeFold Foundation and the Alliance for a Conscious Internet. The energy efficient, self-driving, automated technology developed by ThreeFold running on Green Edge computers is the technology combination that makes our ambitious programme possible.

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Join saving our planet!

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Green Edge Sustainable Development’s overriding priority is to put the Planet First in everything we do. We want to bring the benefits of technology to the people in every area and every walk of life. But we must achieve this in the most energy efficient and secure manner possible and in a way that protects each person’s sovereign identity and their data from abuse and theft.

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\n

\"harmony\"

\n
\n

About

\n

Harmony is a fast and open blockchain for decentralized applications.\n
\n

\n\n

Harmony and ThreeFold

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Harmony.one and ThreeFold joined forces to provide a performant, decentralized and customizable solution that enables anyone (with the right knowledge) to easily and cost-effectively deploy and run a Harmony validator node (or many) and access the growing staking ecosystem of Harmony's Blockchain.\n
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\nWith the ThreeFold P2P Cloud and its developer tools - 3Bot admin panel, the ThreeFold SDK - Harmony empowers its expanding community with 1-click validator node deployments, directly from the web or from a local machine\nThis gives its node operators control over their containerized validator nodes, and a more efficient way to spin them up on a decentralized IT infrastructure.\n
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\nBy Leveraging ThreeFold's decentralized storage, compute, and networking, as well as its compatibility with Docker, Kubernetes, S3 storage, containerized databases, and other open-source software, Harmony's developer community unlocks an additional alternative to centralized cloud providers.\n
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\nThis brings the ability to build highly-scalable cloud-native and Blockchain-based applications and deploy them close to where their users are.

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\n

\"hpe\"

\n
\n

About

\n

HPE is a global, edge-to-cloud Platform-as-a-Service company built to transform your business. How? By helping you connect, protect, analyze, and act on all your data and applications wherever they live, from edge to cloud, so you can turn insights into outcomes at the speed required to thrive in today’s complex world.

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Mission

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HPE is developing transformative solutions to reap the benefits of growing connectivity, while reducing the environmental footprint of IT infrastructure. Our sustainable products help customers transform sectors and expand access to people around the world, reflecting the technology industry’s unique potential to deliver sustainability at scale.

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Impact

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HPE was the first IT company to set science-based targets across its value chain aligned to the goals of the Paris climate accord—recognizes the imperative to minimize our industry’s environmental footprint, and the opportunity to position ourselves as business and technology leaders enabling a low-carbon economy.

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sy/FocNdzt9kJiAUMcZ1ggNMGVgNhzCUqNlOM1jrUPr4zjwwuH8Qk3vg/PDOD9k3344NQAba/YAEfw/olD%2bPj0Ybwz0YXrB6twuYXmp6sS1zvLcKWlCBeacnG6jm1AAE43ZOJMM1dkjsRx4QkkP0AWVMdwPBKEyigcKQ8jA0LQVxwkaUFdqgeKVQ4oT3BjK9ghnp6gNTucrtGfrtETptvWYi4ZoSNOjv6byTB7nPYMZIABBAtE3NUOPAoAHM22IibAETeZ6LvnD%2bO9qQHu/YxTvXj32EG8d7wXH58ZkkD4hur/NW3yW0facKWZpqc%2bF6/21OKlzgpcby/FxUbuAfWZOE0WTDWLaZDJqieT/vHqViATJmvZBpwAAoBRCuFwRbjUCr0EoSnTW2qBUo7EPAJQHe%2bF3kIlyiNdEeuwF3JzA8y7TwAwowV3t8GdZ4pngNHwtNsHDybvIdsDd4bbNAgCDFdOCCfzbQj3ssaVsQ68x8q/P3WIlO/FW%2bMttLqtuDXegQ/YBl9fnsQPXIffnejGjc4qXDjAkVebgxsd3AOai3C%2bnvSvogWuSMZ4WYLUBmcIwilOhhOcCEclJtAHcAyOV6swUhEpMWGsOhrDBGOIYLTl%2bqOY/V%2bsdEBdshfqEjxxIMGLe0QksuTmCLEzgd6837EF5kgAaGn%2b9hT5r9tAw8veEHKCIMLTdq8UAhABhLsNwaAQhnlaYepQA96/NIwPznHLO8lVd7Kdle/Ht9cm8d2Lx/DXF4/j09NDeLmrBhcbCnGiPA3jhQkSEMe5QI3mc/HJjsJAJpefLFa1mInW0BE2ZuEE3eE4neEw9WC4MkZqAwHCeLWSjKApIgCHykI5Dv2QH2YtgdBdEIomgtAQ74m%2b3DBUhTkj3N4ECzXFknS/mgVamvecCHdZYV9HI/g4GEECYhoMCQTBCALgThaEeVjieHc1bp09hD%2bf6cNHZweoAaT%2b2X5S/xDboAdvDrfgans5TlSkY7IkGWP58RhIj8DpqkwcyVGiKzEQHQn%2b6EimoqeFoC09BAeS/NGQGoCWzGAczGOCmYHozFZwMRKJx3JfiKVlpkiyBXoKAtBIDSjgGCxXOXJUsi1yQtAQ64FWakAnf6/Cau80A%2bZKAGhra/2GAb9mg4a/szEECN5M3nsGCNEWBMCTTHCnMfLh4yONhXiD3v7d0314j8m/e7wTH5zulbTgrdE2SfHHSpLQlRyCwSwljuSq0JsaxsrHoY8Jt8T4oFHljQMx3qiIdEeShylCZTsRye0u1n0/Nz47lEY7oSbOHV05gRILjtfHEQDBhCh0ZMpxIJm2ONZRWpU7sgJRp3RBscIGhf42GMqLQZC1EXTm/Ld0RUl7%2biKKuHL0n0DQCHQxRoCLCfyc9pMJAgRD%2bDjul8DwJAMivWxQl82eJACvH%2b/GO6T9%2bxTBv1w%2bgs8uHcGbE%2b2Y4pgbr0xDPyvdFOOHnrRw9GdEoD2eBiaJCs7K10V5oCzYCdk%2b1lA5GsLXeCN8TDYh3GEfV10blKo80ZoVguY0f1Jbjr6CIEkDJqqFGNId0gy1pnsSIEeyIQRV0Y6IslyPWNvtSLDfhUEC4G%2b5F5q//y/1tUVttTPUugcAM88lEQx2M4FCAsFYAkGwwc/JGP5OJvDkclSUEIyPXz6DF0c448faJQCEDrzDyr98pBGT9dlU4li0Z0aiKSkYVREeOKD0QWs8KxTugXqOp%2bY4H1SFuyDT0wzxTvsQIdsNT8P1kG19ChYbVzMeg6vB8wiT7UBhqB1/lz8OFYXiCL3ARHWkFMPloejO9aHocSvlttiXF4JUVwOEmqyF0morBnKV8DHfJU0BNQOEPda6C4A7R%2bIsACFuxghxN0UQgQgkE/yd1WzwJwP82Q4KR2M055KKLaV4abQdt0734xWq/9mucs7mSGQrHBHvYQEV/1%2biuyVSPa2R5SVDaZALcryskO1pjopQR9REuSGPVFXaMXmDFyDb9ARk257FjtVLse5BbZiueQQKi80EZwsyfIzQmuqJQdrg0YowjFWG4nCJAgPUgYPZPtKkON%2bRg25qRpjpOqist2GoMA6uRtswdxaA%2bb9JWH0hVXv2dQmAcPZiuKcphc4MIW4EwpXrpguDCQVRH/zt93EHt0VhhBzXDjfjzRO9OE13d6g8BWUqHyTKraGw3gunnWthv/U5%2bBhtRQSfp7iaoykuAEMFsRgsUGIgLxI1Sk/4Ga6Fy/an4bZrLbyNt7Ly6%2bBvsQNl1IgjlakUwRCU0et3ZnhjuDQUwzRCR0qDJAAOlwShmwCMVSpxvj0L/WRBhPl6FAVY871JsN65DvPv/2/o62lJZmjm6rFIVEpeS3sWBHGVWQIg2scSUV4WiJRbEAhzAmGOUHfOVHczBLEt/OkU47xt0JgRiau0uG/S/Z3uKOcYikdeqDv8zXfC6Lk/YN0KXWx6aCFMnl0F6zWrEW1jiJuDLXSHvbhysJQLUCpak/2pAVZQ2e%2bFH3eMSNk%2b5AQ6oyE5GP1FcaS9Ct05wUzeD4OFwRihExwuDZZCgDBYpD6FPlElAMiULq0diHVj9SPRlR0J483P0Qr/jwSAro7W3RUXj3XUz%2b8yQipfS6gIgtJbAKGOiGkwQlypD05GCGFUJipwiV7gFv3/1cEGWtBoeO5bD8ftL8B83ZPYvfpBGD%2b/GpZrn4TVC6uR4GyBL%2bgKP5ka4jpcgIkKcRo8Ds0UxGhumQqjDUgiy0qDXTkZfNGRGoweimB3poKJqS%2bYDJeE8BjIYxDBCGELcIymeZABUTRRKWjgTiDOK05yserIicb6xx%2bWLproinsJpkegBIAIwQYpdKXnmmIxEgCkKGyRGChDrJ81Ynyp0IxogiExQrCBLRFMYUz2t8Mpuro3WNE/nTnEkeWN4khvTDaVoSUrHkUR/ohzlSHEwhBhFvvQn5%2bCn2%2b9zL2gm5sgAShNxHBBDLo4EsuDnZFIfYnllEml3uR5W6EmwpXC6Y2h/HCMl3PqlIZjlJvgUGEgIwBHCILQgO5sb4yUReAYPcJYpQqXuwpwhm6ynO22XHcedOkB1NWfYYAOExaJ67El9KWjtrYeAdDBfE1taGSEOiAlyBZJBCHOz4pA2EihJBCRgg1sBykokF3FSXh18iDeONaDo40FePfMYbx1bBCjNQWojglGsrstYuzNUR2lwBujfRIAb3A9PsudYIIeYbw4HqOcGBOlyRiiT2jjh26mjnSzBY7k0vYWqmiiYnCCVT1WEyMBcKQ4GENFAWyJAAkAEUdKQjFaHkmfkIAzrek4f7CAe8BOaP1eAwsk%2bqvvJlFXXE8dukxebyG0eNTkc01tXQkEjWxx%2bSnUHhITAmRICLRBfIAaBMGEaLkVoqjy4S77UZEQiMvCEp8fxrev0PefPMQZnY36uFCUhflS/Z3QmqLC1YNN7P0R/PjKZfxxoI3uMIPJkarFiThWmsJjMo7SLR7j8URpKk7TPZ6u4rEqhRY6ngtTCqYa%2bD6xEHElHikNIQgKasBMBEm7wrEDBKohCWO1aTBY8xi05/5O6n8xAdS30IjbaQQA%2btDRXwRt/cWMJdBduBRaBGO%2bACCfe3VOhDPS6cRSg22REmxHNtgSBBm1wYrawCATIjkhkv1sMcU9/wMC8MVV9veFUbw20okrXfWYrCrAVGMl3p08wjiMLy%2bexN%2bvX%2bA22MyksmiNuegUJko7wvGyVCmOFSXhRHEKzhCAs9XpOFebjgtck6%2b25eFiSzpO0A1OTINwSLQCN8JDBKC/QCEZpcm6BOmcYi/b6%2bmHF5P%2bc6ZvsJqmvwQCqS%2bSJQgW1va49tIrMLWQYY4mwdFbAI0iJedzlCuywhwlEDLCHJAaRBAU3LcDbCUmxBCIGIKgol8YrsuiCeqTzvr%2bcHMKt2%2b9iL9en8LXV07hx5tXcfvtV/Dt5Sn8cOMS/v7SJdxor8cUW%2bR4aTommPB4QQL66RQbIjzRpvTFUDq3PtrlSc7xYxTJk5WJmKpNwWkuR8erCEAFW0OcGWLiagCC6AoDUU9DdKgkEue6ishcR%2bhT/cVdZro6WrM3U820gK7%2bQsxj3wsABofHsGHzDj7XVwNQGuuJwmg3iQWZIQ5IZzukSWxwYDtQF/wpkLSq8YwoV2M0ZITi9clO9nibdP3vu2sn8NMfLzOuEoAreGd8ENc7GvHTazfwyZlJTFUX43RlPkZyEzGSl4AxAnA4R4VsVzMkce2uCHBAq8oXPdSBQ1yQhrLpAPPCMVIQgVEmOFom7iMIlcbiEHv/UBEXJ26FRdwK80JskBnqhscfWAB9zTnQ19WWANDT07sLgJkW0FmwRKq8pu5CtR5QB2YBEFogIivcUQIhNcheAkC0ghoETgd3E2Qo7HGlv4bLUDc%2bvzCCby5P4ssLk0y8DxebKlET5o%2bDiUr8cI30723H2ZoSnK8r5lKUzCUpBsN58RjMiUE2XWMwx2i02TbkctusCnFGk1KOzkRf9GWQ4hyHA5zzg4Ucf/lq2h%2bmNR4oDkF7li/qkz1hvWUVlszTwCLtuVg4Pfv12PcieTUAbAPpOC2ErLiW7gIJEJG8BECJyh0F0y0gIlMAEGKPZLZBvMQAawkAMSKjvcwQS9d4uq0Y750Ud4EMMPGDuNZRhbHiVByICkCCzAS9afF4d3QQZ6pLSP8SHoswWpCKw7kJGGXP92apUE4TFcVdw9dgLQIIRAKXoiJ/W1SGOqFRWnHlOJhOZmT50Rz5SbQX5wnFtcM2AtBZEAoXo3VYOPe/sVRffZOlHhmgp6e%2bj1C6n1AK/dnxJx6Lo1B/kbzwBBrFSo9ZDRCRIWmBAwGwn24B%2bgN6BBW3uCi5GaK4uo4dyMYtMuD1I8243FaKI9z96yK8kO/lgHDjnWhSheJ8QzUGMznuspPRzcnQmx6Dju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cq8OX7Gk2R39M6R%2bs0fX%2bKCv6eKb6BCq%2bltZWe24KPZzfj07lyWmX4cLoYr7rz8JyAeHQwHbd2LsGvpCvnquKxJz8G2wuWo7WyGLkpizBjtA/ZZBssixyDCMoQbpRXHBgABNQCJIbmAn2VO00xKlrpbaPRgGFWfXzANG/NTIwZPYg11Yuv9CO0XAyHqpylg9UAuIqpDXhDKJiIsW5hJDYumoJtS8fhSOYYXC6fjtt1C/GoPR1/H9%2bI992F%2bEjFfz5fTUUyhVHB56jIc9uo8K10%2blT8adovt%2bLL1T34fLGFgGjClx/oNee34NPZUnw8V4qe82V4e6oIyu4NeHI4B3fbluNWSwquNi/HgZJ4dG6jeF2ciWwagbFBwxE%2b3A2Lp4YgzNOGCmVMG08thGZkhBQcXRVlG3K3XKWrqcYI0fP/AeBrpq2xwuKvaArQqDBkw5bHUjmKhsBJwKJFGsAfgjHO5li3IJKSXiL2rJmGk%2bsn49q2ONxrW4VXJHLvThbhXTf19ukt%2bHyGCj1VqS72M0P1i434fKFZzYIvF5rw%2bcdd%2bHyF1g91GjYwr/m%2bCh/PlODj6RL0nCUAzhTh9XcFagD%2b3LMGt1uS8cvuNBytSMDeikzU56fSFJiMeWP9MXOUF2LDRmK0gzlcaQwyrlXBiCCfA0P9oSpTAZsAMVBayzQAmIs4/wHgKBuq3k2GfsVyMyW3JNKFOWewypYAsKXC7QkAO2LArAAP1K5LRUdFLjrXReHcppm4tX0pHhL1Xx0pwN9d%2bWoGfDpVQQBs1Zw8U%2bzVVny%2bTMWfpSKPb1E/94UK/3KWQDpD359jvq/Bl0vEkovVpA0V%2bHCmFO/PlhAIxXhKANzrSMdvu1bhels6zpKROrA1h8R4HhaO80VMiAeiA91p98UEb2fGxoO5qcOMPhPyAhK9oSoF7SY8A6WVIV8NAE2H/wDwUmhMAak/y1PBU1rzh8KMTQAICABaDuKhcJOS758cjJaKjdhVmkmmZBbOb47FndYUNQAvOnOgPEiq/x0J3ZlqNfW//LBN0%2bcXmzSnzPT/mRr1818u0HOXSRMuNamf/3KRXneFQPppB%2b1N6DlXhXffbcJbYtXLo3m4R7/jdlsqrrdk4GJLNrrqslGaEqV2gxnx0xAb6IEZfh4Y5%2bEAL0qtRHfyAbq0OJDo66oUtJvw9JWGHJYaADlPry8AGg0Ybm5AAHCUllxtmBsMVtnzWbAjBjhJ9OBBPbQiKhwdjVVo3bQCBzdMw8WqOPzWRla2MwvPD67DaxpzH8/XaIplTvwKFXNpOy3m9OnxbhJGRgBPV2uev96Oz9faNe1wsZnErxafCIiPBETPpXr0kIa8PlGM5ySs9zuy8OuOlfiZ7PPl1gwcqV6ObVnzkEealL8kConU/7NGDcMkLyf4W0qpDfjEAH3IyQcYGuipGCAUArZSqD9EDYAxX/8/ANzlGgA8TfVZ7nLyywaDyfQMUtlR/zMt4CgaCm8ZD%2buXzMf%2b5q1oK1yGw3mRuLg1nsQpDQ9IAF91U/9T339i1J4p%2bvoezfp5D74wRZ6txsdDGzVAXG7Bl1uHaXXhy81D%2bPLrIfT%2btA%2bqK7vxkQTxww%2bNeHu%2bAe%2bIPX9TezzrLsGf5CR/Ih/wY3MyLjWvwrntmWjeEI/iZTORONEPcaHeWDRpFOYE%2bSLI3pTcII1AgQGMuGyIiQEmlAtM%2bWylYPBADQPYfRjg/u8dIW9zDouorjTT1yIGDFLZ8jUA2FEbjHe2QHlGCjrqK7CrcDEOU3a/WLkIN5tW0AltxJtTW0gEK2mUEQBX2/D5RicVSMXdOIjPtw7g0487NJrwI4Fx%2bzi%2b3D%2bHL3dP4MvtE/h4/Shen27Dg0NbcWNXPm62F%2bD3A6V4dLQcT7or8PS7Stzdn4vLFKyuNCbjcn0SLrVkoq1oMTYsGI%2bi5XOwLHwUFo/3IQC8aBLYUSIUkg9gQ8bVh0hfR2XE04Op0EApYvXTAMAd%2bh8AblINHfwVHJaLRF%2bp0BsEU7aWykagaQE7zrdYNmU02srysbu2DC15C3FgXTi%2br6So274Oz46W4OmhTTQJavDhLBV/7QAVfxSqO1Tg3ZP4cucIPv%2b6l06bTv3GUQKHTv72EXykk1eea8X9zjJca16L7ykqX2pcg%2bu7C/BrRwH%2bOFiIpycq8fBYKW4TAJeaV%2bJi43Jcrk3EDxSlD1QmIX3WKKxfNB35KXNQlZ2InLipiAoYRm5QToGIS0FIH0Z8A5W5iEfJkK2U6/dXA2DG1%2b0DgKEGgABLPstJpKuUDx1IAAxS2ZDyu0mGYLRCC9nzJmHXlkK0byvDnuJk7N8wA99vW4m7Hbl4dGQzHhyrxJ3DlXShW/DHoUo8P9GEfy504PMvXRoWXO/AJ6L8Jyr%2b07V9%2bPjjbvT8uAfKs424c6AcV9tLcKG1GD/vr8Uvh7fj2sEG/Ny5DT/R4793V%2bLWoSJcod7/qTUd1yhJnqlZit0b45ExfSTiA92wnmxwY1EmipOIDZMCEOJmBxsxj8kBMBfyVDaGIlgKOEozPY0GWPD6xGFXQ00/BFnxWQ4iHaWx7kDNGOQOwSgzHYRaDUH2otma068uRUd5BjoL5uDn1mxca8rE2Zo1OFi2DLvz4tGRn4ADm5bjVFU2ft1ZirffkbiR6fn8UytwpxP44whwqxO913bT6W7Fmdq1OF25Gr%2b2rader8Lf5xvx5vpJPLvchRv7K9BVW4jGqs1oodZr3LwOSyJCEB3sg1A3G4yyUiA2wBsrp4didXQYylLnoWzeRNTOCsEkexPGAMGMx4GlWKCylAhhIeAqTfU0N0TMeX3GoLNYQ4dAKwHLjq%2btNCYGWBIADvzBCLIkARQPojHjh/rcdDRvzseuzdloJQGqSV%2bETYumYS9pws/teXh8sgbPTtXiCa2b7Rtxpq0eJ9pa8FtnOZ6d3oZbXdtwpbOeTrYGP%2b0lJhURnXdm4Cb19K%2bkJbfaMnB7XwHun2rF0%2b934xVNhsfH67G/rBClZeXIyMyBm6kJPOV8hPtY00kPQ/b8ichfPAV5sSFkzubiSNpc3C1eiVMr5pCDpSTI0YetTKyyNZLAWiRQ2gs0RshaKOgDgFBHc2/Qgs%2by4wxRmhAAVqQBLiItNQA2%2bv1ptCjoF8UiY/50zBgbiGlhYzB30lh0Va3Ek/P1%2bHC5DR/ON%2bHN2QY8P1WDhweL8NfJZlzc24DyzBVYn7IElRnJ2FmQiuqsRKxeNA%2bnd2RTn2fgbFkMTpRG4wCxIWfZfGQlz8feynRcbFiFX/fkkfAVYltpITrr83GmMR3fNyzH91sTaBLNRNGc4aheFYmOzPnoWjkbN7eswcOt6/GuvgixHvYQDdWGpUigshALYCURKJ2lmjhsI%2bkThlyEGkUMtmQAYKkZYM7RUrkSACMVulBQSxjqDEHqvJlYNDUQziYSjAsIQA0lsuv783D7wGbcaMvH6drV2JHHzOcUHKokw1KfSqqehZaCZdiWuRB/H8lH7w9bKTMUo3ntItzYuw4P9y3Hter5uLw5Bhd3ZqGzbAUOVKzCj205uFK7EN2bInFqSwK9xwrcPVSIJ5Qi7x7YiAvVCehMn6TOJNUp4diftxi/1K3Dg%2bpMPCrLwseWLUj0dQd/0ADIaQzKDHRoCugpPS2M1QBYSvq0gItAA0CQKU8NgMnQQbAkBriJKAFSDDbW0QJ/iBZGO9mgIGUhlkwajbkjPbCvhLx5Zx5O1yTSaUzHpfYybCvKRTWd%2bA%2b7y3F7Zzpu7lyFo1tS0JkTi3cHMvGOsctkmw%2bRgHWWLsWLI9m4vzMZN7YuxI1tC/HkQBZeHM3H44Pr8bBzHX5tWYZLdYnozE/En52b8OR4Bf4kAC5VL8ZRmkSHN8WjMW0mDpL%2b3Kff/6BuA%2b4RAK%2b2l2GJlyu4/b6GdMhglaVQH3ZSjtJdrrHCDn1viXn8K4JhdhKWI2mAJY1BW92BKi/hYLiLdGDEGgyJDgvWPAOkTQ9Dc1Yc6pIjsCtrPm6QR%2b8qnI6zdIK/7VyJO7uooM5C3G9Zj3s71uH3jg3YX5SCY9kz8KErB%2b%2bPbcTfndn4oSIe2/NX4PF39XjbRYFnz1o83r0Wzzrz8fxQAV52FeLlkUK8pmh9py0bJwqT8aZ7C43bEjw8UISrtUlqAA5tpHbZRP6gORvKA1V4XpuH%2b2VrcJUmwjAOG4bf9odiiJbKy9wYLnKR0oI7WHNHSNbnjpCXTAPAaEsyQpKhSnv2YNhoD1S56VMcplxgOGQQ%2bFrECnrD5eP90bJuLo5tXormNdF0Krn4ZccqiqrUe3uz8eJwMeWCCjxpLcUTGmFP6WL3rI3H5cLZ%2bOeY5kbJ6/05eEixdu/aBNzbW4svx%2bvwzxFKgke3oOcwTQ4are/aN%2bAdUf7L2VpcKE7EjZoM9HSV4wUZpPu783C1JhnHcqbhSMEidG1KxNWtlEj31%2bB1/SY8L8tA2%2bIYGH/1FcwGD4QT85duuQA2Ij2lg0xzV9hW3McHeEg0AHhJ9Vj0tdKJw4KlNjlB7QGw1hsCIfURZ9BAiAmEhCkB2Lk%2bngQqAx2ps/FTPRmh/ZvwoCELz5ry8GpPGd4c3IYPp3ah51gjnhIt6xZOwLWyOerbXp8oLb7al4OXuzNxoyoF5zavxaejjeg9RuGIjNSXo%2bQWD2/BP50llBtq8WBXIc7mJhJzavH2aDUFrnLc21WAK2SCjqZNRnvCaBwjT/L77jI8b92Kd/vq8aqmEDUzwuA55Ct40ySz5w1WjRvhBk9buZLKVANgZDCwzxSQaNDwNGazHMkHOBAAVjoEgM4AWGoNAP%2bbb8AdOBAG/b/BtEB/1KUl0JxPw7XaDOxPmIX7TRRdd9DptVH%2b76yD6vRuqM7uxvuDdTiaQSe0Zjx%2bq4zGP4dyqchC/L0vG093rVG3wp0da3FlGyW%2bLkqFZId7z%2b6C6vwufKAJ8ueOQpzLT8KLvZvxjsB53VWFFx2luEt0v1K%2bFMezpxEA/jhRMIsscwOUexuJNdvxdnsVCskr%2bOh8hVmuRnDk6qkmBfkjccVipVii%2bYjMjOiIPiIo04ShIEcFy044VGnD/h8AyA8M%2bhair78Gb8C30On3DYULLjJmT8XhgiT8ua8KV3OT0J0ShzsVeXixowzvO5mLaMDj7UU4vXYxfihagLuNtLbE4J/DBfhyogwfDuTiKenFX7ReU4x%2b0p6PG435uN1ShTs7txAo5Ch3VOOPHeXoOULt0VWLv6n4l4cpG3QU4nbdSlwujsPJnJlom%2beL4%2btn4%2bGhKjxqoEyysxzKukIkOFnDilpg1ggPBLo7qrxdHDE2dJRSLtEYoZH%2b7v8BYCfQ%2bAAfKx7L0oB8AEsLZqxBKsvB/WA5sB%2bk3/YDu38/6NLSpuUt4qNxUSR%2bpSL/bNqIPyrX4sf1KbiWT5m9ugA3yym6lqbSKefhye40XKfiHzQuI/qX4fMJ6vXDm6DcvhoPa5fiaVMKnhMQ79ppdncU4x2d5PuTbZQgTwLXvoOqeyc%2bHKzGKyr%2b2cFiPN6bjzvNa3CpeC5OpE3FvvhAHF0TSVOETFRxEp5UZuJeTjJCpIYgksNcTxtibS0Vp/9XkGl/rXSU6qoBMNHr/x8ANtwh6n2YGZtlrjdIKdPqD5NB/VQm9EMWA%2bjUqWgDOn19YsFQWoZff4Xs4dY0i9Nws4FmORmVD21V%2bEIu70tXA3q/awE5IBKzQjwisXuwnRY5vY9dm%2bn5cnzsLMZ7cnwvd2dTm2yEcs86PGlj/i5A4rc3l1qoEaoL%2b/H5/H586W4iYayCkn7myb58PNyznqZNGi6WzsOxNZPQtZTM2PJJuFefhb%2b2rMbN9UvwS2oivHR1IBmqC3sxH1NdTFWjLJnPNkiUdjxNHPYy7XtP0ELzt/LpQV4sFylbaabTH%2bYDv1HZ0Ax1HNQPMiqe9zWtb7%2bF7oD%2bEJEeLJXrYu%2bKSfiFxO9eQz6UTcX4hyj75UAjvtAJfuqqw/2a5Xi2j2HBWtyvS8YHGmGfr%2bzHJ0qA7w9vxiuaEC/2biSAMgmMDfh0shqv967HK8oY/xzaQhOjHv9011BLbcbLfRvxiMC5R6DdbqJUuHkevsuOxLGUiTicNAH3t%2bfifmkG7qxbiX2zJmAifxA8dVkYJdRGGG%2bAapghGw7GQiX/G40Iki/oMwblGl/sY2PF8pQaKL35381SI1wAABKrSURBVMKB1V/l0P9ruA76BpbffgNDEkDDgd%2bSFvSDcOAAJNsYomGKE0XiZNxuoPndlIt/GovxZW8dKXkjPuzJxwu62N8a0nCnKR1PWqioMyR0f1yiuHwUymMVuLcnF39uzyI9yMEbyg49RyvxkTKDkop93pqD1weK8eZouXp/Rq99SG3yJ4F5c1sSOcd5OJM7Q82CI8kTcDNnMa5nJeBJ8Xo0jh%2bJcdx%2bmEGHtNDFEFlhHqpAO1NI%2bRylr4XGCitEff82KNa0QBi5JH/BQOVIQT/46PVTebK%2bgcuAr2E98BvISQsUrAEw19aCCYGxyNkENeNtsD8zEj9WJ%2bNhXTreNW/Ex3Y6uQM0EbpKaAyW4VlLFn7InY3fKO9/ON%2bCD2ea8aJrC%2b62rieRy8HzXczozCcG5FLh5BFoBL4%2bSmpPbu8JtcaLTmqV/eQM92TjYcda/N66Grfqk/HjlngS2FgczwzHiRVT8LSIHk%2bcg9sr4pHu7gBf7f4I5Q7GSBJ0J5aWyspAFxaGAqWtkP2vFe5jhJb7y9V73YIQ1kJXnnKSUT%2bMMxqgCuCR4NEstdLqRwB8C5PBA2BMxoKSNOZ6OmDHLH9sJxE6XzIPd6qT8HJ7DvV9EVneYvScIOEi0XrRkY/f61fiajG5RmLDXaL6n%2b2M1d1MJ1uGVwTAM2LACwLg2d4CPKdeZxT/9ZEKPD9KYnmYgDlIk2I/OcUDFJ5aVxGjVuGnqiW4WEhtsDYSe%2beH4LeM5XixPAlbvEn1hwyGL5k3L9o9BpObJUGXsgZByBqk9DTiaO4J6g35D4AwU40RmmxryAqVaysnm/THDNNvVNPk32CC8GvIB30N/X4khP37YyjpAL0UM90ccJxy985FQThdEoufKhaQ6q/DczqpF5QE/%2b6uxot9zCnm4EFbJu6TnX1IPfysuwJ/n6nHm9MNFIo05ubvI5V04ptJ5TeTcyyBkhjy99EaKOm1r7vJOpODfHYwm0Cj99qbQexZg2uUP77Pi8GZ7AiUh3sjRGGG6c7usNdlw0uLBT%2b6zpH6ehhtoAdvPW2Vjb4WbAQ6Sl8rmSYLGPbRAMkQjSvyEmuz2AO%2bVXrxvkWk2UCVjwkf5mSHWTQFtPr1B2vAIFoDofUNtYX%2bUFyYOwOtxILuTTG4WrkIj/ZQkDm4Do8O5JGPJ/rvJwBIBP%2biPPDkIPl66ud3J7bh/SnyClTg%2b33leNtCp9xEjKjKwOO6NDwkEB/upjxAILw8Qf1/slB9e/wphSMmID3Yn4U/dpEJ27oE3%2bfPxnfkBkun%2bkNhKIMuWwCR0BCGQgkUBlyY9R8Iazo4Nz5fZcunXKCrpTQTGqgBkGk2zT/2IA0Aul9/xeIMGay04WpDztZRSSVyaOuwMWTwUAwZoKUGYPC3A9RegEVscBMbYtFwW0qCs3ClehGd8Fq8oYt9uJ/5c1YxnRYFE6L8o/p03KtIwt3CBDwoX4E/SlLwkLz9varluLNlKe7UpeLm1uU4s3YuuqID8cu6WNzbnobHR/Pw9txmvD9TQczYQCGI4u7BXPzRlk4asBDn86PRvWoisiYHw81pBAzFckjERhCKZBAYmsCQrt%2bQzQN3yBCVVEebDlOb%2bQykunIrTp%2bbooYGGivcj3yyqYiv5OrpYZDWUBWbIwFrKA86uhwMHjhYXbwWUzyNQn0dHQwezIIx5ezGpLG4SADcpUD04cwWPDqUj3uU6n5vXYdreQtxdcV03NxfhD/OVuPN70fw9Oc2/P1nF94/P4N7N3bgwqlynKGiDi%2bagssLxuN%2bNRmkQ%2bvw8tRGvL9YhVcny/CIbPNDWo8OkBHavgoXCqNxOmcGDiwJxuKxk%2bAXsBSm5p4QEwASkTF4AiPwxSYQSk3A50tUhmwuHMUC5UQHCzUAnkaS/wAYytKg8TUBwNZjK/UNhOAKTVX6PBNo60uho28IFksPLK0hYBsYQEQnb2xkCksLG3CG6iHezxo/lC3ENVJnZTf1//kK/EaKfas%2bDVdTonAsMQJXaAQe2bke18824deLbTh/sAynKNTsSV%2bAQ3Mn4%2bqUkbhPEfsJxVwlFf/mzCZ6n1K8ofd62pWLv0gEH7Rn0lqHX2qX4OyG6eoRuH3OCMwIicXwkLVwHTYTPKExRHT6fALBgCdRfy%2bUKlQCCT3GkyqFBhoG8Ll9ANDnaP5ULBZLWUMNREqWPvUT10Sly5FBn2sMDl8OkUgOKb2xXG4GI4U5jOQWUJhaQ8ATwZqji7blU3GJLv7PdnJ3F6rx9BSFFhLEuxUrcX3BRJyOGImmicOwLzkce1PCsXt2ILqmBeDq1BA8SZiNF/nL8Ne2lXiyfQWFnlz8faKA6F8K5XdFeNCZhT87MtXi98euDFyuYHLANOxdHIyqCH%2bEBibBMygLHqOWUfF2EIiMICD6CwRSunZDsIWGKr5EAZ7YVMkRmaoBoK//A4CK1TCBY8rS5cqVelw5DLgyFZ/eQCgwhJDeRMCjxZeqv1Y/JtTsIoEEOgO1EEdacLJoLq7Wr8CjI4VQnivHwyMbKNSk4HJOOH6LCsXzWdPwNG42nqych9cbVuD95nV4W5%2bHx80knM1ZeNm%2bAUrqdQaAN0dz8fZMCenAevzevpqCVw7ukVW%2btTMV50tjcGjNZOyI8kEJ9b//6Ax4BGbDYVQ6DE18qQ1ktIwhJfozLaHHFas4dO0cgUzJFinUAHCERv8BwBUoNGLIs2JxhXKlQChjilPxeULw%2bCJCkooXU/EiqfoNRUyf0RKT2EhoCfkSmHH0URE3Gt1kTi7VL8f9rg14fGQd/mxbiV9r4sgMReBW0RI827QKyloyQA05eFSbhgd1q6l4Es%2bDTBAqx5tuMkNd6/GGRt9rEtS/qB1%2bb1%2bjFr97hzbip8YUnNw4E80LRqEj1h%2bZk6fCMyQfzqPXwjYoF4ZWYcQCEkOZifo69fV40Nfnq/RpQugaCJW6XI0T1GX3uSkqFmo%2bL2MokrHEQkMlUxCfJ1GpT5jeRGDI9JEcYtqZxWceYwr/FxBzaztwOUKEWIuxZ/UEHC2Zg7PVC/HH3kz8tn0p5fel5ASTqXcTcad2Of6qW6Nez7evx8vWPLzpLKL8X4me01V4e5x6/0iu%2bsMWyuOFeEDm524HjceuAvxGOeEivUfHynFonO2LI/ODEDdmFlzCSuA0Kg32wethZB9J9FdAxIgfsUBXjws9Xa5Kl4DQ1RcqDbiaj8joGfQBgOis3kUiCUsokCpFxACxyEhFi9khklDRhv%2beOsMOZtQwgNBuRGJoammn1gNjYknKWCd0l0Sja9MsfF%2b9ALdbl1HGTyQHtxKPdmWSWaLTb6PCKQO83ZWPt3vJOR7ZjA/fVVIMLsXb7nxiQT5en9iIpzQG77SnkaCm4f7hPNykSXFkwww0RPviYEIo2mMDMC4wDk5jN8F5ZDJcw3KhcJ0HocSMACANoOum04euLkelY8CDnoFAKeBJ1QAY/F8MEMk0QAgkLCpSqS5cKFMxc1RCKDIACKWMsBipi2YeZwRRRiibKSxhZmELI2MLePnOhpuNF0qj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EcY4/FG2Z4yppfuWWNpZuWTNwUUyFm6PY1RpmLATJstZBkroLbTDbW8ALuWqjztStIs6EbtNBAgOElhDoYI8LHBXepyvGhbglAXMUjNgmhX/F88Z9NhW23KAG8f/Mcc1xsOurymHwbVdCJXu4DQgViKaql7xbPBYQbLMhOkWuy2AIXH8/g2ZN5vHuxjM/PZvFpuhdbXVVYKOPenxOJsaQATNzxx1SCL6ZvuWE6wgkz1yn1CBs8i7bFQy5A0zztsQAj1DpeQbKpOq5rn0Ow%2bnEEqR1FIK/XtE4iykDUvzpuGV1GFH8m2FgDgdb6uO7pIBe16fEBCeBnCNtPl3/YFUTS20rYBvDxzQs8oK/vbChQAOBE6OM%2b0NMqng8WyEYoACTHR6IwO1UuSPN0gU%2bfzOIZfcDm6iK%2bLPM62IQFltFY5i20RXigMcgRtdzjm685oTPUFV2hLpiO9cJKohuW2PwehhpimLa30lED0brnEah2En6Xj8H/8hEEqh5GgOoRwjjB%2b5PwF6F%2bCkE6FxForEUABrjmbodS/i0zk0N/CGB4%2b/H6T2PxBwB8fc/HtwRASXc1FkorPEWTI/YBAUG4QfGUOJ9boABQkJOGYipAeIBnAgAVsLX2FF84BpeaCjGaEobhpCAM3PJEW6Atan2tUepugkpPczQEOaAnygvLGUHY4khcpQsc89JGgu45eJ4/DM%2bzB%2bF1/gjczx2E05n9cOZrzheOMI4zjsGDcLzUT8PfUANBtiYIdbVFPg9mG4BohOIqAOxAEKPxDwxSv/L0xWt7Pr19iYczI%2bhuKmIDbJMjUWyHckOsKpCNsIAO8B7tcGFuOkq4IIkHqQLAEldgMQk%2bPZnBQnmKTL4/PhAlPlbI9raDn44GXC6fRrDmOSSZaqPIyRDL2eGcDNfpAI0xQQDxV8/C5eReuJ7cB/fTB%2bW928WjuHpkL1T3/wW6vJqe2C8BeKqegPeVCwi2McF1ZxvcoTsVtnx6rH9HBbsByF7wk0XeHRLA53cbWOCJ9jSXyG1QAaBeAhBuUJSBeEKcQjtcmJu2C8AcATzEi%2bXH%2bPp4Eis16RiJ9UGjnw16bgWgPzYAqXZ6iNO7iHjtM0jTOYuBQDO8KU/A2/wbWAo1Qg9X3SSd0whXO4w4jSO4dXEvkjQPsydoIs30ImKunEKk5in4nz%2bAUDVRFsfgd%2bUcQiz0cdPFBkHmBki9GYr744M7ALYhfB%2bLimXph23xRwAvsUhT09daQQ/Qgmna3AECGOxskGuxWDvFk6HUO9Eozs9AaX66XIOF/AWAlwTw28I41mtYGqkh2KxJxqeOAqxnBGIt3gmL4VaY9dNnt7fAZm4YvrUW4n1hFI2PIZpt1JGufxYZ%2bqdRa30BAy6XaYLUMMalaJKOUOwEtXSC5VYXkWt%2bFlE6JxFEoEGmVxHhZEkYKrhuYSydqYgdAOwF22Nxdxn8oALl4zQJ4OnDKfS3VysA0BSJ5Ae5IrfUFqGJAORGmBiD0sIsAsjAY/68ALBMH7DJEviNW%2bC7TibWRQvcmY/nBZFYTfLAcpwDHoVaYCGcy08Wk2/igtSYh0%2bFkQRghBrzy0jTO4dsg4soN7uAfgIYpQMcYgwSxICbKlodL6PM%2biJKbIQlPo8IjscA0yuIcLSAn%2bZFhFIFU/QxU6N9O31ANENhj0d%2bGon/FMDSo/sY6KyVT4QkACYvnhG00g43cyuUG2FSLMoKs1FWoACwxAmwQgAvBIDH4/g6UIkPBPCqLgWLdzyxGOuMxTgnLCd74XXJbXxtKca3jnJuidwUy27jcYA%2bqixVcVfvAlL0L6GUMAacL2GM2%2bC4lwaVoIohdxX0uKmjlgtRBQFUOHIcmqnBj5MgwsECPtqXEGZjylHYTwC9OwBGdwHY2RF%2bArD9OE32gOXHs0y6HiO9zTsAhtkp2%2bvL2QiLuBClI50Ayouy5Yr8%2bMEUltkABYDnBPB5YQLfBmvwqT0fb6uSsJ5G85MZgK2CG3hVGI73tan4rbcGX7vK8ftQM75VJeNZsDFqLGlxKelEXZ6w2UWMuF3mLqCBKQKYIIgRKmDAWQPdrlpodFBHuYM2osw0EWB2FWG2RnBTP4fS9ETM05fsngS733WWfmDXJPg59nyiAlbY0Ia7mwigSQIYEvek1MFNSzTCCspeAKgszpHWWABYYf2vLBEAfcCnJ9P41FcpAXyouYctNjkRH7gLvKcr/NSYiV9pkb91VxBELT6VJmA1whrt9nR9VEAcJ0GxmeL0Z8RG6KmBaQ8NjLmqoJf7QIuTNspphVPMNRFkRCNkoUsAxnBVv4Am/n3CmE0KAKO7AAwpAAz%2b0QOT3QC%2bvN%2bQDzXFU6FtAAoYLdIOCwCVBZmyBKpKxOcIchQAnj3E6tIC1qmAj4v38b63Au/Y/N5zC3zPTv%2bxglGZKOMDv35fn4Wv3VX4TDW8SvPFsxuW3PZ0kExre5sTIs/kAsbd1XHf54qMaS5EI%2b4aaOOkKLVWRxptcCgXIR99dQLQp/RN4MQRW8sDeUBjJgBMKD%2bDIAAMbyvgD95m/6EHCADPmYyQv4j7Iz3yocgovyneLm8lgGr%2bkrSkGNSWF6KO%2b4F4DC7kLwGsEsDTWXzor8a77mJ8bM%2bjClKYaArelcXjAxXw8q43XlXew39M9%2bB1YTSWouwww5FYZKWJ21xukoxUkcexN04FTHlqMnltCWDITRONdIo5lmqI5M/46V6Gj54KQqyMuBYbwkNHjQ62AnPTw/IzB%2bIzCOIDGDsAlA9KBnaboX9ogu83sU4AY32tOwCE/Me4UfW0VFMBhagpzkQGp0BDVbF0hwv0AQLA2rJCAZ%2bfzePzcCM%2b9ZThPVfh941Z%2bMiTfi8WomQ/rMZzGyxKwONsRvpNjF9zQLuHKaKvXoDXxRMI076ANKOLnAAauE97PEkI4%2b5aGODp19mpI9GUqzCTD9C9BA/t87hmZYhrZrqI8rCXzU80QfFOlfwEivzAhQLAD/vA7ockPwKgAljL4nHYdhMU8h/nPxZLUXO14sMT6QTQUlOMZnoDYYTE6a/RAzynAj4tTOPraBMBlMtt8FNHCT7SF7zKCKUPsMXqXX%2bsp19Hk50BesN90HfTD%2bVu5rhOh2h2eB%2btMCFoXEC5%2bQXMeF9lA6T8RfOzU0M55R9lrAZ/Jh%2borwJ3zbMIMdfhvSpSwvzl6YtPoWx/BGd0uFfx2QLxtjpzGFA%2bJepXAujr/QnARwFg%2bZFcgkQf2AYwIQHUokUCyJYl0NtURsmV4sHcuExexIv1p3i7MImvY8340leFj11l%2bNxNEOWJWIl2xkKkE16X38VWSRKWc2/jaXYcRm5fQ6G7NSIo4UDV8/C9dJZxGllcf4fZ8UddNTFE6XfYqiHHnFuigRpP/zKCmLSvnhpCTLQRYXUFT6a68Wx%2bTKpgfFQooA8jBDD0RwBk8t8/ZiPuBZQ9nySABS5B3wGIx2LiuYBYiASAurIc2QQnmdhodw3Ep0rWVxQA1tee4RWXoS9jrfjIRviBAD52FPPEQ/Eo3A6bXI8/tBXjbWM%2bNmoysVqciIFwLyRZ6OGGrgZCNC8hQOUcQjXPo9BcDR2c9b2u2jRF2mixZfPj3A/myYvTDzBQRaCJFsKt9DFYlY5vn9cwP9krP4s0RgCK0%2b9h8hzlA11MvENGf58A0MbkdwFQqkCWwAsCUHT/Rnkd404wSQD94l2iarEQ5SKNJXC/v4yv13F7FAAWFD2A2%2bAGe8jH0Wa86yrBm45CJpuFxSQ/rOTexJvWIpZFKbbqsvE0NwZPcm9hONINld5WyHcxZX1rIZaNMN7gEnIt1FFvpyFnfqfLFdTa0CjR%2bQUaKJIPNtFg46NrTInDCieP6PKjPP1RkTxjmPUvTn%2bQpz/ABtgvklcC6COAXgKQny9ShnhNNsGXTOb%2b6HcA4/2K5wJiJ2ipUQAQPmCsswzDPOHZyWH6gAcSwvO1RWzw%2bp4KeNtZhNf0AqvFt7GUfwsvatKw2UwgXRV4Xp2BJZbBbNp19EU4osXfHINRbqj3NUeetQbyba/wqokSO22U2Wqgxk4TFYQRb3IZfnpsgJR/ID2Ap54qSrNTMMsy3P6Inkh%2bhPU/RACDBDBAAP0E0Mfk%2byj/XtHQmWw3AYjo6m5BN6NHAWALG6uPMTPW8x0AG6J4LiB2gmalAtLvxnIsVjJKMTc1LJ2gKAMB4AUb4bvJLiZfgI2mLCwVx2KlIhHLPPXnnP1rDXlYpmQf8vQHb7qixcsYfTcc0Btmj5YgS5S66qHQSRcFjjrIY%2bTYaiGfza/UXgPRVIAvFRLA%2be9vqAkfoytopDudmx0lgF4JQQIY/icA%2bn4EIJLvosvdASB6wMbaY8yO9%2b4AEM8GxVos9gH5TKAiD2kE0FZXRndYLq3n0m4AjLezA9jiCHxBI7RSQQWUJWCxoQAr3dV4Up2ORTbAuRh/jAbYoc/VCAPeZuh0N0Stkx5KPYyR7WyATCdDpDsZ4J7NVdwzV0GRvaac/75CAWyEAoA/R6D40NT9adrfMdY%2bAYwI%2bf9PFCCT/x4CiAIAFTA30bfTBEUDnCYA4QjFW2QNnP2pyXFUQ7GEMDc7hqVnihIQb6%2b/fM5G%2bGAUm5T/y%2bYsrNIALRbGYLowCR3xYeiMu4aGQDcU2lmg0MoYpbYm3PAMkcOlJsvsCjJs9BBPfx9rcZVe/wpira4ikdLPJ4DrRmqyBAIN1eFHFdwK8MB9NuEp8SRofIAA%2bjHCGB79DmBwSNkDBjokBAUAIf8WJYRmdHU1KwCIbXBjfRFzkwM0QM3y5EUDFO8VCEPUWJkvAaTfu00lFLAnlMgxuMTGt7aq8AEvnz/F1tN5bLLWXzTnYL3iDuY4%2bzsiPFHra4%2bOAHfkGO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JQmoSPJDXiINWI3pqKyMRlvtInTXMXTVMp5AaPpaGAiECIBO7QGUcJ4igHR/OdeXHcK3qfwR7mrFR7tZIcrNhpYbO4wPl2DfnlG8dHUvrs1txOunVuP7h9QB7h/G84dH8PmNWVxaM4QTZHInaOA5PlyNEz1l2FkWj49mV%2bJAZx7aaRUW5L%2bzrxz7J5pwY9cEzq3twqqOfPSUJqFBHYpmUkFdRogIoK4mGQ0NCeisW4BeqnuCwFNoBlsJQK0EoK2WSkBbE2xOD5SWoSR/brgwnK8W3tFRWPPJ3naIdrVGHAEYas/Azq2DuHBxB269tBOP5zbgh9ePURc4js9v7iXn34ybO8dxZrQKu9tysKUuGVvLY3C0IxvPyTAvTlajyN8K2SFybBqswsltk5gc70RlcQr6aSjqL09Ec34Y6rKC0URRkuJDtR%2bN9powdNfroK%2bRobeB8T31TDPcRn5QJwHoqCMFtGgJoC9PekusNzeEGyoK43M5V8R62fIp5P5xnjYIIS9oLI3H1nUduHhxJ%2b5S3X/w8nb8%2bPgknj08hj8QgA9e2oHrB6exkpJryovB0hwOEyTrWzsG8Udql2cnqtAQIyegRqiKC8WxNZOoqipFUnwUOgvTUJcZgSqVD92%2bEm05wQQiEPVFcVQSduil5Pup7gkC39NIADoYdSMJAJ2y/jYtAQyo/UUAAzl%2b3FB%2bIF9EU1mcrx2fFuCAeB9bBLpYIiVMgaObh3CVpr671/bgszsH8D0p4IsHR/DxtW24MN2JozNjqK2rRHNpHkbSojCWl4RPr2zF9zd34sJUK/ozA1AW5oCcUE9Mtddj31gvNnTWYLQmmzwgClUp3migxNtzQ9FWEI624ng0q43RTzU/0CwG39fMNEu6yA8aJQB0ygY7tATQlSH9XqAv24drS/Pks%2bhFFse68Tk0j0d5WiHe1xYpNJndWdeLNy/vwr0rO/GFYH4PZ/Hd26fxKcH46MohPH/vId57%2bRSODdRjOi8O17YuxS80K/xwZz9eWtOPNtry6uI8UEbftyzWG0uq0rC8QYXplkys78pBfxEZIUFqzwtBB4WwMjenm2CAan6IIAy2EIAWplnaTX7QJAGgUzbQriWAwihpGyyOduYKI51JAXL05yn5wmhXhLtbIDXYDhn03Ln%2bMvxw7QDevXcMX94gAHcP4PnrR/DT22fICGfxweVtuEEzwrGxGtzdPYLnt/fgp1cO4psbB3Fz7RL0qoJQST2%2blrpMDamsnXr9VL0K%2b5eUY0sXqaY6GT0lseguCkVHbiAqwtxpTLbEENW8UPdDrYzvb2Wa0V7ygxYJAJ2yIW0VEO9nIwKI87XmkpS2fHqQHZrSvPgm2sbiaSSNoV3dl0DsJqn%2bfG4bvrlzAh%2bdWUfnTvzwxiH823vn8KcPaQy%2bvZfG3z48nl2OT89twnc0M/z8%2bin8QvPBk9lNWFGciOoEP/IAH1RwcjQleGK0OBorKhOxpDAGg6VxGK5JQU9RCLoLQ1EULKcx2RpLqOaXtBOEdsYPtjHNGAHoewGATtmwtgBCPCxEAOGelpzSxZx2AXPUpnvz7bkBiPGlNqiwgqO1IdaVZeCHAyvw1oYhvLNvEs/u7sZ3Dw/i3z96Gb88uYxv783i6YXNeO/YKjw5MIU/nN2O71%2b9gJ9oWnz30AasLE5DVYw38kPdkOphgjoadyfIXIXooaWoIycC/RXx6CsJRyd1hKbkAHQUmkMwvaUUdPKD7Uwz3k%2bm2CoBoFN7BWRFSO8IqSNdubRQJ74wxgVtmX68KsQJAS4WiPC2gbeTKcriAvEtDTX3aLz99PJefHNrPwGYxR/fv4IfH57Gt3eO4tNLu/FozzKcoN5%2ba/0Ifrx/EV9dP46n5w9iV2sJ6hMCUBerRLzcFG2JfpipTsPq2nQMF8eS7DmSfzSVAZ20CHVlE4hSAwx1kgLI%2bIa7GD/cyTQTA2SIbRIAOrUHUJHgJQIojfPkapJ9%2bNZ0X9QkKvhkJW1lHtYigDCFDZQ0Gb60ZhDPTm7CU5r4vrlFxkdt8OfH5/HHt1/Cz%2b9cxSdz23COWuEUzfQPD63Hk51TeLR5BV6lvr%2b%2bLhe5vi7I9XZAEq28jdGe2NasxtbWXCyrUqGnMBpdRVFUApHoLohAZxY9rrDAECU/QsZH5scTCM3kIBliuwSATtmwtiYYr7ST1mE/Wy5R6cCXklNXxiv4OD972s2tEexBs4DCFh6OJhgqSsO/3T6Or%2b%2bewJfXqRW%2bcQI/vXEa//7eVfz87jW8QaWxhVbdo0sa8Nm1E3h%2b5zx%2bfngFT45vxomxFvRTUtWx/qiJ8UUL%2bcG29jycnawX31DtL4kXAfQSgC5SQ0c2DUG1hsLNY4TqfmkP4wmCZvkQGWKHBIAUob0Cwj2ldTjY3ZKL9bPjK8icWlR%2bvDpMLt68AEAYhwNcLVCSHIZn5w/hy2uHyfQO4fvXjuOnR6fx85tztB3O4jStvxdp4/tgbj%2bVyVH6dyfx4YX9uL1nJT64cABb20owUJSK8YpsLC/LxFRVOnb1FePIWBWGSmjwKeRoRY6kBYlDcaoBaNITbh6jfSIEfqSHaVYsEUtCBECnbGm/lgCivG1FAJFetlwsDUAFMR7ozgvmS2gr47zo9glAKCkg2N0a8UoXvH1oM36%2bdQLPCMC39wjCq0fxHcXrh2nnX9uHT87txqfXhecuUaeYo9V4Jy5NDeIPc4dwbLiFks/CWBVFaTqW5idjpCQRG9ppPaY22FHAoZ9KoSHDH5lJNPDQ6ktJY4yMb6yP8dQCNVNLRCgiADplE0NaAsiLln4xkh/jzhXEuPMVyT4YLuX4klgFzQBOYoQpqBTcbRDkbonq9DBaeFrx5vHVeP7qLAXtBBQfnt%2bEG6t7cYm2vQ9O78CHx3bh7trluLdxJe6uo1V6Ygiry9ToU8WgLZVDbVwAGpOCsKO7BOvIB4QS6KTxeZBaY06UPdLiGITVV5C/YHzjA4wnCJrppf8KgJ7XchIskHYBOrm%2bolC%2bhhaRikRvvoSWoqpUalukCKEUQtwlNQQrLJEf6Yh17dn4%2bvZB2gjpth%2bSF7x2GjemunFisB7PLh/BH04fwKMdm/Fw9zbcXrsSp/u6sKYsD52qOJRH0qAT6YfGhECcm%2b7C1s5CtFIb7KZtsDsvDKFei5GeQAMPARAGn2WDIgSelKCZHhFVIQKgU3sF0PgpAmjIDOCasgL43vwQUkAEP1IZib78YGqJ/kgIcCYvsBVNMZxgVBGc/Ag5Zqc68Pz%2bcTLDs/iFusGHZ7bi/p7l1BJP46f75/HL3fP47vp5vLN3K26uWUZb4SANRJk0FoejNS2MpkEO%2b4dqsaZFjWZqe8JbZMVxCrjaiX8DgN5mSf4igEHG021rVo2KUEQAdGoPYGmJ9BciExXRXKc6hB%2bmQWR9axI/UR2DulRfdOcEIodzFwEEulFLpA2xNcMPZTQvdBYl4ZMr%2b6kMTuHH187gyzuH8ZS6w7f3z1L9nyY4Z/DFlQPUHVbiDrXCs9PdmGnIwXBJMoYKE9GbH4eZlnxM0ErcqubQUxCJKGq7rnY6yEkRJz5R/pNDIgQJwJhoihKAPiYb1RbARGW0CGBVXTzXlUsAaAydrIzi61X%2bNBL7oDzOE1G%2bDmSEdlDKrRHtb49lNVFoz/KjpSUaH18%2biM9vHcGP1Am%2bJGP8%2btUT%2bO7ReZoUT%2bCz6wfx6c0j%2bPzmMTy9dABXNy3FnqFqTNVmYaQsFUsq0jBQlkKTX4wIoC03nEBbQeE0TwTQ/wKA0PoIAk8q0KwkACMvANApm9RaAaWSAkZKOW6gKIwfK4sg2St54ddW/dlKFEd5UAskA3STFFCa5I2NrYloVgnv2lTiq1u0EV6lxeiNM/iOSuH5mxfx7OE5PHvlFLXC/Xj/xBY8PbsX7xzZiPMrerB/sBYb24rI7JLQX5qC9oI42gCjqQNEoTk3BnJHa3g66yA37V8VIHiAoIDpMdEYJQBUAsuHtQQwXhEl/YVISQS3oiaGn6jg0JDizXdlKknqSmSGuZIp2ULpbiXuBlNVYdjTlYS4xBTUzBwlmdMidP0Yvrh7HM8fn8M3NBh99%2bgSvnvtEqngND65SGa4Zx1urFuCS6sHCUADdvRWYrRChY78BDRk0xqcw6GFoq0kDeaObjA3l4l/FEGDjghAiDECMEomOEUmuPQFABqOZOPaKqBTLf2NUEtWEDdcFM530E5Osud71UGoodsuinRBY5oCebFuiAvzQm6OCrF5NTBJ6kDTvhv47NVrtPIex2d3TuHtq/vx3u3D%2bII84ad3XiZzvIQvCdCru2ZwjVbi%2b7tncGy0FZu7yjBCQ1BdRgQq0oXg0K6OQUNJFsycPMDmG8LbayFqSqTkBecns%2bMpcQ3d%2bL8MQsN92v6BRPyLXSDemyujxDOo78f7WPMZgfZIUjojJiwIsakqOMfmYWFECRZE18MkuQPGKZ0o2HoFrz96hO/unaFZ4DzeenkWDy4fwJM7J/HRvZP47PZRfELl8ejIapxd3oa7u5fh/EwvZhrz0Z4bh7LUCJRnRKFBHUfjbzQKCvOhb%2buGeYtNwOYZQbZwEeROOshM00V3i%2bQBM%2bME4J8KoBIY0XYOiPGR3g%2bI97XlIjxt%2bCBPJyh8lbxVQAKMQ9TQDSkFCyiiKIZuZC3MkppgldkLvYR2qFafxewr75IJUhd4%2bzq%2bfnQFH9w7h/cpPnpwEe/TxHj/2DqcXjeA9V0VOLCCev6SZuoeKlRlxKE6OwH16ngy03g0ZEYjvqweelZyzDO0gu4CY1KCERjTpdCBvoGM9/GWaUoKdNFcpyP9brBSR9at7S5g7hsjArD0ieSM/JP5hUGFYCGVPAutBQssB/PNgY5XOlhQKfTim2GQ0AzrvFHMj2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ROwQFHEuOHqewSfcUvKLHeYifGbWx8W5jAiUgOfiY8QJ46PC0H1onDCV4k9osv/w2xyRBzplooP%2bySMcOnJAZnofe97axeuvv8ZeeX1r3y50dQ7i4WBOnjKMQBHDaPH30vJILKzOoK0jABx6G2MLI7EiN/RNDXh9/x7eOrgPX38H3jq6jxNnDWkfrBV1TxKWHBAxEtEUBrbXJDJ5PofBzjw6m7MYPZdJVposaRk%2bKDPc5Ig9d0QwulpAiYAwJemvsStFrFREWxjS1p3C3EIxdb3xxInq%2b4aLo0XaygifwVTYZml7EgcZZzvRplM2uhzUO8B%2bFQOMbU9gaHJU6HAQbX0B4MxRtPUOsmv3G%2brC33hDdV7nrT272LPnTcxEAJ0lSwf62GFtdZKUNC8KZBGyczTh8BFN9gloh47ul3toYiUe3dBSIVoSjZMotLWnDTrG%2bryxfxcBIR5oHT8i7/dgZmlEXIg/jlZWmJ0x46ycED9ZvE6bkBTpTaXYWoYsNhl5XnRIICqWdXtjsYuWtlR1vnANsKGyKoLunlQSUz0kpFmLLboQJ%2bCZWhzHytEQj0BzbB0ll9hJCnQRMTY4yO7De9GwdDqNqYSVI6LUmof2sl9zN3v2vsFuAUBV8J633mTXnjfYL7TWOXoQLwlA9rbGIoQ6WBkfJybBlVBRci9vc86Y6KKjd5gTMj6aR94mryCF0dFOQiPcyc51Fl8OIL8iHzMHSzQ0NHhTc48AryU6Yoe7gyNnDMVZzkig0j2O9lG5l/Zx7KztcLS2IFTCWISssx2NGShzwhkZqBShS8TY1RBnyRix6V4oCwLxlvdO7rLXiIXniRBaSIMdZCFy9T%2bLtZsA4HwCE9EDzeOa7NUWAE5ZSCqzPi0acIw3pXCN1zTQ%2bIk8nBS9e99uXtv9Onvf3oWBzLiFbFIuTmbYWJxh//630Dt2iLAoa5lxC8IV9sRIYLIQu9sn/mpse4qaqmx%2b8uZrnDY2ICvfitf2aqB15Ahh0QrJ5GZo7H2dM0YnifL1ISHQnygfb7zsHKRge8yMTAWMs%2bI6xzmipYORoQE%2bErfbBQCfYHvamtPl/nFSuBON5%2bJoG0imTCwvpy6ApCJXWbtla2yJFAs/i5sIu0eAqdSpyz6tvew6uIfdR/ZwQEZfw9fZnNgAZ%2bJ8HEiUTa8wwI5wCThm%2bkcxOSHCKEXqiXWZmuiJlR3HweEM1gKECqQ9whZLuxMYn9UhMsqFyFBnUhMjZd6FvmeN0D6mxU9eexNnRyu8Pc0F1NfVnf/JT15DR%2b5/RE%2bL2EBfhqtL2BofYnN4kLnOfobaBykvqCIhKhk3excOah7B29mGC6MFPNnp58n1bl7cG%2bXmlU7au2O5eq2C0QlZjjrETsfDqe0PomM8UUJUqCRYe9kBxN1EFLWl6xqv/YTXhNV7ju1jn65c92bGMFWaxuX6bO4OVHCvr4Tt9iIuVecwJx1caixkpiaXoap0%2bmrT6KmWDSw5jFhvB/F/D1IjvAh2syQ91Y/ivFDur19keXIIO3NLsUxZtW3tCQ4NJyo8HEcnF/SPHOTt3bvUQBwT0UwJ8OLhxQl%2b/d5jXq5f5lr/AGON3VRkl6OMUxKtCEVz3yH8PRxkQWpkRUJP/3Qml5Yq%2bO7LbZ7fGebudhfNXbFkVHnQfj6cloEQ8up8KauSBJjhKTnHQRLpUd7c/wZvHtrD28LQ/ZJrDsjRWO%2bsYvtcA%2b%2bMd7Az2cnORCcP5/p5f3mUj9em%2bGL7Ij%2b/c1nOCr/YWeNr1es7q3xz%2bzK/vrfOL24v8%2bnqGC%2bWzst3hrh2aZyWkiwyYiOwtbTB3uIsVjZOmDv44uEVyEpHKYPFSRREeeNjb0lhmB%2bfrs/zh0%2bfy31mWKkrpyY2nig3%2bbyVzL1vAGanzPBwsWF1tZr63kSCUx3oGcji6w9XePX8EpdXatQLU2FzKDWdIZQ2%2bEoY8qZa4rwqFSokHQbFB%2bAT5ou5mznakn0OSQLWUgWh9e46ts41cXO4nTtjXdyb6uXR3ABPF0b5YG2GF/JwLzcu8unWIq%2buL/HFjRV%2bemtVjoCxs8HX71zlp9cX%2bVrOw8VJLk0Mcm1%2bmIToKCwsHXBx9UZf/5SEpOMUpibzr08f8f3T6/zlvZvUZyTQmhTCy6UhAXiZFzNtTGdFUeDlisLKBjczSyJ9/EUXnNA7epT0fAUZ%2bX64Bxirs/7nH8qzPZlmbDabGNlkE4vdKO8KolS6n5HvTn5DqLBCttccfwlNpcxfmmZydoKG9mZc/N3YqyMieLmjhqs9DWwOtHB7tIu7U308mBtUA/Du5UkBYZYXa3NqED7bXuLzmyt8LiC82l6W12W%2buHmZV5sLvLo6z%2bbsCMvTw6zPDlGQmkBoYKCIoh37D2ipKd9dXsAfP3rI13e3%2bPb5DlNNVSzVZfKb2/Ncay1kONmX5iAZGaPjOB7XI8DCkghXN2L8pGhra8ZbKtmc7GC%2br4rl2Vo%2bf/cC79%2baZGGqipH%2bPDqaE%2bjsTaFKVuZi2WXqa%2bLoaEpjWISzrSiBvoos1oZ7eLCxztrcHHFRCjQWWytZ66pjo6%2bR64Ot3B7vkVHolTEY4PHFYZ4vT/D%2byjQfrE6r2fCZsOCVGoDLUvwKXwgbVCB8LiBszo9xZW6E8%2b31NEviC/P3k2ygL3a6nzdff5PNsT6%2bfXabr%2b5e44f3dphormGuNJat9hwUliZkulowmR2JkaYmtoYnsDquj7GWloDggp2xGUM1Zfzlo/v86t41fvVwi988vcmvH13nG7n%2bZucqX95Y5OONGR4vDPJovo%2bHU93cHmri0Xgrm10VrLQWs9ldxlZPhfrvl9vLBYCGIlbbKrjWU8f1/gZuDTazM9LOo%2bleHs/28%2b7CCB%2bqmLA8zkcrU3yiAuHaJT4TRrzavMSn0vlX6xfU11sXx1mT7rdVFqIUDTA8acTuvQd4TZxA%2b9BhXsr3vn92Sx56m7998phzFQX0pCq4N9JMip8ni21V/HRtnlgPX6I8vEQHPIhwk2VGmHTykBblyXH8z9fv84eP7vLXTx/yjy%2be8vfPn/Dnj%2b/z55f3%2bcsn9/nrJw/5w3u3%2beH5Db57usWv7l/hF3dXZFSXBPglvrx1ic%2bvT/PxlWHeu9SjAqCAtdYyNrpEDPvruH2%2bmbtjbTye6eHpXJ986DwvVsZ5cfk/59OrM9Lti3yxdUn9%2bkoFyJUZAWCex%2btzbAtrpnqbSAxXYHT6jKRIleK/joOJEV/fWuF30rHfyvnrh3eZbamhKSGQf724w2ers3y1dYGvri3RkpFNvJcf5wsKaExJJcbLC3N9Q8bqqwW4R%2bqu//bJtpwb/ObxtpoN39y/xi8fCDPkfz%2b/uy6FCjtvqkZWRHrzAi%2buTMk4j/Pu8ggPpbZ3Rlu5cb5JBUCh2uqudlZwc7CBHfnHXTkPJlQs6OL5xXN8ICKlOh8tD/NSFP8TudmnV6f59Mq0uvhPVMCsz/DBnTUeCRPWps/T31iBubExu3aJ0Gi8RqyPB7/cucJP5YF%2bdntV7SrvLk8zXBDPt7fGuS8Ps91bzWhONC6GJ7E2NMbX1IQAszME29tQk5bAC7n3L%2b5u8NWdK1LkhrrIVyK%2bn20t8MnGBenqLB9fneODlUmeL47y%2bMKgnAEezPSyM9bOLWnuZk8tq9LwJWH%2bQn0RGtPlWcxX5QgIqlEo54qcjc5Kbg2INcpDPRBrfDTdzWMB410VGItidzJjHwmSL4UZLy%2bP8mJxmA/l%2buN3Vni0NsloUwl%2bLo7oHtNB64AmB/dr0ltZyg%2bPN2VOhYoCwpfbCwLCKi/le5OJrrTH%2bHBvooNLtflESDR2ND7LiYOHOCiBK83fU5xjWwoXB9pelLOgvs%2bX8l7NQunwZ8K%2bjy6PSaNG5IzyvjzTw2kRvKke7orF3xwQgGXE1zsqWWkpVdd7qa4AjXM5CYwUJDNWmCKvKUyVKJmvFLVsLeVKawnr7WUiIJVs91TzznDLf0ZjtpfnF87xvozHuxcH%2bGBhSFgxyYtb4gb31shOSsDTxRWrsxZoHdTCQFuXwfoGnl4S9ghgn6xOCHsm%2bXBpmI9XJpjICKXQw4Ll%2bnx2zrXQlZqC9fFT6GseRHfPbqZqi/ipFPm%2b/M6Hi0O8p/rthfPCxkleCuAvpPD35PrdS%2bJekmHuS8H3VB0faJTCRdz76liXpqoyz1pbGQt1eVyQkDcjzdfoyYhhQA1CCpMl6UyXZTBXmS2dyBWaFAoIpWx1V3ND9EF1w7sjreqb3x9v54HqTHTxWLLD%2b/M93Bxv5uPbizQWZstmZ4uV0WnefnM3jqbGzLa30ZYWx5ZojaoLV9srWJYuXO%2bt43JTIQ3BjiwUx3GxLJ04ofwZUX8dKT7B241n4kjX%2bxrks/Wi4OJYXdXcGWpWN%2bORKP398Tbuydg%2bnv6Pbt0dbVNr2bYUviWNu9pRwaKAqzpLjQVSeAYTxUpGpOkatbHBNCaE0pocTnd6DD0ZsQJIIkN5SYwWpgoQBTIrhWq6LMhZaSljpbmUVaGR6lV1lhtLBBiZr/4Krg43oQz0xM5AB70D%2b9HTPMDC%2bV76y0sYKkiTLtSy1CSfa6%2bWQqSYnkYut1VTGepBhewhlf42mGnt56gUf3D3bhqz05iR%2b1/pquXmebEzAWKtXQDsrJYE2yT0lvAm6fXOUIu629v99aJlTWz11qrnfV3AWm4qRuV2l8XtluR5VZ0fzk/mXE48GmXh/lREBFAZGcj/gdEmYLSlRtKblSAilSJgJDOYkyRfSmUgO4lz2Ynq65FCpfoM56fLa4bYWSNf3plnY7yT6sxEQj1ceCZW%2bYt3H5Cu8GXlXD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I7rysrz9aHefvWmA7YwqPFev749TJvr1ZTHONEWbwLK91p/KfvrvPh3S42Rsp541oPz9d6eHJZtT1Vy3ynzFFljErEX4AU8tUb83zz1hU%2bf33BCMK7t8e0/wQ3xoppynRRS8%2bSnyghxe8Ypcne3JurZ1VlMNeRS1KgtYalAFq1X3GWRDA10IxIITKrNxf7ilUvlayPVxHtfwF70x9Rr7q8J8v7QC7wwdUhZlrkFouD%2bVwlsNCWSp8oNS0N%2beX7G3z28JIoXqJVyL1LzTy/3ssL1aPhgO/dmdBBmnmy3MB/%2be4aLy6XkOB1Ch%2bbQ4xUhvLff32DTx%2boDY6U6Tt9fHRniPfXBeB8NTdHRd9m%2bXux4Ep3Dm8sN/Inz5e4r8Am6mIZVVm8EAD3psrYmi3l6xe3lIwpskNPUyzxvDtbx%2bqQdKArjwQBUBRvR3uWC4nBGocLk%2b1Jk9eeac9hobfQWIPXlIXYgAs4nzJhRO3sy7fv8clD9f3NMRbbU7ncmsjrMkZ54RZUJIcxodnhzkQZpdH2LHXnsTFew4TEpj3bj7mmZK71FfHpwzm25pp4ohL4rwLg0xu1lEZZE%2bhwnMnaSP7tewGw3cfmcAkfb43z3moDbyxW8v5mF/MNoSx3ZjDeIHGtUw1HmHFVGX59uYV3NgYo02yw1F/Oo4Vqbo/l8pNn63z6eIHKxPOUJ3vquT%2bUkoFJSUGaTGOteTCewWxjGCaWJ3cT52cjemQz35XP5YES4%2bZxqnvnUz9isjGZxwvNdKttJKkPX0y1Z7M/V9QeIifEnHR/Mx0qgoWOLLIDTrE%2bXMT9S000pckNRltwVyJ3WXX7%2baNZ7kvZnyzU8K/frvL5zVo8NeOfO7KL8apw/uf3t/jwZhvrAwV8/lAKv1LNV6/P8Lc/3WblYgTX%2b3S%2btnRuDmbQVeQlMJJ5c6WNnz2ap1b9fKQhg0fzNdwayeTbt9d5NNdOeYwF1ekqgZlaY2LmdI70EDt8XY%2bqAwQI7HRMchOcCXO3ZLZNrVC98pJostSTJ1DscTn9KhM1Yby9LJNSFUmrlHilOZzVnhyeXR%2bgNFazfYTAa47hzlgJ46UerA0V85oyM14ZTlemM0PFfsw3Jak8ZlTPNWxPl/Lfvr3CZzdqiL5wBK9z%2b7R3CP/7L27x8narce9P7o3yprL/5lIVH603M18bwJ1RdamuTLZGc1hqDDIy4vZkJV89XWKmNYvRxnQeX6phtCqYJ3KU20piabgZtRk%2b3JmuNmZ/uiWNDLH9yMFX2b1/l/GHUZP8JFdC3MyZapYblFGYkVLOd%2bYQ62eH25mdtOX5c2MwW0KVz2xLEpOV/qz15vFUracy1ob6ZAduDuex2lvAQHEQD2U%2bnq%2b0cHukmNHKSNW3jMtYOT99PMMdmZKtyTL%2b4WfX%2bNM3xrmvmn0wU87b62384ZstPrk/xDUB8PJ2H%2b/p3m09985QFqtdKTzW59bEgsdz5TSnXGC8LoGtmSoGyqMoVXucasmSwDbQnmDFUF4C%2bXlZlEVb0ZDpzc2JSuZaM5gQm1OD7TE/uQcn2yPYmh/CxO7MYY2a1gxrwyG5wikZj1lRJU4AeJjtpiPHjTv9cTybyeS1yUxu9SWyMaT6u9qtDnGaLNXUm2u9yoTmgo1%2bViSkS5150oRKgdHA48UWUb%2beO3Jviyozw%2bvf/skzfvftO/zT9y/5p19/zO9/9QF/%2bPOX/OTpZZbb09gcLWN7pobXFptE63oBLI/QmspgRRT3Jit443IjT5ebePt6F91FweSG23O1v5i7%2bs5YrgNP2uNUhi3UpzjQku1t3G%2b6JZWRujiSA205euBVHM4fxN58PyZ7drxCmOznYE0c/XJZoxKvyeYUAWCLt8U%2bWrO8aVYd5YfZEu58hopEL55d7eADKfvD%2bWYJkeznTLMCL2G0JoEqiU5Vihft8tu9spyDFTEMa9/%2b8hhlK5qrXVkSoELeuVzPB1ebdG3gtZlKni81sDVewmxTIj1S%2b2EFO1AWTm%2bR3KHEtDLRjfwIO1pzJKw636JEe1Vt%2b8X1Ht5clW%2bQ4Xk038hguaY9idxIiTfVceZczPHV5woZq0%2bkT3tmhDnibn0MP6eTuOpqEuRqRnmKD11lUfTokP1yXSNiQ7y/LXtfMeHwrlc5tucVrEx/%2bJ3vYn44t%2bUUJ5uzGTL8hqDvdBSGqh3FsdCSzFhtrFY8i9KUFbWstf4Crg8Us9pnaGVpEsQU3lss5MV8AfcHU7jdm8Sj0Qw%2bWCkX3aVDjUlc6frheyvd2Swq8zONYmdFBH0lQeoYEUypa1zM9qVKRqYk3pO6zGD6Zb%2bvyciNyNkGOJ7ExeIw5kd3UKnZf7krm34F314YQo2SaXPmEGeP7sXB7DAmFwuCaVUALcpYe3EEXaWR9FVGU5UmI2RxhCCn03KENlJPtcsQR/IiXSmMcaM5O0AZ1kE0VfWURCvIIh7Id4%2bLQRdzg43AjKmkBivjdE3g0sVM2vOC6Mv35/Nr5fx4pZSn4yqrsUwjID/fuigwkmmWi5tV61y8mMqC1pyCn6mPZag8TACEqBvkGgV3uiFezw%2bhsyCI2lRP8iM1ZAXakx3uTFWqHy15wZRrjB5VMtaGihiujaNBTKpWd4r1tcLd5gTWpw9iUq0ho17BNOcHiwGR9FfHMVSbJAACiPGxIdj5HNGeVqQHO4rePnQWhUmA4pWVREaqY9Wacnioers3VcdoaRilwRaUhVoyKO2YLvZirjaKS4aA9Pn1oSoZm0Z%2b/8UW3zwaUX%2bPYqQilO3ZWn7xbJJnl0pZG6lVW01gXUI7VxPJRGkQDTFW2tOcwoDTFAadExjhbMjZrfTmM6DMGsqiszDIuKpVftmieaS7BdFe1sT62IrhgdRkBdFREk5Tjj91GV5UJLlQFOuISYOCv5gfSnVGILkxnkT52uFpewYvu9MEKfjsCGfKEz1oyvKju1gsyVcWyyK5rK7wZEkj6HS96i2cvjRnlst9WSjzZa7Eh5W6UObK/fhIU9mXGpdfSCh/%2buKutGOUP31ziecaVB6tTbAx183jzQUZmn5%2bfH9CYpWpEXeEr97b5k9ebPB4opDpQtlbtdSaSEtqIy1oi7egI9WRcenW5qiMm0qsTyVcn%2b4lvfChOctHyXKjOM6VBN/zuJ0/xgXzozhZniDY7TxJwRfIiXIxmiSTUE8bnK1OYq1uYKgND1Ej1uc8%2bRo9DWjWadOqJHfKE9xoyw9hXuLzcKFVgTcyKWrXR9swlefGjeYIVmuDWK0JYKU2mKkyf5brw/ngzpRs8DSfvXaZ5xvj3BotlRmqZ7Y5ieL8fNKTU%2bju7GakpYDHSy0ahtQ9rsgRjtfz4Ws32J4sZ6PRn43mUGZLvWhLcjCCMV3oSl%2bKNe2pTgIinmvqAtc1Pg9UxBrPWxTtQLWyXKM2X5bgIgbbEupmhsO5w5w9to%2bzxw9gffYoJudM93NBw06IxDAp0IbcSEcKohwpinEkP8qwnKlN95PzSlGbadDAUc2YQSjzPBlKd2RONF%2bsCmIs35MrlVJoMeBSVSDXW8JZqA7mclMMt7vi2ejWmJztwWBxIFOVqtuEC0ZnGeV2jvwYL7rL42lJd2Ne/XpWQreuVjau8pioCOFGWySrDcEsC9xrDYH0pDnQlOjAUpU/SzJfBT4nSfI8TYd0bEVia/AkXSrVohgXskJsyQi2IlMrPciK5AArzT7nxPITnD%2blNugvxYz2tiDOx5xEf3NRxoJEv/OkBdnLYHgyUBWv%2bb1EVrJADwijI92dnmRbZgokVqXSBGWgS3TcbAxhutSXoXwvNi5GcrUhhCt1IdzqSeJ%2bfwo96U60pjrTl%2b1KY7wNhSGW1MU70JCgTMXYUhRmRb4Gs5ooSyYE4npHLBvt0YyXBTBdEci9njhutUex2RYuwH3pSLGnSd/tyXRlIM2R2pCzJDsfIc79lPGcy3K0Bt/RmhdCVpgDMZ7m0oUzhLueMK4gpxO4WqoLeJ4/QqDjcYLVF0NczhDlZUlW%2bAU6iiJE92yjIJbGu1EVY0dbgjW9evBUkQdjon2LDjAssbsqqzpT6s1wvgfXmkLZbI3i5XIJ7yyUclsAdKVdoFwiNlHqz3CBG5URluQFW1Kp4akmUm4t1pbCsPOUhpnTm%2bHEqva4N5TG0%2bl8bvYkMlMVoHIK42F/Irc7ogVwqJ7nyWCGHY0x56kMs6BLSemMt6LY5wTp7lp%2bFuoCnozVJRk9QE2aD/FKbICTJlC747hbHcbutBjgbH4YTxtT/C%2bclvmxVgvxUU%2bNpTkvTIyQ%2bblgSpzjEYr9TtOZZEevaN%2bpCbIrxZGRHGc2erI0VJRxa7pZtraGm/05fPPaNN9/uM6DqUoW5b%2bnW4tZG2thuSWBZQ00y4Z/c%2bitoicvkKu9JQJaQtdRpjYXwS3NEo%2bnSvn4Zgc/vquReK2F5%2btD3Bqr4N6wJr27g7wlI/a6bO/DS42MFQdQFnyGHO/TVIaeo1kdI18lketlSpTDEdwtdfY4N7XqCNrU7gukbaEqdzfr4wLgACaGXh/iYkZ2pBON2YFUpvqq/Z3HXT7Z99x%2bom0PkeN1Qq3oPM1x56kOO0dthDKVZkt/hj2T9QlMNaXL%2bxdyZySflxua0LYHpc5VDMun10tIe4qjuTZYxVJzopyd4fdAOcasKNL8LOmtTKOtKJ6e6mzpjRtjAn%2blPYMrGl5WuzJ4d1Vu8VqrTFEuM3XRbA7m88FqM7eHCtgUWFPl/tSGqz36nSDZ5ZiAOElp0FnyfU9SHXqW0sBTRDocxs/2mOrfWsbIy7iSg2zwUHcwiVfWiw3/VBTuhJ/DaZzNDuIjxxdqdYgom4OUaLOGWCsK/E9RqFUfbU53hgtLHTnq4ZE0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kCEJfXhCs3n8Ktp57B%2buHt0gfaedYPbMHE5FFkFdRAY9kipFrrIctWHwVkQG%2b8H4ZSAtEQYIeJeG/c7y/Bd8%2bdx8dX9uDlrS24WJuMZ3f04IMbx/HJvWn88MZNvH/nFFoyonCBo/na0ROobduOutFzKB05g/Zd0whPyYepjTPM7V1h5%2bnHIsPg5B0MR98Q2Lh68njBxT8EDl5khn84C89EdEYFIpML4B%2bRAP/wOChYa2ugNi2e%2bb8PNw5sxRWyQRjiWcEAhqGj1P/pzX3Yyn3ARENFAhCb24TLt57Ck8%2b9hE17TmHj3tPYffIqTlx9CmevP8tu9cNgtRKSLbURbaaOdFtdtEa6o4lBJ93FAgGqy3C0NA547z6%2bItXvDVZjNMEfm8sy8eq%2bYfzlznF898YNfMTn%2bbFm/PTaDfzx/EG0du9Ezcg0SkfPonPfRURllRIAFxjbOMGWRXqzq47eQbD19Ie1uw9s3H3hHBgBB4LiERiFsMRcxGRWYl1aMYLJhkDGdYXZs2djwaxZMNNQRUXiOu4CPQRhI87vnJAMODLaSQDWYzv3AQGAkakFasf2495r7%2bC19z7E5XsPcP6p13GJSev6y3/Cof0nkGGiCSf1VUix0kKiuQZiTdVQ6GaFiexY1DPgBGiuxLGiWPybxvftg%2bv4640jeP/UJnx24xi%2beOYCPr83he8ePIZP%2bXzz3C7gL6/jw7uX0dG3CzVjFwjANHoOXkF0TgVMbF1h6uAOW58g%2bK9LgSNZYO0VyBMAGwLhHBwFBzLCJyweUekliMutRWx2BcKSchASnwmF%2bQvmY/7CBZgzZw7mEwhTNRVUxoZyG%2bzEic2DMwzY0i/3ARNKwMLWAbs4h1//0yd456O/4erTb%2bDU1fs4fPpxHDh5EWN9g8g01UCIgQrSrHRQ6GyCWtJ%2bV946nChPQneYGwrtDDAZ64Mfnr%2bCHzj%2bvuMU%2bJq0//uNQ/jm2fMMRtfx7evX8Pnz5/DR40fwjxeu4o3rl9DcNYm64VOoGD2FvsNXkVzeAme/CDgHRMI5JBrhqYVwC4uDFVlgJQDwCuLn18HOJxgB0WmIZ0RPLmlCcnEDorPKEZVRDIV58%2bdh3nyCQCAWLFiAWbPnQGPRXNJXHROVWdR/388AmJIBZla2GD1yGc89eAcvPngbO/cdx%2bCGnRie2InJ/ScxOr6Tyc8YiUbKyLDRlSNwV2YonuouxJOdhRiKcCcAhtgY7Y1vnjjN9Efnf%2b0Wvr1/Hl/dncL3r9/Bj398jpngNhlwEp89z5j80jXcmr6A7uF96Bk/hKbNJ9B36AryWgYRydgdkV6E0JQCJLI48fSOTJo5EYnwiUqCB0GJSCtCSlkr0irbkVbehoSiBgJSRwaw%2bEcgLOCZNXc%2b6auIeuvlGEoNlInw7LYBuRCZa6nD0MgEFV1jeOrFB3j6pQfYynQ2ceQmth27iaOXnsbOEzdQGRWFderLpQcUOxhhgsU%2b056Pa9XpaHI3R4a5Ng5mR%2bLHZy7iX394EV/encaHB4fx3f0LHIXP8NzDN69cIQCn8PHNo/jpwV0c2HUMzR1b0LfnMuq2n0PHrnNIrmiBN/cC3%2bQ0uNPQ4vJr4RmVDDvKwDkoCi4BEXAlO9yCorGOHc%2bo6UJGbQ%2bf3UitaENyWcsMAPPnPTx8/bs58%2bBKAFrtV2IkLQhTWxiPJwe5FNUTADUYm1mic%2b8FPPfm%2b3jxrT/JgicO38LWw9dw8upz2Hf2LjpbBxDHFLjOSAV51tpoIQsOpodhOMQZqfxcrM5aNLpb4IMTW/DGvg2k/mncbS/Bi/3l%2bI6y%2bPqFK/jyuWn89alT%2bPTJU/jspSfQx5BVVlDPPWAcmbVDKOnbznFcAtfQKLgxEDn4hiIoPgcOLN7czQ%2bWPCZ2rjCzd4OlszcBqEBWfR%2bL7%2bH39yK9ulMCoiBoL1kwb55kgADAU2sFupxXY5gMOE0Azm0fYiRuhIUAwNwKQ8dv4YW3P8Qr736I/dy%2bNu2/iB3HruLk48/h4PRdjG87inQHcwTprESWpQaKaIYtnhYoIBiR%2bmvgproCGa4WON2ch/ubWvHJnTN0/jO43pglzfCLZ85xOlzCp8%2bcxecE4cbZc%2bhbvxPFKTnIy65BZs0QJXAVeW0DCM8vRGRRMbyiE5Fa2QGfmHRYMonaegXD2NoJRhZ28CY7suu6UcjAll7dhdSqTiQUNyG%2bsJ4AzH8IwPxfAPDXVcKQlzJG08mAzQMSgP0EwFJHHUZmFhg6dg3Pv/U%2bXnr7TzgwfQs7zt7BrjO3sP/sbWzaPYW%2bDYdQnc1Zq8NJYKGBHJ4GL3NkO%2bgj0kQVSZTGRFIAzpbE4c0d3fiU7v/gyChujNTgjSPD%2bPLZszTBmwRgGp89eRJTZ5kKt51BVX4VKhvGUNi5EwNHr6G4dxzJTc3I6OxCaGYuisiSsOwyOK%2bLh2t0MvQtHKFjaIHYvArkkpVNG/ejlrmlZngHqoe2o2Jw8hcA5j9iwOx58NVRwoAHAUgjAzb34/xDBljqaHAbNEHL1uN48uW3cf%2bVt7Dz2CV0bZ9C0/BeTOydxvDGA%2bga3o3Bif0ItzVBrIkyTU8XQ3EeyHMxhL/WWkQbamFTfBBe3TmCvz95FZ/dvoiL3Q04WJyA1/b34UdmAJEGP3/2HD6/P4Uz05e5DU6hIrcSFfWjKOiYnAGgbxxJjb8AUMxtNDKLbIhNoByS4ezsDBsrS6RyhS7pGEIbN8qG0V1oGNuDenHG90Jh4X9LgAD4aK9Av7syhpP9cGqij8lwCAf6m2Gtqwk9BqHmLcfx1Gu/xzOvvUvju0NkDyGxZhDrj95B745prN9xhuZ4Gcl%2bXgjXX0UZaOI0k96Z1nzuBqZo8HbC3ZZi/PXUdnx9%2bzy%2bp8b/TfP725Nn8MHl3ZwK1yiDaZkDPr59BAdPXsbGHedQkVeNioaNKOjcgUGysGJwI3I621E80IuonFy01BZhY1sKNrbEYndXPHa3hWNbYwhX%2bkzsG6nEgU3t2DnegW3jveiZmETDxoO/DYA3ARj0VMYIATjBXUEw4GB/kwRA38gUwydu4vl3PqIR/glnn3iRb%2bYq0ju2ouvoE6iYOIWSiRPomJxGcmwqAsimRDM1DEa743h1KsqYC4qcjDGWGIA7ww145%2bRW/O3eeXkZ8v3rt/Dx9f344MJWfHRtH/4wvRGvXtqPbYfPor1jA6ryalBQ0I6s2hH60A1U9I4irawQOQ3liEiMx3B1DM6PxODMYBTODPM5HI1TQ7E4P56M0xtyML0hC1OjuQx7RRjZuBFNW48RgPn/1wR9%2bKaHvVQwnOSNE%2bM93BEGcYASsNHThK6BCT3gOp6lCd5/8AecuvU838xjyO3Zjt7jT6Jy4xTyNhxH5dYzKOrdAX97G3irLUG8hSYLN0CRs5HcB3Zmh%2bPt/YP46Mx2GYR%2beOM2vnj2Aj68sgvvT0/g3VMjuL%2bHm%2bpjj6OssR1eXGrKChtR07YThd17JADl3UNIyUtFRlE6wtZFYKAqGlOD63CsNxyn%2biMxNRCJI3x9ZiwFx8eyMUUQTo7lMvYTgE2b0bzt%2bG8wYM4MAwQAo8kEYKwb01v7cZAA2OppQUffEEPU3zNvfYinXn0Px5j9ew5eQnrrRglAFQHI6NuLRs7rLsbVkvYxWKuvgaf6MqwzVkGWnT4aw1xxqS0ff9jbgzd2dOKjS7vx4bVDnAbH8cGVnXj/7DiujFZh%2btxZbDtxHnZ2jlxp3REeEYv8qkEmwdOYOPc06kc2o6S1EpXMKLFpiegrDWXRUTixPgKnByJwZigSR3vDMD2egjMTeTgznolTo9k4NlKA0c1b0Lr91G8w4KEEhimB0URPeVV%2bZlMf9jMH2OlrQVvPAINHHsfTDwHYc%2bY6Wqj59J5d6Dr2BMrHTyKxZQsadl1CKze2lslTyGVgcdNVgZeWErx1ViPYTBs7y1Nwi3P/8c48vHt8DK%2bTCTcmu/DyoUEcac3ByPAgbrz2B2QWlsKIoIt9Xuz7nm4eCGSyy6psQynHYEX3AKr7BpBZUYuRhmRcGonAxdEoXBqLwpXxSJwfjcRjGxNxaSIDF8aTcGYkBVND6RgbG0DdhgP/AwBKYNRbBSPxHjgx2oVTG3qwr6cO9gRAU1sPA5zB9974ADdfeBsHL97G1sdfQNPxO%2bg8elcCkNa3jwy4IgFo5d6eVlgHB111JswV0FZcCnNlJWR4WKI2wgPV4W4YLozDUHk6RkoSMVIYg4qSIjz2wps4c/MerNl9S3NLCYCPjx/cyAQTIyNoqqrC3tYeETHJKKhtR0nbECoqitCY4Y2qFE8UxLojJ5p7B2soT/FBU8E6dFcmorc2A0NtRahvaUFuy9BvA%2bD1EIDhOPeZ%2bwAJQK0EQF1TG%2bvp8Hde/SMef/4tHLxwB5uY/lr2X0X30dto3n0ZlZun0Lb/MXQfegxlPZuxfKkiVi6ajwBDZVirKEF9%2bVL5VyOjNStgxo/9LPVRnRyGDD8HpCcl4NLTr%2bD59z7G%2bO5DUFfXgIuTK/z9A%2bXNjpWFFXS0daGupg4tTU1oa2jAxNAITk5u8ODWZ%2bXgBgMLW5haOcDC2hF6ZnbQt3LhmhyG4NgMRKUVIqGghvtACwNVx28D4EEJjPmoYjjWBUcGW%2bkDndjTWUUAtKGiroX1%2b8/h5otv48K9V3Dk4hMYISDN28%2biZec06recRB1P6cAe5LRtZnK0xZxZv8OihYtgr74SUeZq8DFQhq3aSpivWQZ/K32UxQcj1M4ISQnxuPLsA9zleL33zodIzMqHmrIKfLx84ePtB1trW%2bjq6EJDXROq/LymBgHQ1oa%2brh6MDYxgyZhuT8bYOTP%2b2jvD2c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5EY1vbu2H431%2b/cDT8%2bb1fv3sK/PgSv3z3APFpfpD52cIj2I4u0J6bp0wah1N8PUTiLlLyPqy%2bt4uY8U5ESA5zEz3YkQFepIwRlyGpRRjCA/i6c47yB5lxOni5uaCzKAOryzOwiSDsJQuO1M/F8YYiHG8pxYm2Ckx2VuFcdx0uLmvEpb5mXO5vw%2bXlbbg%2buBhXmdzVIYIx3IXro2TEajJibT8ujvbjAtkwMbgEE2TEvv7F2NDZijWd7VhQUYH67g409HShta8HHct7Ud3WgPrFbeilpgxQUAfH1mBwzTCPqxAU5g5HUt5OTg1wcuA9OykA8HEXAMj/AMCL26CnCzcwTgFLcz1YmxnztQMMqQficwVI/AFyWy5CckkTkmMiMFCeSQDSsUUAQId2sK4Qx5qKcbz5HQCLa3BuaQMu97Ww%2bh1sgUUEoIPV72XSpD4rf3VlN26M9hCAHlwe6cblNX24tG4FxbEfp3ndPgroWNcibKaRaquuRliwLw0NFzPehxeZ6cX29KCguzMnFybozI3WiUWSOdD5ubvzfQ8Knzuv4bmcreBMH%2bDtJhKXKxJ7l7w7P/CjE7SxMYalqRHcnOxgoKfNzx1ZfRk3QQfJCDnZWsBISx0pEWFYyeqPVaRj%2b/ws7F9YiP11RThUX4TDDcUYZwucJvUvMOmLFLcL/Z1SXB4k3VnlG2tW4CorfW3VUgUDVi2mNlAnVvfiIlvh4vohtkM3XWMXti3t4u6/BL011UiOjUIgx/KMQC/MDPJCWJAHwx2hgR5ckDjS%2bVmQD7dcL1FYjj5W3J0eQDzuc2MOcq7FU7xcxYeK8CAqHvzAzcme%2b7wnbO1MJYq7ONpCX0eL4FA8hILSS7vYc9mI9kdXeylKuK8P06dvKk/FToKwv7ZAAuAgATjSVIpjnOOne1twnuNNxNnedlxgMldW9ODmquW4ObocN1Ytw421y3GVSV9ZtYSTYREuDHUw8cU0Tj04y7Y4NrAE20jxTYsXkQldKOc0CPR0RAh9SqgPPQqNmni%2b4cf79CVD/cWDXvHAlxFMYRcRyN4XrewunCALKwEgqi6Sd5dQYXIO/GZfLwLA9dZAF0721tDV1iQwAjk7gmRHf2CGwoIYXLmyA1W5KRiem4ANJUnYUZGBvTX52FdHIaynEDaV4BQBmOQou8iqXyKNL/a24QqV/SZ7%2b6PRPoLA6o/0kvrLcYWUv7RmOc4PL8G5wUU4QwBODvXg2PAyHCN4mzuaMNrajLXtLejkRDh9/jguXzrGOIWzpw9iz%2bpyjA1UYUVXOdo6C9DRHIXagkDJuTo7WcLOylCivqfQAAIz5c/Ji8o7M1kRvt5e3JwsYEgAbKzMoK2lIb0v2OAqs6VFtkBe%2bkzs3dKOypwUDBTEYT1ZsLUsDbsWZGFnZSbByMKhuhJM0sycZhtcoQBe5xi8trQJd1e04%2bOVnfho5WLcYH9fXLkcl%2bgFLq1diQvrRnBlwypcHxvEzTGyglpwhgBNcgvc3dOJFS2tWF5dhdryYty6dxufPrqPnzn/v/jmEzy804WnLw7g48e78fj2EJ7casKpPYXUBCt4cAq4cS12ltlJjHeVAJDLJNq7M3mRnLOdFextLODl4SY9PNTX04WFqTE01VVhZ2kKR2sLegAbWJka0Pbm49zRrZiXFoe%2b/HisyJuD0bmJ2FCehXWlWdhYmsuJUIST9AIXWstwu7cKN3oqcat3Ie72LcTNvnoc76iRnge0FBSisWAuKjNzMC89k%2bc5aM5LQ2t2EtfoRHTNzUbnPJqghDj4BwYjKZrr7qxw7G1vwmmy7eGZD3Hl2hbs3tWNT%2b5sxJsn6/Hm4R58dW8RJg8Xwdefoh0snjNyG2SuntQyCQChhkIQXImKSExmYwUba3N4erjCzs4CujraXIsNoaaqDAtjA9jQFzgRIAtqQ3VFNs6e2Iyi%2bEgsyUtAS3oUFiZHIXNGEBJDgpAWGoqkoABkhQWhIyUGBxek43JnKT5a0YALnfOxPncOsoJ8EODkiBksRJjoVScnzCQro709kDsrEGH2JvCmGNtyM3XluPbycERKeADaCO4e7hi3ltTgZn0eXh1djs%2bfrcHTC414e2MLXt0Zx6tPL%2bLzp6sxtjYZMleyl04wcIYv5GSw8AGunBJT3JwdFdSnIjrYWrFHLGFtbsZtSU4AzNj7WnSEBlBVUYaZgQEsjQ3pDYxhRTBKM2KxaagZSbyhrBBPpPrJEOlJNtmawZv6keTrjPQAFyT4eSGa42kOxaciMhAdWUmsbAriKF65fnL0xPhiaaQXBpPCsSYvHusLZmMwOw5DxTnYMT8NcW7WCLAxkNpscnElTtBAre9owUX2%2bcdk1RU6zYeHB/Hi4yZ89lEeLo/Pw%2bMbi/Hkzg5MHmvEqsFAmFiz8rT3aYlRUq5SC4jnAe4EwJXC50jq27KyVpbmHH3ioYEMVtbG0Kb4GRvqQ1lZCUb6ejA3NIAtR6O5mRGqY0LQxORLwuVoS/ZFfkQgUmcwvGToiPFGX1IYGqNnYn7YDFQFuyLJzQLmOmrwsjaDDX2Fu5kekw5Ga6g7yrlpZni7IZWLVm1sGFZlhGJDdigOVSaiJtoLncnB1IwmXBtoxgkK6NaOetzqqcDd5fU4V1OEo8MN2PlhI7ZtrcOZ4zl4fTcT43szsG1jNTaNxsHKzghmbF8b5iSo78WRLgHgRlckel8mVZ8AsPrm7HkXuROsrIyhpalBF6gAwEBfF6YEwIbJmxnpIy82AOvTZqAs3B1NqWGIDPBHTUIkGmMCUOjthDBXdwqnO%2bZ4%2b6LAzx/5Pk4IsTFEy5yZWDVvLrICnbE0aRbqw0NQEx6GPII3iy1ZNScaCyNDCEI4jtckUlvCcaA%2bg8nXM9jzPXXYtagaFxoycLN1Lq41lODD7oVYs64DJ/aW4vTeItw8Wo8tY/PRP5iDxqZE2MqsYUINM7M05irvIPkCsRVOcWH1ne1Jf2tL2LD6gv4WJsaQkwGWBEBbS5OTgAAoKUGfAJgQAGsywJIAJCeHYnNZEprmhKEmdSYSaIhGSlJZcQ9k%2b3ogf1YEYnz8UDojDA1REVgYHYaSACdsLs7A7dVD2FKVhf65yVhXlIW%2btAQMUD/WpVHYShNwoDaHPzsF%2b2uysL0uB6e65uHSck6R4TZcHGojCxqwOycG%2b3n9jfb5OLKeo3JiDJOHqrB5KBpb1%2bXj2Hgbrp5twHB/Mmw5Bu3lnAByS2n%2bCwaI54IEgP1vZwN7AiDob2FOlEyMOCMdyQATaGpqEQADAjCdE0EHRmwHazLAisdkVn/jggz0pUaiM382ChNjMMg%2b7U2Zha74mehNjMRwZiIGKICrsuL5fiRqQz2wpiAN5waW4XhTBTbRKW6vn49tFbnYnBONA8WxOFGfg0O1%2bdwiy3BwcRX2L5qHs0truS1yb1jZzgWpBacGW2mzK7CC7JmsKcb9axP48ocvcPnCMuzeXYWTJ1fi6NH5uH6lCju2xUPuYYXgUHs6XNt3GkCtIghT5PTJTrZirlvB0sIMZmYm3AINIXeWwYJ00dTUlABQmq4AQOiBYIAVGZAQH4b1NblYkzoLqzn3O6vKsYwjazQvDhtyKZBZkexjHvOTWM0c9nE4GqjsG%2bbm4PyyZZjgTN86Pw/b22uwr60W%2b6oLcaAqn3tEGcYXLWSVm3G8r462mb0/RP8wugRXhtsx0U8dIBsO1ZehPyYGZwnk4/u38Oofn%2bPWo0ncfnIBDx/vw7ULizF%2bqALbNiTCz88acfGeCPV3IAC2EgM8OAqnyO1t4SQYYGkp9b8Zlx8BgDO1wczMUGKAkYEhAVBSAMB2sOZYtGFEzPJF14IUjKVHk/qkckMZRuvmYZgjcTRrDtbnxJPumdhcWYwhgtAe4YvFCdHYWVqE0x1dOD80iOPttaR7Pg531mF3M6vdvhBHKHDHlzThDPeHawOtuDHSziVpMa6v7cFFVv5kbwPGly7kGE3DONlzluCt6ynHyLJ8rO0vRX5OONKzw7F%2bWTZWNMejrzoCwb7WmFsWwT3BkS1vC2%2bOQXcJAAcBgDWtLTXAjABQAE049lwEAExSU50M0NeXANCTANCDDRlgTZDmzAlAV0cmhlKiMMDxtSZvtrQRjtIIrS7LxLqyLKwvzcHavBSsY1ssiQpluyTgYHUFzrRzFV45iDMDvThYU45ztVk4xxX6HE3TZTrH20tbcZf7wbVVPdwfGrlBUgBHuESRCRN0lAcX1%2bJMWxnuDLZxt%2bjCpb3cKw514/bkNhzcugp7t63FzYlduH5yDAdXFSImhOJaEYXwYCc40e94u5EBtMNkgJ0EgDT/zUylEWhGoRM7sznZoKGhSfV/B4AONcBAsSJbUScSCEB3ZyaWpUWjLycOq/NjsCYnCmOk/vZs0c9JOFKUhInSVByhQxxMnYM11IKJulLc7G7CPa6%2bd9cP4vbwUhyfm4QLFL/brSW4312DBwMtuEerfH0VFyhW//xgMy4NteIsGXCWk%2bBIdx2OtFXjTE8Lrm4YxTfPTuLLBwfw4t4ZPLw%2bjqcfX8Q/Pn%2bOb958jLP7ByTqF%2baGwNfTlvuOrWLzlQCgBshsCIAlRyABsDAx4agzhIvs/wdA9x0AVoIBBCAuxg91C5PRX5iEwdw4DObFYDgnFlvy52C8LBGXGgpxnRb46sIcHMyMxq70WdiVHYXzrPaDJeV4NNSIC41FuEiHeJq9P1kSj2uVKbjXVYq7yypxe6CBlW/mnkDhY5xh/58b7sCFFU0Y766VADi/uBl3DmzBFx/vxcOJITy/fQq3L%2bzFiwfX8dnTuwTgCY7tHoOjzBze/o7cb8xp%2b%2b0kALx%2bB8DZxoYAKBhgTgYI5%2bdIXTBnohpsAX19MQVUoKdNAAiGAMCGozJ2th9Kquegs0wAwF5jCwxS/DbmzsbJBam43lKAW5zTlxYkY392DEZmh6Iz2APrODIn%2bd7EwjwcrCzAeCNVu7kG43XFOE4xvdyQjiuL8un0ynCeTu9Mfz1OsvJnmPzkcCfO9DXg2JJqnFpWj7sb%2bun5b%2bPLR2fx%2be1DeH3/Ml4%2bvonXj2/j%2bb1rePviIfZtGYG9gxnsZJawtSUA3GZFC3i5O73TAAkACwkAC1NTznpDyCgUpuxzDQ0xBo2gPF0F%2bgIAPQLAMWhOUObmRqFvcC4aiqPRn5uAvtwYHqkD2ZE4VJaAS43ZuFqfhSPFyVibEYfu%2bGiUhPihIZomJzMGawszsLmRYtbYjO3c8DbXVWMrR9rR5iJMtORhctFcnO2Zh4nldTi1vEmK432NONVTi4PNJbgxvgffUfm/fPEIX758jLevPuH5Q3z56QO8uHsGN09vweef3MDYygZY2xpD5mTBFd9MAkB6AOQhVwAgs7aWpoAAwMzYSGoBoZQmfwJAiQDoEgBDAiCeElkYGiGF9nTFaDF6O9Lo1rgR0pj0keIrMyKwj/P8dG0ajnJKrORG15Ych%2brZUaicHcnNMQOjZXlYXpCFsYVVtLWLsKmjE5vbGml6irCndQHpXYaTbUWYXFrJxOswuWwhz2twgpU/saQKe5uKcHnfZvzjy1f44tk9/P3T%2b4yH%2bPvzB3h59yh1YA%2be3DyGVw9OY%2buactg4mMPJ1ZZMsHgHgBw%2bEgB0gY4EwM5CMMBMAsCYIihjC5iR5lpaOhIA0wmAjpYu9HW5DxAYK34WHuWJgpooZFVEIiMlFEuzCEBmBEayIrBrbjT2FHMUUh9WzU1DV9oc9GTGYyhzDsZyk7GV6%2b22wnQcr87DSRqe481l2F9XgJX50dhem4cDraWYaC/G6SUL6Bfm41S3eLJcjlMdvJbHPfX5uLafALwVAHwsJf/m0Wl89uA47l9Yj2tnRnDu7CZ88fQjbBtdBlsC4OYp/jzGigDYK56BehIA5/8BADXAWCGCTvY20k6gqakDAwkAZehoakNfR48gGcKc3iAlk2vu6lSU1s5CSlYYFufMxhAZsCYnEtvIgHUUxXUF8VhXGIee%2bGCsTJyJzflx2FeRhpN1hbhKk3N9bTcujHax6uUo93FBBXeItXNjsb%2bxEBNd8zHJje84W%2bFkRzFOtLM1OkvoE%2bj9F%2bbi%2bpFd%2bPbr13j96Co%2bfXAKf39wGM%2bv7cHJvRU4dbgEZw734uSBBgwsToYdR5%2bruwMcHKykZx%2b%2b4v8%2bvFwwRYxABQBm0ngzJQNMmJwwR%2bJcAkDfUAJAi%2bd62nqSNhgTiHkL4nH4UieWDUP1MJwAABCvSURBVBeisScfy9jvQ5mRWJcbiR0lsdhaEodNxfEYJSviOWninZ1QTyO0qqYU%2b5Z3YG9fJ3Yu6cKKojIsycyjecrCSHY8lmVF40hjASYWz8exRaU41ERf31wgAXC4pRD7Kay7Ggpw7%2bIpfP33F9z5b%2bOTm7tx%2b%2bwqzv5eHNtVjZ0jkdi7OQ1HDpWipT4BZraWcHB3hp29AgDxeP8dAFYSALZ0gZYEQFTXiC3gLImgkdQCYgpMIwAaZIAOdcDEyBCGPFbVZODix1txaHIYhy8PYsf2dgxw/g9nR2ATd/o9FYlYTxAGOAG6E6NR4xuMWo9gdATQOEUkYTQ2CxtT5mL73CraXyp950Ks407QX5CEg01MmNU/1lGK3XXZ0usjzYXs/ULsqs/D7tZ5%2bPz5fXz39SuOuxu4fXEVLpxchNtn6nFqTwsmdlTg6ME03DrWhhUEzFxGsffzgh2XP0%2bOQQUArpgis7WW9gBbc8VzAHMjI8n6OtpYSY5QMECPwjdtmhIFUUfSASPuBgYEoGx%2bEq4%2b3omPnu3HkQuD2HN0OVbX0n6mc91lL28tY8/nxWJFdhyWZczG0mRa5rR47C/Jx3hFCcYXlHLxqcSx9noc7VqI3S1V2FhdjJWlmdhRX4BD7aU4yJs/0pzHxahAYsJeAvFhDbfD0W789MOX%2bO6rVwTiBl49v0gBvIQXt9bj8sFG3D2zkV7gNG6cGcbY6nJEzwlGY10GZnAFd3EQf90mh583ARDVt7fgfBQjULQA1d2YFRdjUTwA0dLUpQESAChLE0FLagk96JIZhaUxOHq9H9ce78KJa6O4cHcTbegSLOOaPMg2WFU4G8uzZ6NfOEVuhP3cGkcyorCxMAFbi7nqzs%2bSniAfbizD0dZqfNhYic0LK9BflotN3A/2tnAiMOmDTXkYb87HPm6JexvycYD9X5Odjms3LuNf37/B1589wfdkwvdfvcYXBOPprRN4do%2bAfPoRXjw6gsN7FiOVE6tnUR5mhbhC7mAt/Uev%2bDuoKaL6Nhas/h8ukAwgALYEwJCJamjoQltbAYAaTZGGxAg9CqIO8orCsW2yitGK3eeW4tjV1Zi4sglD89OwJIXrcFYUlrOfu7gGL02NZfKx2JE3B9vpFDdkz8EugnCYIJxomocDTVUYq52PNXWVWFFVjLU1hdjTkMukCVJdFjc/8X%2bOOdgxj6ZqcSMiZmcjMTkVP3//BVvgOp5S/Z8/OoOvXj/CZ0/ukA33Ccxj/PTtG0wc2oikpAC0LipGUJAbXAUDfNzg7yMAYPUFAMIBigkgBNBIzwDWfE%2bfiaoTAC0C8P4HBEBNW9EGHIXafD%2bjIAjL92Sha2s6%2bvbkY/WRSuy7sQKjK%2bajPS4EjVx/6xMjUB0fgbZUtkFmEveFVKzLT8aa/BRpRd5akY9tNWX0A5VY09iA1c11WEGRXF9TgC2V4n%2bakrCLrnEX/cT2eelYnx/LFXcCwVGZ0DeyxNo1q/HVqxt4fPcY7l7dgs%2beXcdL2uA3z%2b7gLQH44ZsXOH5gLdI4pls4TQIDXOHGXSBQ/EUcQZhiy0StzMX44xb4jv6GBMCKmqCnqwt1dR1oaikAUFHV5GttMoIMIACJWf5oH0vAEqrtKMfO0P4SlPXEI7siGk1J4aiNC0NJTBgWxEehnYvQsuw0DBTmYU3JXCnWzS/HWHUV1lRVYkNTE7Z2tmNHVzNGFhZj1fwMbJqfgo10lFu4I2yeSzFNCMHRjVuw%2b%2bQ9GJk5wtzWGfZyb3y4bTX%2b8fIKXnIRevviHj65dQ5vntAev36IH94%2bx8HtQ0hNCkK7AMDfBS6ONtKfBQkWTFFQ35jmh8rO5A2YvK6uAVvCjOdsAU1FvP%2b%2bMpRVNKCqpiUJoxYBiE0JwPyeRNQNp6B/bzHa1uVi4VAy8htmoTgmgM4vGGUxM1CXEIlFSWyH3FQ6wEJsmFeIzQuKsHHBXGyqLKX7m4/t3AV2NldhV1slVlXlYfX8dIwx%2bXXFcdhSRCFlS304vBrPvwbKapZBTdsEFvauUji4%2beDgwZ2k%2b0s8f3ILTz66hGcPhTDewVefP8SuzX2ITQhAPbUkwIci6Ggt/TlQIGOKGWlvzMobUNn1qfZ6BEBHmB3qwe8tIHRg6jsAlAmAOsVQU00HMeyr%2btFUNK1NRe%2buuVg4kIbyrtlIWRCK5FmBaI4PxfyYYFTHhaM1IRz9WXOwtiQTe7n57SHFN5TnYNuCPOxbKEZbEbbzuGZBNoZJ9dGieIwx8a3FszGSl4gjOw7gky9%2bw4U7byH3ioKeMa26tTPM7OQwd3CBnYsPtm5bh2/f3iETjuL5/ZN49fQSfvj6I%2bzZsRQJScFobi0g7Z3hSgYIAAIEAIL2hux7Ayavq6vP5PU5%2b3UlGyxaQIV9r/YOACVlAqCqxdfaUFfVRlxyABpXpqBlOB1LNuWicUUiynujMa87Hs0LG9CZFou6aD/MiwpCTWwoOhJnUAwj6BKTsaMsFRuKkrBZnM9LxRauxGvK0zBSmoKRokSspo8Yy6Op4kg8PX4Bj978G598/iu6h/dBS58exVoOI0snKczt3BiuMLd3x/KBLjy5f4zi%2bAi//fwG%2bO0rHNy3EgmpYWhqL4Ef3aYEgJ8HGeCBKUZ0efqC9kxcW5uKz%2bQ1OfoEK/QodqpMVOjAnwFQpQ6oqmghOS0UC7tSkVcViZrBOejdStU%2b2YdT59dg06adGKhrRsPsADRQEEU7dCaEojt5BvrSIjHAvWFF1mwM58bRK8RxX0jAyNx4HuMpkLF0jzMxVlWKS6dv48mrf%2bH%2b829x88lPCIrMg5aBNavvCiMLZxhQC/RN7WFoIYOhlTP0%2bNozIAzVdXXYf2g3vv/hC4wfXo1cgtnD1drXSzDAGsG%2bHooWMNQ3kmivTdqLyotQ19CRWCEWH6nipP17BGCakjrbQFMCQFlJE%2bm5YWhbxQmwrhSVi2l59xXj1OXlRJp03nYE%2b3edQmNaAgUwEi0Uxa7kmRhIm4HRnAiM5XMdZpXXFMZjY2kCNpXRNZal8L1YrOVavaujHdcvP8bDT3/E/Wffsvq/YXjzeegYOzFZZ4YcuuZO0DWVQdvYHtpGtvzMFgbmjtAysoK6vgX0LBwQEjkbSZnJSEuPwaLWIs5%2bAkAfEOL3TgMM9Awl6gtl19JQCJ6gvBBEfR1dKImKM96bqkQ7rCaxQJVtMW2aGkpL43FiYgAnTq/E6LZaZM2LgIOrHcwsnLB71wTOnL2Pke6VWBg7i4sSV%2bKUKLbALAzSKY7RLm8mAJtKErGxPINqT9Gbm4gxiuOxDdvw0UevcO%2bTb/Hg%2bfd4%2bPJH3Hz2C6KSq6GpZ8nKy1lpZ2ix2lqmImEHCQBtIxvomNpBw8ASeqYKMDQNraGmZwUdMsRM5g5buTvkLnKE%2bHsi2J8toMve19YSjk9heoToqVLgDNkaegRgOqkuWPC396bjfQLwOwuUeExJj0ZBVQ48Qv1g4eAIdR1zqGqYwMU9EAcOXsLR8Vs4cfIOarOLsCAqGMsKKJZZsehNF/tCLNYXpTP5HG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AQ%2bgbabI3Ljw4z90AiPfgaI%2b5l5CCjSPnGRFBKJa7BD%2bNyO3eMQX7meOQ%2bcz%2bZz9zGTxORhlnOy2tPj9xRVCri8mz%2bgzZTccqQROOvgF1RBX4LlkP3yrH0JReBMWUyrguOwETJe0kidR%2bMxtgC5hid4UConV58n1NVZ3W38XyrW34ETe4rD6KuxXXYHlkrMIrLpJv3MDlisuQX/OQXinVSAsZwvcp62CL6VSj00v4DQ0ExMyVrOg7U87XIYv4CFwRzCyIp54Djf4e3WBoU//X4iQMmauro3fX21jp8A%2bYSKU87ewXkEzYdA/h5kvvyS42vvW50e9uRqrS%2bYdJ4s2Q5zZCumwNQictATK9Q/hPG8rQqbnwXlFK6zyLyN6bhGiUjfCYP4xGKYdhQGBqQGFiw79ns0KUkD1I7iuuwMXsrpj4TUoVl6GTV4brJadh/mSc7DMpd9ZehZmOWfp%2b0eIiO0joHyGpG03EL33NSTjN8MjbTOsE2awsMorHQ4D5kHXLqilq8bR5%2bXx%2by8dIw/B8mLnyDI55f2o1QcRXnHxndv4ZUy54Sn0U44w40nVzHJ5GyngjBD7Hy4SIL0ZOlN34pP%2bOegRMRfBwxfi9NWH8FpcB5/JeTh/8yECs3eiz5gK1Bw8i9rTN9CHgKzP5Br0GFGMXlN3oA%2blSNPFZwW35%2b7uSFa3y79EWHEBFkvP0XstMM46BcOMZgGDDBc2k8KPw3HpMZhQKDgW3UB47Qt4LG1ExN7P0W/PE%2bY9c3W7OWeQThG7tFmgp673b3SZ9dWxswkIkVDZ%2bi6y8c%2bdBj7D4ZNWxRSlj5hFTgszSzsoaN1k0Wmy1nFwQORLRueGmWegO2kz1M6hWGuhQKGuFCNnLkXJrlNQBo5E3LwCFFTswWBVJHwcQ5BedQBzE5MRpYpGrCoKU6yUGKvwgZ0yGvqTquBa8QiOqy4LwgtWJ0sb03W54PyaAm5oFc890Ij%2bbrrolBCS9uQt/pufwHntbUhTDjNx%2bOx2fedIyDyTFmiJUC891SBRD1/VL8ITOPTQsfJ77D%2bvAlHH/tJhPnQp9H1GMJcxi5lXUQvslp2FTcEVwRLGWadhlHmqe5mQReSL6DO%2bw9BkaIK3hoYoN1NgkG8/bDC3R5mBKaLdY7DRxAaPJWLMsfXAJHs/3BSLUWJuh0Om1vhMLsdpE3MEKnxh6TME9nQ9xaqrsO4Snq7BLa5PIcOBlgutS%2bmWLz1aOrM15zwkuVLcNjyCVep%2b2A3LZMFLdrab%2bA6hGiI8X5PhNB0nJ%2bNpIpGLi7b5m7/7Y13bwD%2bELNkJn/yjHcoh8xC4/RV0kjfAYu4ussRFYVktPw8TclHznBaYLeEx2AKr3DbozdyBmdZqPDUyRouxGTJs3XBNZoTHJFiWrSuajS3w2NAIp0jIxTaueCA3wl367EJrFY6QAh7JDbHEyoWU445ptl7EEFdBkXeR4v0X4btSriD03Mbupdt1LvydlDHrEBnkLFwzdiN88x2EHfyBRa2h7zuEtBv6DVdqO849e/oFfRgCRH1nGVDKM7ALYFFFR5h71WNmT0hrX3RLQF9enNiTW6pKCIkJyGzzzpPwrbAtuguDfhmolZvipUyOAyYWKLRywhPyhGsk5CIbNS4am%2bOeoTFO0jGPFHLX2BS3jE2w3FaNVlNLPKfPptLfc62ckUFKkUVnwCbjBEzI%2bnLB8r8tvJ7WA/jSJSDmi2eiT2YchKqghYcC4%2bkztv7Ldw4DUtDX2r%2b6qyrs6xv3y4xBqh1zUZykGjhFImbDhXZHKjLs86hepxTGwciBUpG64CS8lu6DZ9EZOKxoIXS%2bBpPJVVB7JaLO0h4nzGyx1MoNRZZuOGdijUNm1phj444mM0vyDBNUG1si3dwZF/QNsE9iiDkmSrSI5ThD50Mt3VFtaoMl1s6Qhc%2bH9dx6GGW3QErx/oHwHwjd2C24HgGo3vS9QkbSmd0AOWEFpVLmQdQ5aOfnnVGFlGqtfV/7rm7%2bRFMTxL5vfQ3zM/QZGCWxD0VMxbkO703PmHVqHaWi20Iedim5CpfCs7DnM7%2biC3AqvkEu2or4wWPxuHUrbrTU4uKRShzbmoumTTlori1C47Yi1G3Ixa7ieTiwPhVHt6yg91eheVshGjauxPbCBThRkYP8lBmIiByAXCd3pJo4wZAUYDVzL7nyGSGmfxG%2bQSM85wyUcvn/xZO2QzymEuLR5RqlaD/bZ%2bYhARD9Nj1hziW3mPXCBkg9%2bndQVevaFQaiUO18QeqiKYAsIiYY6tmHfKscngrftMpOszl7mbr8AVyKr0NZcQfK6vtQ01JW8DR1g7LCOcQOn4SDe9dj985SHNqzDvs25mDzmpnIXbYEW2so5a1diso1JUidNQN7K9NxobEYl5srcf/iTrTR%2be0zpdhcugQlGZOwMW88RiTGw8h/IqzGbYaM0F3cBXhkVV5s8eKrL%2bV5HRJcd/ZBjeX5e3TUTTmqxYJG9CUsMF18hsrrx3AgBuuavq3DwGMgnz8M6soGIqugrsGnNgS8B3rzCa9eyDTWZ3gpcyy%2byVyJhqpKqRipeQiPLbS2PoKqnKhpCWHDyjYo1JQ6jVyRYOYJfwsfKMmDXOn/syfNxU/ffYH1K7PR%2beVpZEyZBCdFAAI9wuBOS%2b0dhQDfaAT7x0LpFQf3yH5Yl52MmmWjYB40ATaJ%2bTCcScIR%2bOnOOkh1BVFesrSu1wjYBA6BKZW4suQqofjqCgVNaDQIi4MhB0%2bPsjvMvfQ6G3Ts63ZF3BR8YuEzo3v%2bYPweEPplVPeSOEddl6vjEEoVlPP6RwIh4YzMfcM9%2bOx%2bLizvXc%2bgphLWtfQObIqvItYtBk8N5XhhbIR6c2uU27jgTl89rB0xDG9ftWHhtGn4t9sVyBg9BGVSK1ylVFlrbIViC2e0yYxxUWqMZeaOiLTygqc6FFH9EmAZMk1QgNGUWg1FXtCCvgPzYeGagJlLN6Pq8FV4xI6DRWQ2ZFN3E4Mky88%2bJMQ/L8V5r0Fn3glICDx5EUWUmsUf/andY8JifGzqUSnUP%2b4JvXp7D/1FAXoOYevMQ0bBod%2b0d4m1xMMrHjGq1Znb2pvwImIRUP8a/gdfw3f3C3Cv4Mpx4kevAWijtHaLEH8fpbRaSwe80NFFcVw/XG6pQF1ZJl6fW4eUYYOxjTjBp6SoMwSI2ywdcYe%2bw7PFSksnrCHALCb%2b4GHjA8OIFNglrIDRjDqhrtCLXQBTylB8qlR3%2bXOs3kKpzmM4bAavgXhWPYVIg1CS6805hN7xi6EfOh2ywXmC97itv8OJFXNcsKfdJjIZeo7hBzQFUXwvsUpLiU1Dk511rf06YkuboZxRysKWbmcDTvzI3HLq4VpyHX47P0XI0c9pfQHfnc81XlF%2bFyqq0dVByTgvM8Q9EqbBxBJTieisIyXMtffGALcITPKOhC%2bxv0HOwagllriPskMu5fwiWveIG9yhtYLSX6GZDappTaS0KY3JgMPAYhjPa4Q0fCp0naOQUrAJl1/%2bgNYX32NGZhH62ifAalSFJu55a278RkjcBiJhbCZWbToEdcgwGA0qgUf1U1jP3MJMByxsNwoZDwPniFrtwLeXSCFUvFQL2AautYuZiCGn/txukbyaoyVzHJPDLGbUwLOSrL/nU0Sc/hoRp76G7/ZncCMFeJACXKueQBUzHS1SQyI2JjhoYoXl1i44JzfGVgNjtJK7rzBSIG7mcmQ6B%2bCiRIpk91iMdwxAhYU9bhM3uE0KWGCtxDpTK6yjNBrt6Af9yFSYEhBKCLTMQkfDeH497GbVYkrhXhTUnkbkOF7f%2b0KWkElWJnY4bDXE9hFIW7kNh25%2bhaIdxyBTJsFyfA3hF1WTGQeY347P283i5kCiCDqmSf2JvQw84rTTIGu/rwJSyxBe/w3jgwr3JYdgkt3CXMvvC2Vp0P7XiD7/HaJbvxUU4E5lKleAx6bncExKxXEp9wATNBGpqTSyxgJlEIZMycYMsRVW5pej5uprrJArkBPSH8saL2OWvQo7yd1v0neu0JpB7HA9ec96CzsE2PlC4j0QiuRlsJ%2b1EYqFByBdeBIuRVfgQAWSVeYxuKw4BauhiyC2C4TMdyg%2bsQ1E6vJyXH77F5x58i2mkofoKofBksp2N7pP7%2brHzKvqcbtJxCToO4bu%2bKAR7kllMdFgBGVvexd78Kt22/ipLGbHI96OYt5VD5lH2T0E179B/JWfEHfpR/jteA7%2bN8%2bKe/CueQmrwdmoIyC7Z2KGY0ZmJIA3ai89Q/baWrqxIKSW78fsdQehNPdG3prNOHzxIewcg1BKcf%2bArH9eq4BqUsAsKxVs/AbBYyWlry2vqLZ/DSUJzguw/oc%2bx9jT32Bsy3dIIoPw1hpvpZkmpKBP0gokLaxB9bGrOHT1ORInZqK3pT8sJpbDi4zkVfmQua%2b91i73GggDZXQWsd5cWtsF7uPev4dI4hx5yzxsHJQjs2BIYBNdc5vxL/LuLBc2sO4VYi/%2bgJi27%2bFHHiAogDTrSwowHZWHXUSD/yiXYpzCH4opq5G35zyCEifCe/4GOBOGyIjVWY9cjODldVDOrkGv8dUYqQzHE5mM6LEZ0iju9xBbtLXzgzKzFu4bXwi/z5XMW2ScznI0D976DCHbCYRXEtcvvADfTU8hpSqUd6jkC4g6LzwGx%2byjUKTUglvbwCEYqmVN5LVvmdOCPdB3CGFSt4QvZB79QTzgQDchMvTqr5A4R%2bzSsQ3aK1YE/81l1GK4ld1jxKSY14YHgtuHNX8lLK/Nj6Bey9PgLT4xgsWUckw1VaDUyAbBw9IRdehrmGafhsms7QguOQUfsqRjQRsCl9XDp%2baF0CqTUrFiRfVDK2WPZor9CCqAoowdYR0%2bAgHl18hteUtMs4T2WNVD8PtwF3qD94U%2bIV8%2blfdhmqZhfGNOf4vkU99h2Ik/IbbuDWwmrYXpoEWwGpaDgAM/8hkk9O38uQL4NhwYqOPju9rkH/YFXCJPGvkMhkVWc7tz8Q3mXUkX3/gIAZQCAxvewq3qPjHDG0K3xmXNLYElyoblQmTtD7eJeYis%2b5xSJOXeMsKO8ivg33clzPAtbIYffdcoowmyrLOQTqyGmspipUMITKPGI2TdKYSUXYKKp11tP/D93qCX9vz997zJO7hncA/xqX6IxH2vkLTvU6FDxGeRTqsvwyh4NKxHLGVkcWYQM48ZEJegOuBvUvdEO2153EPYA0QVkrApiTJCi3LILCQ1ft3hVnaXCRfklqh9Cu%2b9L6DacBcOVB3yVhUvlJwImJRUu5sFz4X7hBWkgM%2bE3MtvkAvMw8iz8jG81l6Gf%2bUdoacgXdAMeUo9JCET8JG5F8KyNpGSX6Dv7CNQ5F8igL0H342Picd3NUj5evSBUvhS8X4hp%2bl0FNCezh3yWuGU3wrVOqLra%2bl6s2pgOiSHGac2wGH2RuY3axV07QL%2bYhE91ULbAe8hEqv4xse4npodWOF7rUJHYUDD5%2b1uFQ8FD/CkfO9aRVbd%2bhAuZbdgR7W6XcElzcrXnFuPKINt1DQk1lGW2PBI674PNUtrNV9yZSdSHK/w5AubYZTVAknAOPKcZehX9xx%2b1fdgv/qa4CHKwssIWH8ZHpWPNb%2bx/hZZ%2bZGweGZyKromlOfOggJukpfd0a67xFTvCl7hXExGomLObs192KbuQ7/tt1lS5RmmYxMAk8DhftoRIJd7cPfOT7ln/0JdQm/v2Wvbw3a%2bYooCbhEqgNaRhituwXHdDaFNxS0pLH5OCrHNaoZxwEwELKhE8M43gmtqLPXetIeOvK8gJcGNFrfCaMVNGIwqgaUqGhEjM%2bA%2bbD585qxF5PozCMzZAafU7fCqeQXPlSfhU07XJ2FsyUN4o4T3CO3y28gTr5ACbpDgt4X2OfcE7hlcKTw8uZJ4p1m5qhVWBdfYkN132snqfGKc2r0LhrQgxH/Q8mO9JI5hT11GZcLAMbTDbkwJs1l1XXBj7mY2ZBUFlcUWua1Cq4p3aIXj0lZYkgLMorLhkpyDsF2vBBzojleeMje/gP%2bOt7BafBK6o8qgl5QLyYBl6EvFjTpoCHYdOIn9tXWQmLpDYh9MIDkHHrzmoOupx2UhcctVAkgKo413EbiFyBllA6/Nz6kwewjnUmKlRM7%2bWQHcO3iYOpASLHPPwyD9BOtX/7bDod90CoOQ8xqDJ/bkzYGeGlIw0MuAaGtM9RVmFDaRha86zIeR8CABOPe3WEZapArQbKmmVcXzM%2b8JGstvVrAAAAyTSURBVC9ugfn8BpiFLYTrhDyE737Ns0g3cPluewOnRZSz41JgGT4eqmFpCJhbgtDF2xFR2IjQwqMIX1aLcaXEFxKmQkzA6FpyTVAa/w1H8gSz8LGIHJmKhKkZCBq3EMqxufBPr0D46iMIrbgEb/IQYXJEleuHCtB2lslTZWknmKr8PovO28P6Wvlzlukrer9RqOsQPtrUbzASD7ztMBu0iEWtbmC%2bOz5jnPtzNsV7gsaLT8M0p4ViuEmzqOSUE%2bMynncYFjFL4JA0C3GExjwWOUrzIYfZgEw4JExHbFEjkupeIK7%2bS4Tt/yOiDnwFIl/w3/5GWN5biHLvorpj9VH4FJwQhPekUPLf8yfYzqxGYek2NF17g12NVzB97hLoWHhC4hgOORErl7Tt4MyVZ5F/VoD9Sk1r3ZS8lTdSEnY9breiWkHPIfy4djSmGYfp2IVMtQxNRlLDH9ptMg4zRczkjqjtjxif6Livu8l4WjRIPw7DrJPgR96l5S3qrmU1bB1MfEaiX02bxnobn8KYihnP0QsxtPl7BO78TBhycu9wXXMDzlOK4DElF34b7giYwckPAS/cN72EurANfBzuU/1YwA7FinNQJc1GWc0htNx4Cf6KHTIRH1MWMQmfJPQs1GSoX4fAVSEEbLJPwDLzGJOlHWV2hTdZ5MqDHRKHMMi9BozvDgF9dVyUnAAiccv1nz0X1ZJ2w2Dm15%2bZjy6AzZIzzGfjE8aHEeJ5RyDR9uq6u7NUehpO3UPpcB6cB6dg8Kk/k9U2QUEl6LBTPxIya8JIAEXyDA9CdTcCVvVqEnTtNc1QlFKdX/kNhK89LaA87/PbkOV4F9poUQtkqY0w6ZeOwBELMWTaYrjEToIxeZfL6kuC9XkIqN4LAc5XOAbYExHjYG6X08T3DzG71L1wT93SYeSRBANVzD%2boMtKAYDog0lfGXDILGErVVNjfqWLaRwVHu9WMTXCrfEop8QHjrbCuHvyv%2bvNzj8B44g4Y%2b0yC1%2bRcWEaMR1R%2bHcL2/oEKqDsfgKInnwQL09/HgvCCu/PcnnUAtkMWwj%2b/EcY554XflaU3CXSX9yAt8q7AeNEpGKU3CmM0l/UE0Nz6wuRYC4K0lORhSgJHGxLWNqcJNvmXGS/wlMQPRuy51cm35uoT7afsd6j7OQBhSOozSC52jpyj79bf6y0fmNgGfu0zfRWSTvzQyV2Kb2GxWXFBaDp%2b0Jefq1UCKUY%2bfT8Mo7PIgyIwYNs1BGz9lIBUI7D3pmfw2foGPtve0vE1YcTTXxRC3uFD7/sSFqiLLncPQwTOkHmKKPYZWJA32KxoI75wVRiYcgu7kLBc%2bPeyAN90BacVLcxyXBFzKLnNLDlw0/eHH/uiUxE3ieI/9D%2bMfAYmaTBAuy9Y7hrf49cPSiTkS5yiEFPU2D6w6UfODBm/UX4zvPHY7QXvtay5EiR8w4RrEpIqWxBU%2b0Zgd17VT6FcfgqKaethO34lFDM3QpnfItQLTiW3SdgjQmYxW3yGhG8WfpdvwuCK6FIAT70c0W3z2oQcz0OF0/JfFHCbqdbcYK6VT2ExZBELXbq9Y0jjZ4xzl4g9b1jEoqrOPpQBiAiN0G6Y%2bEjUJ3CoSN61OUIV14OTA2KGAjU2UMX6841SYruQTtdRC1jinidMzbe0UTzzm9OZ1fBB3144zm6AOK0ZfdQDEbV0C2IO/lEocNxyD8ODiE7Qsr0IosrQa%2b46KJMpQ4xbASVVbUbZZ/Hx9HpBsby3z8OMb8XRKODkLwqgbGRLDPTXCrhDwl8XhFfM3dopdYkE1TZwHjSbJR3%2bCkMPPG438kyguI9t0PQF%2b3%2bkr%2braRD1Quzt72DBRD/tgPivQ7L%2b3D/U08kxE8MpG1scmhEWtOsiijv4fFrL5Pqzm1zF9ElTnPU/o7t%2bnn0LfmAVwjJ%2bEEad%2bEPKzX9l14ekQIQS2vEbAzs/hu5nK67wT8FywFb7F5wQBufBd4/dfK%2bCswES7FOAoKEAbApwRVj6BU/bhTqkqlgPczzLPpNZPTL3Rf8M5Fpq9ifW19OX531tbCfb87Z1SiR%2bLpFqPsJtUpKdn7fNVUMERWM7c8s7II4EFZdXAedRCpj%2bxhpHrMmnase5w6Jre8F6deMZe6NqGYODGVkTt/1LIBMJmKF7nU8y70U3zz%2bukHIfpkvNQFVI1uOZGN7D%2bVxSgIuHdqp8x59ymThlHd2X0H2VeA4TtYBKniBcWYeNgFjIadH5WS/l7SpSR5Pnxv6UBiD5xHEDxoeEHVCAVmgWNhkXcLIidwqFn7tHxcWIuDDLPMvUa4gdF1xkHqg%2bV0KBpVkalwCpwMCac%2b17I6V01Aj/nqakvgSnfVNV35kGqBn%2bZ/XUpQP89BZj8lgIKr1K6uwY3qiYdM/YzqVNYB2ezxPVburcAuSfONhA8IpZQP2F692BEVCoS%2bfn9hvxjRKLexhn0Ic1GIsXgOb0lzpE7JA4hLUb%2bw5KJH/y706TVCNnzBVOsvMqohGVU5TFeF/AbF3CBh4OwbYb%2b7xQN99FZmHDpb4LwnFn6bXoCW0LzD5T2T1jCR%2bG/qYDlGhBU8GKomJhfxWPYTi7lD13AaNx6GA7M6ZDy54/UMXdkgaP7iOQOPaRu8V%2bS8OQZMeZdZbCuU9Lv7RbMExkFaB7AMPYd%2bOsdtarY88YeiYgoqP%2bPsNpPO62Wt0Ge3sRcS%2b8wO7oxXicIo2qyqi5RT8nUWujYBcFr0nKMP/8TQqhadCMQ5SnsV/jxgQd0KeCEVgGnBVLEU5otVaCOpffhSLW/ecx06Lv1g9Hcfcxs%2bRVmvuIqjKfW/CxzT%2bStr23aqm8MrRLBI7z795A4/mdPkPTJpoygeUqLP7nFe2dd22jlXv3tiTC9kjhFwjJoOBxmb%2bkM2PEG6rL7RDTuM7o5xpsmFLNMQqHAx1aCEhwiYBc5GoO2X8WAY99Q2fwWsoUn8Qkhf9dIq3sAqp3389G4LP0YMdAmxlOk%2bbI2Zr3yOrNd3spMRhYwsSqeiWPnM8mCk6zPvONMMu8wM8lsJiVc65THp8LAKfTfZIHJ5t0PWDmOFn0U6Kr5jzrpP3lwKnGAyNgqXLuFJvqDZweNfAfpyr0HpOnah3xjTKATs7K%2bs9%2bWa/BfXt%2bpLrrCVGWPiINfFULEcEoN496gP7eB6QZOhMTOD6rh8xFf2oR%2be5/DJKcVfec3Qy%2bVcv/8E4LX0GJ82qOffpLJss4yo8XnGR92ms2r6zAZltsh8x7U4Zg4vT0472B76IarfIt9e3DNA/rcWe45zCz3IjMaW9pp4BQGqeeAME3Oj%2butq4zSbpUjkHcZ/K8/R/RRQDgnDZppsnt8T/u4EM0OM6/%2bY3ifTcfa/52BS9Q7vqFaOTwd8TvuvwutfdkZuv%2bbTp%2bldZ2SEYX4eG4T05l7jInHVbG%2bjlGUknyYuXcis4iexPTiFzLx0NVMQu%2bJKbsIa8JmGEzcyGTJJe3ypIx2suQ7Kd/EwYWieLdNnA2L4BGQK2NgRDGvHDgD8ZsJkIk0GWafY8bj1ncaOIfzQU%2b4JgxiyHjzRdKoIaIeH9n%2b1x%2bl07ON5Z0jUdfDB8QSP9I%2bRbqD99xl7v1oJT7RUwS/M/HuB5ehqfCcWQKriDHwnLWm3Wfj406jLAqLjHPMKJVcNW4OMxq5ikkjZzLjgJHMzHcgkZeIdqkysl3uFtdOhRkpNQIyIjOc1PDnFUnwB1L3xDaK7du6dkG79BwjsvRd4yZJPfqt723q9bN6SAp8q%2b8xycIzzHgIZSrHkH/I/EY4aDdF9BBZ6vw3nqXkj56p1aKuHZdULHVTZ7qxVFrbKFT0jXyHBOkrY/fTDT4jz/iS0uhPpDCoR6QhPG9/R3jh8Y7QlYfbrSLHwmXcMoQUNXcGLtnDnIbMh9C1pWURPg6mQaN4wdIpde%2b3la5VRSuDzgUJJJtW/er2xE6R%2b%2b1I2WE199sNFp7qMAwVZoGPzHf/qYe27yEShQ8W/fdfUukvzxO7xf/ux6I3nP1IPXm5jlnQcGNC4DJdu%2bAfxQrK0QSeEodQSJwj/iZWBP27Pj93COGdoJ/oc1vIukuIsNRLnKOqyMuCfp2FNIUb5ykEzL35uTI5R9LX2u%2b528h0eG551ak/ai15UAzIW7K0A5BeonCv/%2bEnyt0StPVDDPeAXpoaIqEH77TKXP9p4EAvq9jJhoY%2bgxKknv2nyr0HjjH0GWhvHJxsJ/caEEp/9zePnGj0O9fpJRWeE%2bZPhWoenzNQx3K63kPridYG6rgn/Cn2gMKmDqMZ2zuFAYgq5pnUb7iO1kN76Dn7i0RhYb/6/f8LZxWj3bGdXekAAAAASUVORK5CYII=' 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NdNkA3qgsxmZOMzvgwDCVFsDlKw1e1hXjQVY8n3bV4wpp/rTYL6d4eOOPhgW1GhnT%2b0%2binlBczo9Ebfwb1pz9FWcwZZO/zQc7BvWhk/jcWZMlzBeUpGgCBe%2bVEqIhQA6jOiEFD7hKArN8Ev7oVlo1QdnKcNLxlD3gHQIcEMMfHRT6KLtF/1zaYsRS6m1vCjylwZLs7kg/sxUxuGi5VFeJCaS6UUcFQMFVSfT0R4%2b6GdC9P9MeE4HZDPp73NeAJS9/V5hIUHTyA9sQE5AZ%2bigtMsQc9DWybc/GNqhpPlZWYr8tHwz5vDJ45gd6WWtTnZWCYA1JZSgwiD%2b1mK7yPEHYjN/w4AYRKAPW5mhRYfVJ0hQJaVlaBHPYBb6tA%2b%2b8DEGkw0IFxVSOd3wbrPngf9hx7vR2ccGqPL7ID/LGQn4mzzKtZVpXRhFg0hwTD38UNu61tkOG7G90x4ZhUpFDm6biYFY95SnSRKllIiGZLXIhn9IwfhjvwakSJv342jB8HG/AFy%2bpFzg1jEafkuQehgMHWBg2APUg%2bfgBx9AFxarwsYRWAkszfHYZ%2bc06wkgc8IQE0SQBy5mcfMMVWVuS/BCAXn/cr0cABR3/jenzyH%2b/BlpXAz9UVp5kGg5mJmMzPwlhmKhoCxRQYiLiDh1AcdAID4WE4x6lzjLCvZCTil9YKPO%2buwYPmYjxtq8KT5gq8ULEp6mnG69FO/HpxkmapxE2%2bfy%2bfkLISoKqvkucGB5pqpQdEEUDqKX/EHPGWJ0ZLVwIo%2bh8AFK5SQE1eKsb7OjUe0K4pg0yFFQDmxaIRzoiWmZ%2bp4AR5eNcOeoAN9rq544C7K9L996OIXlB97ChG48JxsSQfd1myvqBzn8tOxeOmavYJpbhbkodX7ewUmQoPGgrxihXm1%2bEe/ELAv/I3/jY3jL9fP4/XU5242VaKbxjMhexEdDbWyHODvQ3VagCH9yAjOADRn3oh48wReXXoLYC0//58QOGqYaiCspxYBrCiD9AAmB9UybUwpJIKEOcD5sf6McWDbowIQzp3OfKIP5SsBHOZSbjEqvIF13l6wpVSBe62VOPl5BC%2b7WjG7dJs3Geuv%2bTzn7sbOSipuNNskpRNeM0c/5Up9vfJfvzj2jkqoQ03GvLw585KXMxPQ2d9NWWbh%2b66CgKIkwCyQo8jxt%2bL84I/SgSAdAEgQQ2gJPM3F0aWALSsbIXL2MCM96qrwOxKD/gNgE4qQYVJjT9MTQxhoaYCE6EhSA08gtboMFxijt6s5M7XluEZPeUvbKdfD/exyRnFo/oK9gk5%2bKaymLvfjTccrf/KnP%2be4/F3dWX4pb0Zv3Y145%2bL4/gnFfDTUBNuVnNc7qrGDaaJkr/VUV4grxlWpMVLE8wJP0EAnrIZKhYXRzLeBdC8GkDBiitDy7NAUrQEIKrASgAzqwAschoUjyIFZoZ6MD0%2byOqgwvX8bEzlpqMhLpp5noxbZXl4UF%2bKb1vr8aKdEPr68JfeXjxmDn9dVoDzifH4PDkJtwvSoTyyD3dKM3GTB/aMqfFrTxP%2beXEG//hykdNkPR425uKH%2biIsNldDWVsJVWURlFXFqKSPRB7yZfk7JRUgeoGi2GB5fbBOXB4rTOUu/1YBy1eHigSAbDWAjNgITQqIRoh9QM/vK0AAWBjsVAOg/GfHBjA7OYILNeW4U1OKjux0jCRG4zIHo7tV%2bXjWUI4fOtq4k0P4rpHlLT8Hl7lSXVxRtHsv5tgf1B72w9n0ODxm4DfyU/C0Jgd/XxzEr%2bdG8UNvLe435eFiTSEGW%2brQVVuBruoydFQUEkCCBJAXHYxYmmBi0D4UxpxaBtD8OwCaCHwlgFYCkONwSVocxpZToE1eKJXDkKYMCvN7BwCNUAIYHcDCzDinxB48qKtEHwE0hZ3GecrzZoUCj6qL8OemOvyoasM19hq3K0poiEXojIlBd2wMhln%2bLteV4HpHPe6za3w8rMR1AnjYSCUs9uE75v6d2hxMNFWiv6VenhPoYf6LeWAJQAF7i4Sju%2bW5wYJoAkhbAaBkReD5miUu3mpKYdsSgBo67EiPehaYFdLvXgLQiRlNJyjyXwIYUgMQV4XnxgaxMDWKz2ZGca2pBuM0varTx3COB3e5IBV3ynPwXVMF7jLfzmcm4FpFMc4W5uNsTQ1mi4sxnJ6GRcr%2blrIBX3e14OHsEL7mRHi5LB3fsVP8lmXy66pMTFNJ4vR4F5XWx0rQXJKLyvQElkFfFMaFIZHdYBxb4jzOA%2bICqQDQUpgmR%2bLlS%2bOa4Jcukb0LgDV2qJu7KgG8rQJTmmFIlkFhgixXAsC0JgVmNADOzY1jsbMFN%2brLMJjOpopNyoXsBNziZPiY3d5icjgu0bgW8nMxV1CIK02N%2bIrrZkMt7tRV4VFrNf%2buxAIPajIrCueLknG/uQiPORB9XZ2FSfpJLwF0VpezB6hjfmejnCoTVaCA5Tb5%2bD6mgQ9yI46rrw6JC6SaFGheCn4lgIKM5SvEohlaU5oSJQGIRugdACv7AE0VkArQmOASgPOzY/Kc4iLrfh89YCAhEmdzxFyQiS%2bLUzGVGoNpjsuquEjKPwrdYaFoCQhEa0AAKnbvQYnfHpTt9cN8ShIe9tTg89JUtsxURr0CX5WnYYhdYi93XlVViiGmQhMrjQTgT9lTASk0wBj2Atlhx9RnhpcAEGjTSgD56cs3SshKUKTuBdZU0DgGO9s1KbA0C7SpW%2bF%2b5TIAtQeo5GU0WQVoghLAzJi8stRTV470Y/5oCT%2bNkaQYzOex7c1Lwlx2HEa4hlglkj28EeW8Hek7fFHkvQ/NBwPZ6mbjaQv7gpkBPB9tZckrwvX6XHxVk42rpWnopvOLq88CgJgDRADyfIC/H/JjQpHOHiD6sKfsBsVZobrsJQWsCn61CjSVYE0Za%2bcgjWp6ZQp0tanPCPWuBtApd3t6qBvTo/2YZxUQAMSl9MHWWpTR0WvCTkIVGYphpsJCNhujsiwslmXgVm0Jvi4vwTVFPu4XV%2bBxSRkel3PVlOE5jfbFRDce0wPuclD6kpPilZIUfEYfEVeJhQEqK0swwl6hMT8DFWyEYlhC8zmd5oQfYzrskt1geVLYMgAxDywF3shG6rcA1D7AFKACutQKEOcDxVlhAWB6lQcsVwHZJhPASD8WRBkUAHo6mJ/VqOUPlEedQeuZk5R7OPqZEnMchS/UKPB5pQLXyhT4gvPCXEYqhuPjMMHZ4IIiDd%2b0VuHZcAuejLfjDg3wankqLhYkYKaxUgIQV4bE3SOjHIUlAKZAzJH9yI0OQT7dP/LQTnl6vDQhRAJoFiZYpFZAY16aei1DeNcI14iLDIOdbRoALXKNCRADncvnA5Y7QT5OauBMjagV8Nn0qOwO%2bwmgkV9YnRGPYnaGTadPovHMaXRwl8YUSVgoy8Z55txZ5vBZNk%2bL%2bQpWBQVus8l5PtiGp%2bMdeD7bh7s91bhcnMj04cTI3kTcKdJRUSQBjClbGUg6ipOiEHv0AHIJuzguBJEHd8pzgyXxZ%2bTVIVkG/1sA6SuaIXpAU1YM%2bvjFSwoQa0xcGWIKiOFnqRmSswBhTIj3JIA%2bzE0O4%2bzUiITS11iFBn5pR2UBMo8eguLAfpQFBqCOamiLOYNxesLZshxc4DxwmT39l1WVuNbciNuNtXjc3YJHHIOfz7EUdpTinCIaVwuT8Rm/V9wp0sZyqQbQJgHks/4nHvdHbmQwStlQCQWknDqIYnaD8vKYSIGi9HcB5P0eACpAWZCEHrasAsB0pzoFRlnWJsVpcQFghQrEMDSueW9K3B80LgCo7/cT1/NbKfGk8FDEenki3ot5uX8fyo8HoCXqNLqTo6iCXHzBVLjEqe6LslJ8UV2NL4oLcau5Co%2bnB3BvXIWzJUmYSQ9nH8E%2bQXMtsoVjcIcAQK9qYBC5bIHTTwcii35TzTFcVAFxx1hhzGl5WqypIIVBvg2%2bYRUE2R2K8wICQJsingCaJYApSk5AGBX3AIiLoz3qW2SWyqF4HOdnxEnUCeEDohRyKBKfF9fvavkDFhbOKDwZjOIDexGy3QMFRw6hITQINZzc%2btkkzZP8bH4mH/MxnZ2F8ZREzDJFLjWxZ6jKwbDoBfJi8aA6G%2bcGe2l%2bhQwggzNAqQZABh0/CDmhJ5DJ1VyQKa8RittlCqJPooamLm6UaipcCjpVrgb5%2bNYHRC8gFdCcHY1ejQKmNGtE3gShAaC5TWZW3CHCR3mPEF8f6%2b/COA9wmkoYamtgiarFQd%2b9WL/JHH0dA%2bgLO4MUXx/E%2bXgjx/8A0g/tQ5r/QdRHhaI1Lgqd8TFop1oqjx1FDTvINtb0fsp3WhGLLwsTcJcl8IuxMXTXl7O2pxBEGUY6WuUdpenBgVBEniaIE2xoctkM%2bcl7BcTZ4Wq2w%2bIegSaabyMNtoGjuVwSgsYLNGkgpsI1JQmh6FeuBtDECVHcEdIuT5Is3SwlgIgbJMT9QSM9KtkOn2crLO4lyk5MxIYNxti00RTKkYuYr25AowicaZCwZw/SDuxDhI8XTu7chTBvX4R7eiGYCgnZtRM5gUfRTfOcVsRx9zlLlKXhq4JETDW2oL6iXNZ9VXWFvD1GVZ7H3T/OfA9VA2A6pQTtlzOBIuKYvE%2bgnopqzBeBp7wFoHhXBaISSADJ8ZEYVIr8F/JvxiQ7whEGOc7SNs1AxXwglSA6QP49xDF3gnDGOArnpGfizMkQ7Nt9AKamTti8yRRr/6SLjIIW3L7zZ6giItEcFADFoQPIObQfeUcPI/PwAUT5%2bOCYmzuOODoh0tsLjdGhWChm45QfL5ufuxyKruYloD4xAw11rbAytoSLvQt27/LBmSNHEEWTFXNANgG0lSq484HIPLUfRdFBqExRd4N1imTUcz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zSuZwsTOHkkvmy0jldsIDTi9I5lhDPoclx7A4LZ/vQYawaOICi4SGsTohkb85MTpeIipakUDMvliUJ4ylKn82mrTXSe7z8BwLeWwqoBKiV4CV3Gh9SXlrGhqJFbMuezUEphyekKzxbOo8TRbPZtziJ5VEjKPcPZEOPvmzrOZhN3UPY4h3EatuuzO/kyHQPdyqmj%2bF46Ryuig8cXzqH6jmTKE6J49zZ0ypw5b2Bd/WegM67fC74SgajE6dOs65CJrq8OWJwyZwUAJdXZcvEl82Z5QtkDpjH0bQELqYk0VAgBpmXx7W0NE4nzqRu1iSqUyawd1Ec9ZuKuLK%2bgL1ZM1ifOold6yv44ssnPGxuft7VSxLvzASVyCjP8pX3fe7ea2TPqmL2KQQUixGuFMevypOymM7FigyuCrBbYoYNUu9vSzt8Y0MxF8Qj9uXESz8wlrp5E2VcXqoSVpcex4b5M7hx5aI6%2birO/6b8m7bP3r8C1Befmm%2bSvvzhR66dP8Ou/Lki4XmcX5HB5dXZAn4R58rSuLB8PvXS3ysN0XUBX782nwvynQM5M9iUHMWO9FguyvGRomQ2JkWyMn06Dffu/Xwb/B2%2bPabzLt8LeP0%2bz7MXL/j88VfUleexe9FM8YFUUcEiLlZmCgGSEpUZXFuXz43Ny7hZU8n1jSVcEQWcKklmx4IY9mTG8aH8zc6MKVROH0nSxNEkzc9QH4T8M/P7w03w1xd%2bc6vcK9x3/CzlOQupSpkkeTyNU8WpUuPTObdsPldFDTekJ7hdIy2v9AA3NpZyqTJL2t40di6MExImSxpMYHncUFJHBDLArwudXb3U12eUZwHKHaB/i1dk3vag5Onz5zz44glJ6fkUxEeTEzeavEnDpLRFsCNjqkR5nkhe6QekMaouExJWSBosFVVkcaJgttT8CWRH9SNxiB9RgZ6M6qHFX2uOvoUHfcOiuXTzhvo84KeHor%2bRCJ3f%2bmD012Qo8/nJsxcIC59I8piBrEqMIGV0f2aPCGJe5ABKZ45lf36y%2bEKWKGKReEMuF1fmcrQghWrp%2bBLDejPcpzODuzoyrJuWKB87ejuaY2jVGTe//oydlsiOfQd58f33v3gq9LunwP%2bL4df3B7/59ltuNHxMSUkpQwaF09/PVwaZKFbMHE3B5KHkxQwREkJJkYkuOzqMwpgRFCt3fMcPYtbQ3kT08mKwt5YwbztGSuTHBziROMCTICHA3dObUUOH02/kRPz7DOTspas8/%2b4fnwn8d4nQ%2bZ%2bAfn1eubiSj0%2b%2baaoAyhsiK9dtJnZ8HP2GxeDQ2Z9sAbc9fQLrpLytTYqQmh5F6YyRzIsIkWj3ZFZYAJP6ejPCx5kx/i6MD3RjfG8XYoPdmdHPk8VjAwlxtaKLhxczZ8TjP2AIlub2zEyapz4U%2ba2vzOn8q8Bfn1PuwSvAFcdXXFk1JTm%2bcu0mFy9fY%2bCQKNLnzSc6cQGdOgfT1y%2bQzSkR7MmKY2f2dHYvnskR6fMPSTVYMz%2bGXFFGmpCxQPI%2bL3Yw88cGkTLCnznDfMmKCGTFlMGEdDbDw7kzPUMjGNCtGz0cHOke0J%2bGu41qxVHuDv/z9Hz23yPgbYx%2b/tXPoF9K7ilvft5/9BlXbtyibu9BsvJLOH78NAszirB19GH2rGTiBo/DzT8SO7dQ4oeHcignhkMFMzlQmMjxFelcqs7jwtYiPtyYxxGpDodl1ebGUzQ1TH0IUhgdQlXiaNZMHyJ%2b4IyxhRfGpm6Ym9pjYNQJSzs36nbs4e%2bg3pl%2brch/NW1/IuBtzP0MvOmBg/L4SQH%2b8PPHHDp2ioW5RQyPnIRfn0FYO3mRm7eUPXsO4RswBGtHXwZ69WZM5Dx6jUnBwWMIPbqFsC5pFMfzp8q0N4Pjy%2bbK5LeAixvyuVpbzKVNBXy4NotaUUjR5MEUTQylNn0i%2b7NiSBoZip1jL6wcg9BYe9PG0IYWbQwxMLEjKjqW0mXL2X/4mNokKTPCmyXynwX1Hwh4c/2c18/VcqNsD504TfL8LEIGj0Lr1kOi4YjGSqIiw4uV1oNDh48yO3khLu6B2Dp0x8M9hNCUVQyflIFXz9GigkFMGjyQY0LAkYLpHF2ayLk1i7iwLleUkM%2bZNVlCyny2SAtcMmkQ2wT8qeJ45oyPxMYlBBvXUCycgtE396SNviV/0e0oanDC06snY8dF08nGkanxSdx78AmvfvzxJwz/ypvmOm/KXMkXxVkVM3vw6HOqqmsYNnoCnURu7Yys0dfYYdIMXmPpSHsjKwL6DODY0eOEhITj6t4Ha1tvLNxCCByeK4Qtwrf/VFy6DsPJtTcFceGcWZbMiZLZnFupPDnO5UzlQk4sS%2bOYNErVKePYlBTOkcJ4pkRGo/WNwt57BFqX/nR39sHZrgstWhvTso0JltYeGGkcGDchBlepEC31DAkbGcmZC5dVc1QwKF2jQsSvy%2bWb%2bzpfqMPF1%2boNRuWFx0PHTrIgO59efYdg1ElLW0NLDE3tJNpaNfLKMjJzkM8caNXeTC46lu2Si1279cPZpSe2Wn8s7b0IH7eQXv2y6T4sVVQwVs750MvdlaNLZnGuYh5nV8zlWNEsGZlnikFOZU/2NLalRlAxNZzQ/pH4DpjBwEn5eHiEUZGURG56EQEBI%2bnQ1oi2%2brbYyPjc0dCOkP5DCQ4J5QM5r29sgbXWlei4Gew%2bcLjpxU0xaeXx2WvzfvxGA6Xg1VEMTRkxt%2b3ax6ioyRJtV/QEdHtjG5UAE1lG5loMzewFuD2G5g50NLNTP2vRVkPUhFjWrd%2bCs0TfybUXTi69MLfypHtoDD2HFuAaPhev/jEi5WCsNfZUxEeI3NM4VJjA6aUJHCuI52D2DA4tmkz2xHA8fUfj3XMCyYXb8YldzbDQOKqyMli7qoJIyfn2YoKm0hVa2XWjo5E9/j37ETpwKP8laaFnYEabDia0bm%2bMmbWWweEySFVt5KPGB3z7ww8/meWb6aFTXrmWvgPDMbXuLNG2UgGaWDqpAJWlRN5QIm4goA3l4goRylKUoBAQOy2BakkVJ9dAnN0C6SzL1tEPF5Hr1PhiXHvnow2ZzciImfgPTSJ6yBgCuvfCq0sAs8KDWDgulMLYQWTHjMK9ezh%2bIZOJL91N6LyNuI/OonNABFr7AMICB9E3OAQjrSfWdt2xkdXRyIHA4EEMDx/Nn1rpo9teg247Y3QVEvQ16raDxoruPYOZm5HNibMXmivZD%2bpWSXsdAwGs5LcCViPt5mvwChGK1JWtuhQSZGusnG8mSUmB2OlJUgEO4uYZLCYYpK4u3Qfj5eRHRO/BJMzMo39sGWtW1lG6ZgsjB8aKUfaWa3XH2NqHYX0d8fOwFOl2o%2buAycxeuh7XkWk4ihKcfUdi3jkE1859GDUlFXefQAys3LB3DMDOwUcqgSMDpeMMHx3Bf7boIASY0rKtCa1kqdsOGiHCVCWjjajDxsmDiImxbKzdTuOnj9TqpvOToyv5La5upOS4EnlzJdebom9kIVuFlE6KBzjJ92RZOqtpMiAsklOnzuHtM0jMKERVQSc7b3xsPFnq4smp9DlUSYrsOf%2bQum176R0Sj2evGDx8R6nVIdCvN1oPP0xdexC1qILkJdVMyV3GoIQsIjOL8Ro0lqDBkfQbMR4je0/Mbbri5NZHSqOP5LyWcdGTCY%2bI4j/%2b0l68oRMtRQUt22lEnSZ80K5ptRQSdDua0VqWbkdT%2be0O4k%2bDyS8uQ0eJpLGyFOCWTQSYiBIUgApQhQCFGPVYzhtZu0g9dhXSXOW7Trh59%2bJOwz0mTU7GQONMa7ng//qgHWO0Ltzt3pUb9rZs9%2btF1oJKZkQtxGfwLAIGJuDTbzreQTE4d4ugU1AUDqNi8V6ymeiirWzbt599p09RX3%2bWktqdxKRmYe/qK0p1wMWjL53dg7Fx7IHGwo3MzBwGDBnB/2mhT1sDK4m6Oa30zWkh6vxAtn/RN5NlygcdTGmhEGFgjp40UooiOprbiAIEmJECTkgwUbYWyrGTCk6JtpFKkBAiwE1sBbiURI2dB6ayNHJs4%2bxN6fLVDB4WwZ9EhvrG1nQQL3Hq4seGAYO4am3BYXMNfVz7EjsqmREDp9J7eBq9hyQTMCAB/2HJWI1LxjZiNdrYWqyiyxiXU0v55u2UVW8idEIm1uIBiho72fthLdK3su8hKdMDe6ceMniV4%2bDaTcBZoCdlWtfEFl1RZksjC1oYW9LC0FyIEAIk%2bh8IaGXbQkhoLSS0M7FuIkBZStTVyFs1HatSV86LOZoo4G1cMbV3x0xkaKbtgqmYkamDSFLZFzUYmGrFI7SqT5jIsNLBxAZbCwe22dnzsZM9bnodceuXSrDvGHoMSiQwLFVISCVAtvajZ7JkxTQqiufiNLSUEdPiGVu%2bE98xaWgMvdAIeFvpLQzMXfnPD9ryJ3H8tgb2BPYNY0FmFnqi1LYSqLbym/UkXfXk%2bq3E/FpKWVTAviZA2VdWS0NJFUMLWglJOiZWLk3gBaixTfO2mRRF8hpF8hJpMwFvbi%2bRVwhwaCbBoYuowVO%2b46amhKFZk3kqlUOjmKvGFjuNNSWWVmzrpCHZyQknK1GOmKCL3zh8QqbhGppKbEwoDYVmVCxOYcDU7fiHTaV/5iq8Agagq2eKtWsfDKT0fdDOVFphS9rK//3fbc0YIe34MGmYWshxeysBL6naRsDrScVqLdfVVRRg0IkWCnhRQgsB/poABXwr%2bVxHY%2bOOqa27gJStIm8Bq0a9WREaJfLKZ/aeKmBTbfMSEjQOzeeUvxei1OqhGqhWbZSMO4kS5Ad11NgQZmzOLI05SUbGeJm5YNdrjJjgAEz7xtA/uRzfCTX4pB5jfOl2ukZnCxHxQroT/9XOWnLfXnV1PQMFvJ2A1NJS1NXBzoUOtlK%2b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GH2TDeuRCbVy/HysXzsYcOXmRvhiovJ8QbnkfwuYO4cuoQqlzN0RPogP6bXhhKCsFw/A3IQzzQfN0JHeE%2bGLjljxdpYRjMjILtyUMoCjTCz5mmHGFptPSBDj2uwIaK%2bu/noNNNAB2aAsAMdGhNkQIUdS7kLteagVYVyl5LAUBOTxAtsU1jMrrNNuGl427I41xR1d0kzQKDff8BUIr/qIAA7jH79z4Ff4/nuTwPL6tCIeON9OlMwjAByDiQWOxdjEVTv8SKxQuxhtNdkctlyOPDUe5hj6orxggzOIsC14voD3PB3ZQbuJcehReVufiRxvcyPxov8hPwMMYPXycE4qf0G2j1N8VvvQl4VeQk1f4ATbBLb8Gn6U%2bx3goAbRpsebqzKO2p9AG2OpZAry6DZEm0qU5Gr%2bYkmiCNkO/79GcR2BR0Gq/FS/u9GLhpi%2bquBnSKtbhP4QNjhhn8MIO/K6cCmH0B4K4AwPq/104Anbn4vjYSbcxIn/ZE3DGYhHLdpTixkRPeonlYvXEr5rHdOZ0/iftscS3B7ih3NIQHazzdwQhdEa4YSArGYHIo7hWk4ZuaIjzm93oDPPA84QZe5Mbjm4IkQgkHnlfjl1I3yp6jL/t/p55YgcVTIHYfw/kSAJnGbMqbgWkweJ0ZUp33UO5iDpCpTkW35kR6wTQqRCiDpUITbDVYhe8c9mD4himqOuvQzm1wgNOgpIAhSl%2bcYdb%2bnU/Bi3OvPU86X3fk4If6aHSYrUCv1pcYYBn0G87G9aPLcWrzSmxZOAML5y/A8hWr4XruKIMNRRGln2ihjUpvS9SFu6MtPgidkd7op%2bRbI66jJMAbtz09kOvmhHyny2i77oh70d54/6QCr%2bqucwJUPAzp5P7fztLrNlI8BZIz8zIqoJfZ7dScKWVdtMMeMQNoU%2b70gA6NiSyH6QQwU1KAaI/tekvx3GEf7vnpoJLjcCs9oL9P4QNjBjnxDVD6gxx7hwngDoO/w8zfZfB323LxtD0H3zfFotNiDXo0v6QPTCLZCajTWYLA44txYvUsLJg2EYuWrMCquXMRrn4YqRfVUXZFD1WepqgPc0dDTACaQtzRGOSBBDdH5ISHoCj6JjICfJDiYI7UC%2bcwEOsFfNeAfzcFottYMXF2shTauNPLOXf0GogZXwCYJXWADs0ZCgDMvCiFPp4O9akEM5kKEB4xSwIglNHBbvLM4TAeXz%2bPypZyNPbUoZceMEQIY8QTEgkAx94hBj/CuhcA7rQRgIwA2m7jh%2bY4dFqvZW2N4y9kvemMxx3DafA/ugCbFnPhmcVBaMoE7Fu1DGkmZ5FocAx5dloo97yIUj971IZ5oTbIDfU3PJF8xR757ldRFxGBhqAAlLvYIdnZAj90ZAE/tOJ1WyR6zbh6cw%2bQs/7bRCeQHohSCWyBMmZeBNhOAML4%2bnTEGEzH5%2bmiL3SwBNpER9CcLflDt2iFnGEe2ijhicdJVHMcFgC6WQJDvRKAIvSz9gckAPkYJoARZl8AuCPLweO2TPyzNQFyuy2U2OdsPxNZZ%2bMxpDsW5epzcXHXYuxaMgPLZk6B/o5lKLVRQ9bFk0i4pMJAzVFw1QbFvo4o8nFABSG0xYehJy4GXTEJGIkkBJZBXbQfRr9tBb6px9vuGPRRbWIPkHP5kXGzkwsDJABhfjIt0QKnS91A1LrIvlxHGOIUAuDgoz6ZRikUQgDcF3p0WRpcju7YHMZTZyXUVeegrqcRXb11ihLo/wRAHAFgiMEPM/Mj0snBI1kGfmpLQg9HVJnKFyQ7gX9oLOSaY6X2U88B6cq%2bOdgwdxIu7V%2bPGjs1FFidR7jeEcSYqSDLyRR5XpeRf90Z%2bYGeqIsJxVAaPSUqEDViQgxxwY89Rcx%2bJ0af1eJdfyIGLm9k0IsIQQCYhy7DedJz/l7R1oQBMsOdWgoFdNMIu7UUCuikAtrU2KUIQiikh/C6dWZxHOa4bHMQzx33obEkBbU9TejorcUQJ8IxffLC/wAY5OAz1CYA5GCkNQd3WnLwsCUdP3WkoMflAFrPf84/PoG1RhDqAsJXuGM0ATHK07F9zjhY7FtDAKoosdVAtNEZ%2bGseRbghS8LGANlX7XGbARfHhEGeFY%2bh7Hh0xgajL9EfH1/KqYA2AqjB%2b6FkDDpsRZe%2beAK0iNvcfHrBXIUCOAG2abEM2AE6GaAoBTlLQM7e38tRWCxBEgB6gUx9hlQycgJo5%2bf9FrvxwmE3mvKiUdPTIm2FQ0IBfV1F6OskANb/gAAgy8MQgx9uuY27TbfxoDkVP3emotfzOJrOfs5f9hUnrs85dPyDEMZzEPmKNTgRuSe%2bQgqXmdLLKii%2brMZ9XxchhudwTe04/LWUkWCpw/q3RJSzLbIiQlCeGI3qcF%2b03PLB%2b287gW9l0r8TfBxOxbDLThrXAnRy3mjRnc%2bBaI6kgG692WilCbaqs81pKk631BEUA5AAIFOdyJ9PQYsaAVEtkgKojG7zPXhhtxuy9CBU98jQxnFYtMIxvZ0lBFDAk49%2b1v9gax4GmPmh5mzcacrG/aYU/EIAfd6nUH/6M/7yr9Cs%2bhmaz/0XWlTH8Q98STl%2biabz41Bishv5NpoocjZki7NCku1FhF7QhpeKMlxPHoQvQQTpnISvxmGkOxmhKuQKHtVnAv/sweg3LRh9Uo3R4XTc9TooPdJuJ4BWdoEusf0RQNcnADIJACc%2bjWlSS%2bzguCvXniwBEQpopQ%2b0qE5TKITtUaYmhqHt%2bPbyTnTFe3IalKFVXoM%2bboUEUIxeZr6XwffR/QdacjHQ/AlAYxbuNyZLChjwO4O60/8g2QloPP8FGgigTniCzgQ0nP8HKtlqKjwuoNzLBC0RLmgMdWUHcESivTnirC7ihpEW3E7uwvVTm5CssRmPqhLw/o%2bfgJ/uYPT7LgWAx9XAnXTc9z2CVu15BLBI8oBOsQOwBLpogq0MqllNbHxTpcyKGUCmIYafKdLQ064uPGAqWtRZJvxZFwG1EkaH0UY8t%2baqHWWPSnnr/wJABfR05KGP8h%2bg/AdbsjHM7I80ZuCeBCAFw0EqqD71GRopsYZzn6PhzH%2bjnO8bCKNVezwq7I%2biI%2bYqOiJdIAu2Q1fkFdy/fQPt0deRZHcRqQ4WSLU1QbqFOmoc1PEk1x9vf36Cj78%2bIoRB4IXiX4txNwMPAk%2biSXOutBXKWAKdevOkJ7ydoguw9lsEAKnlidonAGZcqKBLS8wBAsw0CYJ4PiA8QsaSaDVcg8dW%2b9B74yIqO5vR1FWL7p7qvxWQjx66fw8Hnz4CGGDtCwWMNGbiXoNCAUOh2ihX/hy1pxns8f%2bD6tP/hQ7T2XjhuxH3b%2bogx8MYydYaqPGxxGCSLx7khGMkIxgP88LQfusqirkA1Qe5o4vj71CsNx7fMsb7Khv8We2Kv/rT8JEK%2bPCkDniQh8dh59GgzmzrLpKeRHXqKUxQlEAbAUgewAA7GXCP7lS0UuLtYgLUmSZNgS0qbIXq06WFqEuUAFXRwvH9sfUBDPjroVLWIP0bgVwA6OkolrLfzeDlbTnobb2Nfkq/n8EPUwF36pPxYxdfRxii%2bORnlOV03LFfih9Cd%2bBVzCG8SeTW56iMgpsBaI6%2biu4YdwykBWI4IwQjNJy7mcF4fDsELRyJa0Nc0ZHINpgehp8LXTBabYP3mWfxe4wS/io0xYf2UKA/Hl/H6qCZmW8zWsS/J6Q/R1pupP6vM0tyeFECctH%2b9Biw6hQGPFURMMug6Tx9QI2vtQQADkIE1qi1CA84C9zxVEVFcw3quurQqQBQhG7WvgDQw97fw8z3NWTwZEog7tcl4OeGCPyUaYyfY5Tx/rYGkH0ab1KP4bsbW/B96Ha6/mEEah5Avqs%2bAw/CQGoQehJ8uAD54T5h3EsLQH%2bM6Pl2aA11xre3PTBa64S/8nTwPkcD79JP49839%2bJ9gT5GS0zwPv8C3hSa4W2uAV4TzKtUHfwUdw7D9quk9VaMueKpj5D7gK5C4qIMxEORTg5BTWeZcZWp0jODDq1p0nebNOfhru1x3HU%2bgYr6ctQSQLsA0N1exMwX8rAEaIA9TVnobmQJMPP/LHPDuyJmJlcDH3POAvlaGM3VU9xwwhH8eGMzej12oM7PBk1hjmgK5u7P4OWJvuiM80Z3gjeGkv25IPmiN9odLb5WeBJtAtTb432hCd5mnsebLBWgiIHGKeHfcUcwWmTMz9XwLl8P74sNMFrngNEGR6DVHW/KrTFgvUpaeoQHCAB9HIRE8ELm3doCynQ0nZtMb5oiPRvsIJA2tcloUp%2bJATtl3LdXQlVVAdfieukB6ZiuvwHICtDF3t9F8%2butTsLPqap4k7AX7zKU8bHEEB8KGXjmaXzM15XOmwxVvIragUdeS5GotgyVrhrojr2G5pjraOO1LdoTrbc8IbvpDjnf98axPPh%2bKMKMwenzdxhQTep4yzNabo6Pedr4K/EIlXUeHwuN8FcG4ZRexMcaO3yoscX7alug2R2/55mhkwNOm6pCAT0chYX8W8V7LbEDTEfjuSmoOzNVWo7aOTS1ElijKjdGm5O4Z3MA1SUZXIsb0dLFQaizvRBdDL6zNR/yxmx0NuXiUaYlPsTvwYfbKnibrYq3WbypCnO8ydHBG3HzfD1azEylncX7hP3oc13F1jYDRXZn0BzpieZ4X7QnB6Ip9joab3kRhhe6qIh%2bKqOL74eDtfBXJtXEQN/m8FphIUl/tMQY77LV8KHYBK8LjPC%2b8jI%2bVvMQwGiDiwJCgwOe%2bByUZC7k3S3NAVOkp0FtUmucwS41BVWn2A7VJiumQgFAKMLqJO5bHUT17WiUdzWiUQIgy5eC72D2O1nz8uo4vIg6iD8TDuID63O01AzveWMfC3TxvuwSa9IYH3hjo%2bKUmGGU33mTfBRP/DahzGQOym32oz7cFe1p4aiP8UNLfAC6MsLQlRKE3pRAyRtawq6g10eNZWDKOtfh77MkVEKoEr/XCh/KLPCuxhEfKmx4rPGxlmVQ74yPDW6AzBf/yjHjLCCcX/HoSwBoEcYnmaFCAZUnFT4gst%2bqNg21Zzghmh/HQ3aC2hROol0tqOusxZiOljx0NOeinY7fzgGoO8cNL2%2bsw2%2bx%2b/HvlBN4wzp9z7p8X2yKj2XmeF9uhXelljQxZwUEQnmfrY7Xicr45eY%2b9LsuQ6rOCuTZq6PS1xqV3lboiPdDb04U5KnBGCCE/kSCCbDDw0gtSp9GWGnDjmDH3%2bnIQK9Q8o5S0B/oEx/4tz7Wu2K02ROjjTTPOv682gFys%2bXSIzDxbKBdTH4qDFB1EgFMkbJdemKKAgChNKtMR%2b0p%2boKJEu5bHuRC5o2yjhbUdnwC0N6UgzY6v6yJ7TDBFN8FrsLbpOM0PE18ELWap88bYaDMjADwtuQSjUy0MQfpxj8UXcCHPAOWiy4NUhUPfXcgk06dobMUucabkG1xDrXBrlyFAyCnKfanBqCXSmgLssLXEacJ0gIf2BVGRaD17hht8sKbEkuWgw5VQTB1rorACehjxWWgxh73PPai%2bewEadYXT4FkqhNYBkL2QgFTUXRsIsd1AlCZxtF9BueXSagy3INhcyU0hDmhpL0ZNe0sgTZmX0bXb%2bVMLmvIRcctQzz1WY5/xR6U6v8jjQjiJkQ9VtnjLdvTG7YpcUMSAOmmrKiQi1QDFZHPNpath%2b8jlXDv2kZ02MxEms5KZNpqo56zv4y%2b0EMIohR6aY4yvwv4OcOIQK/gY50na9yDju9ND%2bDvydLEaI3oAgTQRAU0XWUZXAXafPB1CKfFsxPpAbOknUACQEW0nGe9n5uBgqOTUH9mmvS%2biRCqz0xCpc5mDF48ihZ/SxTJGlEjowJaaXqtNL%2bW%2blTI6rPp2oZ4eG0Jfr65E/%2bKP4bXmTRBoYAyKwbMYAnidbY2PpQzWAIBS%2bEja/UjW9RopT3LhJ8XW%2bKPNHX8Fn8Kv8efgMx2MdLNlFDmZYn6SC90pHANTg/FYHoI%2bqKuoi/AGH/cpum1%2buBdoxfet1xne2R3yNVWlIUA0OBFdXjgQ50L0OiKl1EqlLbYAGdKTt%2biyiXtvJC7CHg68o9O4eg%2bFQ1836gyAzU0zXLNjei/dBIyT30UNNehqoUAWkT2Kf/m2mQ012ehNcoI970W49eoPXibfhYf2fdFz35fYs6gLaWMvM3Vx5s89vNyunO1M%2bEI83KgUhwIw44wWBaFl/CvhLN4naLOgWkXsg0WI/uyDkp8bNEQdR0daWHozojAQDKHpigP9Pjp4d8ldsyuH95Uu%2bCvtDOcD9PuOKsAABDRSURBVC5IkD9SHaM0QFEiH6k8NLrhnwk6DFr8y48AwAXp/AQe9ntCaDo/E4VHZ6BSmQDOTkH9uWkSgFLVVeiyUoHMSQW59VWobCWA5obbaK5LR2NNIppq0yGLNMSDq0tpaLvwOvkURlnbKLNQ1KKQY50T3peKlmjA8rBiWTjhQwnVUcVhha9HKx0lGKOE8FeWPv5IUcOfSSooMZqCJMO9yHMxRoW/I6rDvdAY64eupGD0J9Ekb3lgMNgIfxTb4T0BvyeAjxzChMegyV0qC%2bk0e7FM3PAqzRBNarMJQaEAAUCMwLUMuIEA8o/MQMlRGh%2blX3tuEurOTkbRuSVot9ZCJ%2beB/OpSlMnqMKaRWW%2bsSUMD19PGymS0hWvjsc8yvIrej48ZvAnezIeiiwrHF05NAOL6Jo/DEetd1P2H4kv8jJ9LAP6GQFBUwes0DbzN0EGvyzIkccFJMldBgZc1SgKcURNxFbKkEHQlsySEJ3B46gsxwcuQ3fiQclQalt6VsuQqXPBnuRv%2bquZkSkNEiyfelNmjQXM%2bg54uPQJrVhEAJhLAZNSz5vOO8ShN4Ao/lZ9NRR2nw6KzcyGz0kS3xREUlOajVFaPMfU1GaivSkZDZRzqy5Ihu6GGbwJW4OdbB/A04hRGwlTwizCpKtGq7KWaRLUYZY3xhi79sYjdodhCKgWhgtG/VVDBU2LDWtbHX%2bnaeBl%2bCLUXZyJSYzNuO5uiWDwkDXFDHcuhOZEQEoPQx0GpO8YLcl9tPAo5intJTtJGeTc7nNtlBO5nBuJuihcep9jhHf/egMM21J%2beKG2HLSpfEcAEZnsKalgGRcrTkHvoS6n91dIMawWAUxySuI53mx9EYV4aSgSAuuoM1FUmoq48DrUlCegIOokhL87bXnsw5K%2bM3zNoRJT8aIWtwvVFGYhyKLmIP9NU2aqokGKWQuX/CLxClABPKUHRK15n6uHXuLMcljYiTXM2oi8oI8/bBoXedgThiCpCaEkM5qZIP4i/jv5YL%2b4NFqgJvIK%2bjJvckKNx/3YEHuRG4mHuTQxzynyQ7Izn4WdY35PQIGb982NZ78w4VVBNCKXK05F5cAIqTk1gB5hMDxBQpqLG7Dx6zQ%2bgICMaBVyLx9RWpTH4JNSUJqCmKA5tvodx99pyPLuxH88jT1CGhgyEwwjr%2bmMt3bjWhaOpcH5rvEnjqEyJj5awA5TZKAIvoxkycJQJADTEIgt6gRFexauwK5xBm91ShJ5diRR7I%2bRftUGepzWKA66gPi4AsuRQdEpK8Jf%2boaQz4BJafC5BHunBoAMwwnOH5x43zAEOMzLPs6hTo9mdm0iJj2WmxxPIRAY7GWUMNuPgRJSdnIgqAqg%2bOw2Fxyei3Pgk%2bswPoSghGPmtjRhTXZmKmvJEVJXGo6ogFk0%2bR/C13wr8Sg94m85NrfACg7Hi8ME5nPWPOmfFlWPrm7Rz%2bCPpPFBCfyiy5pUQymwVgYvXPNyV8ea2CX5LUMHvyZp4EaaEDK0ZuKl3GDke1sj3ssVtNyuUBXuiNiYYzQlh6KAvdCcFYohbZF%2bEE73vEpq9rdHLPWOIy9ZwrDdGEnx5G%2bdQygDLqYLKM%2bOY7XGoOv0VKjn0lJ6chvT9BMCgq1gGlVyOio6Poxkro48tuTTCE3mtVEBFRQoqmf2qolhU5sWi/voxPLq%2bgia4D%2b/Tz%2bCv2xfwKscaP%2bY44mWuO74vuIYfCq/iVQHbYYYG25was2yNDwVWEgQRtHj/sZBlUXRZ4QM5JgxeHb8nqkkgerk8RZ5bhhRrPRRdcyAAa%2bS626As3AfV0cFojAtBW3IYelJD0U%2b5DzLgVt/LqHQyZok6cXbwIgA/KkAHhcpfopwDUcXp8Sg/ORblfF/Bub%2bMM0Dq/gkoPk4gXIwqzkxBCQEU6x1Ej8kRlAfaIbuFHlBK%2bZeVxKEinxtSXgyqfE5zEFqMx8H8YpAB2iKdIY/zQ3dcIHpTw9GfeQt92bfQkxmBwRgHvErkMpRjije5FwnBEu/zL3FOuCidd3mcHVgCb/LpF6la%2bIMAXiWq4sdbR5DGUTlKV4nBWyL3qh3yrtnhtrczikKuozaKEOLD0ZUZg%2b70cEkNA/E%2bqHG7iAIbPfSEu6OXA1Sdmx7yT0xA2ZkJKGX2BYAiIfNTAsAkpFEBhce%2bojLEZ5NRevwL5GjuQJvpCVRdM0NWE9tgCbNfUhyD0rwolObHoTJQE5WWq5BhpYHSazZoifDgnu%2bHvvhA9CUFYTA1BEO8qV5Oc41hnrh7QwevWeN/Zl2QghbXP/n%2br2xujfnc8wst8LaAPpCpi38nq%2bHXBFUuWRpod1yL0NMLkGypg9vu1sj2tEHuNWfk%2b7qiMjIAdXFhaE6O4sAUhc6kG%2biI80d7hBtqPM3RxZG6/YYrKhw0kHN8AkpOfYWSk%2bMo%2by9QcIxAlBkwu4PwgPwjzD43wxJlAjgxFnkqG9Bicgo1rnrIqK/GmCJKv7gwGkV02NLcaOQHmiLo/A6kmKuj1M0UTVxiOqJ8ICcEeawvlxjWZbw/29U1NARSjoG6%2bFeqDn5L1cef2ab4PY3XTEO8yzVj8Jd4LAmAhpnDISdVG6%2bStFkOungRcQLFxjMQobYNKTZGNEVzZLnbI/uaEwqCr6Eswh%2b1CRFoTL6JtqRQtEb7oS3aB51R3jRFdokQF%2bSZHsHtw%2bNRcpoKOPklik58wYx/KQGo4GcZhyYi5/BkKmMaimmKxSfGIefUMsgIoN5BFRk15RhTUHgLxflRKGSbKbkdhowQB7gr70S80SkU2Buijv26NfwqOqO90S0eerL%2bOsNc0RzggKqr1ugP0MQ/Y89zMjPC7%2bkX8O90Q/qGieQBoiSEN7wruIx3OZz30/XwG4MXEH6MVcVj/60IPDEdodrHke5oihgLA6RdsUaOF7e1EB/UsgxqYkLRTHOU3fJFS6QPWm/6oePmdTQGOiNLczNbHbN%2bkioggMJjY1FwfLz0uoLmmH1oArKVpjP46WyLk9kFxiPzxHw0mJ5Bo/UppFcUEkDeLRRyVy/ICkdRahAK6bzXdJQRqn4QuZe1UcmprSnYDW2h7jwuaAtx5jZljyo3M2ReNkDtlTN4GX2O2TfmzMARNpc7ApchcDZAscIMPxTZ0g8uSBBes0T%2bSNPFr4ma%2bHfSGWQZL4HFzgWIM1PFLVNNKsGU5WCHHE9nlIb7o44QWlgOHUIBkWx9N30hC7uKyqtWSDm9mDL/HLn0gWKaX8FRSvzYOOQr0%2b2pgqzDVMFB9v8T03gmsjzGIfPodFReOIumS0eRXpSDMXk5N5GfHYm8jFAUJAaiNC0EoQ4GuHpyO9IvqqLE7RIa/Bk0IbQEXUGTnx0aeeq9rVBgp48c63Mczc%2bg0/s8%2bv3O4X6wCp5GquPbWC38yIXlp2Q9/JxqhJ8SNPAyRgPPo7XwKEwNvd7KaHY7hHjDLVBZNxuX9qxDjJk6oi9qId2J5eBgjtueDiiLDEZ1XCRkiZGQx/ij85YfvcAbhY5GiD80FekHxyH7mAJA3lGa3JFxvI6XAs6gAlL3TeBmOJlgJvCMR8ZhdgNDKsBECWk5KRiTmxWBvMww5DLw/IQgFCUGICXIES7KOxCnfwL5ThdQ7cu5m17QGOyCRkq/gQoQp/66NSo8TFHmaoJKdzOUi6sblx1nPVRe0UaFkzqqr2iinPWWb3UGt61VkGmhinQLbaRZ6iLOXBfBBurwUFGG3ra1cDmxE7dM1BFrqoX4S3qItzVHgoszMvx9UZ4Qg/bMOHTFBaE5xBM5/D0xe79A8gHK%2bjDrX3kscgkgm56QpUQ1sBtkHvoKSXu/RC6NMOfIBOQc/RKpB79Cru4JNF04hNTUKIzJYeZzuJffTglCLs0tP/Y68riUuKkdht/ZfUi31kSZ%2byXU%2bTmhgbN7fYg76gijLlD8%2b58H6m%2b4oYGnJfIqmiNoTpHX0Mzu0BjmLp3mYGeC46QX4IQankpfR1Rcd0CJlw2KOAnmX%2bUg5H4ZsdbGsDy0Ex7KexChdxrXVY/DV08LN62skeLsiBxvT5QEXke1vxuqOD2W%2bDoh1/QgEvZ8hoyjXzHgsQzyC8p%2bHNIO0ez4WRYBJO4ZS6OcyDMBt6mOlAP/QKbmEbQYUQExgRiTlRaMrNRAZCUF4HacD3IYfHG8N/zM1WCntBkxNMNcW31U8GYbGHxDqBfqeK0KZEuK5A1F%2bKAq7DoqWZvVUf6oucUTySmNrxtiA9nTfVEfTQOLDUBTlB%2baKOEGXqtoZuK/qYjwRWV0EMoj/ZFy1QkuqifgdGQrvE7vgbf6GUSYmyHd0xMZnh5IveKMXA8H5Dubo8TfA/kO%2bkgigFRmXcg75/AXDHK8BCCDn2UrEcDucQTxJQ/fCzj7/xvJZ/ej2UAJmWFeGJPOzGck%2bSMj3hfZ0deRzb08lyfeywym%2bzYiQI1SsdJGriPl7X8FDQyuNpwBi6DF5Bbui7LQ61LbqogKRPWtYNTcDEBNVABqGVgtJ7vq2CBU8dTcCkIFHb38ViCDDkYFT3lUECoTwlGSGI6ccD%2bkXHOFh/ppGG9fCtuDGxCqr4Gsq9eQF8DS9HDHTfMLSHOyQnkEZ4UwJkx/FxL2fY7bNLhspc%2bQfWQsZT4WaewOaQe%2bROzusVLwWfSKzMNjkbzvvxB3chsa9JSQTVWPSWPNp8b7IZXST7/lhayb7sgOu4LbwTa4dGIHbA5vQcyF80i5pIVcVwuUhzJgunPZzUDpJip48kO8UcybL%2bEAU8xMloT5cdb2l95X8nsCTuENb%2bl7BeIEXUVBoBeKb1zn5yw59v0sHzekXLFBnJUp4i9fRKDOOZjvWALbA6vZIYwQY2kGHy0VhBrrIdvdCVEX9ZHs5oQ0O2NE72VwDDxD6R88DPzQWKQrfY7EfeMRv/sLmiF/TgDp7BhJBBBzbD1qdA5xF7HAmBQGn8LNKiXKEymRbkhn8BnB9sgPdYA35a%2b1eTV81I4jXP88os10kObujMwgX2SFMfBw%2bsaNAGQF%2biDd1x2p112QxB6exECS3eyQRhdP87BDiosNUl1tkcyT6emEPH%2baGAHkBnkh/eoVfseJdW6DW2YaCNPaizCVTYjRPYY4o7PwPLYJV5V3wVf1GEKMOTVe90RhgA%2bXp2tItjFDhLoSIvYy48xu6qHPkHLoCyQdGMfXYwmAZw994ZAI/guk7B8rAbh5YBkqtZSQ52iAMUmxPkjicJMc5oK0GyQa7ID0QFtk%2bVsi1fMCNLatg9He7fDX10KQoT5CTU0QbmmOKLvLuOVoh9gr9ojhzUc7WiHa2Qq3xP8QwRNteYFZu4DYyyaId7REirsDMpjldF8PZHhfQZyzJUJNNBBlfB6JZsdQ5XQEHW570ee5E13u25FvtARZBusRrbER0Rx4Eg33I/nCSZ5T7E4nkcjfm36VIB2NEbF7PJIPiY7wDyQd/AxxVEQCg00Uh50i/eB4Bk8D3PcFF6T/RtjeeSjTPoaCS%2bcwJv7WVSSGuiKBgScG2CLJn9nztULqNRPkeRsh2OQ4VDevwVUNNdy4YIxAXR14qZ6Fx7mTcDl7Ai7nlOGuehI%2b2ucRwJYWxBNhqotwEz2Emekh2pogbE0QY38Rty6x7ekqw/v8bkRqbUW51S70XT2Ap2HH8CrTCD/Gq%2bC7myc5K2jgWeQ5PAhWgsxlG0ourUKr/TKknpyCoO2fIZKyDt01HqHHlxGeOm4enI54%2bkDC/n9IJ2bPOLbIzyQIsewCyQeYeZF9wkg58DlCd09DnuYx5Bkdxf8F9lockoBFZ8UAAAAASUVORK5CYII=' 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Q/fny3GfQuuF1VK8SBH0dLWM4qsMD%2bYLJGt8n4R3fzqParUIj/j9/fkSrJEQl8eEMCuErIiCJ5epnsu0Fn0/n2meH30OBVHu1P0shUQPqbV05F9EVcwJ6OJZFnR49eyzoubrWTr1NDStDExkRwf7vRAtxTQ1h8ne9kozGO1/DrsZQPBJe9yqDcDLLYH41%2b0SfHarEl8%2bacFfXunCX0UWMPj/JAhfPt%2bEz2/X4NPtArzWE4aGQBec0Bhh506KJIMdzKo9cHO0oAmi9eYqCzHUWeCLnhIfEl8M5qkMe0pI0KUBGKmg/Wap9NKqd5Mz2vNokJip7fxNBzNZlkvXJhxcHkd2yDG6OnfkBh9BIbmgPOgYSun6Rip9WOOXpMdc5XR6ZZLbc5OcWx2JskkQkdAASWf1eoC92Zdy9oSzAnY2xtiz55%2bwb5cMZQGHcLfaB%2b9Np%2bCzO9X4tzu1%2bPKFFgbeiS8fNuGLh4348nEL/nSvHr/bKsOv1wrwrV76%2bdjjaKRTNRdAMpNsWU625nuQ6ONKEXaWeuS8pEyFWJoRHYhyXce5iKdMPVSCXTRLHTQ%2b7eSKFhJ0e4oY5ADOWVYcfxaFXM0SMnuRcHokvGqudH2sIEAPVFAMDVUEoonMmksACkOPojDMne7QnW6NSpG/q485LSnESv6%2bhTfO8D%2bIow7mcCL5GTFtZTIZzrrIsZZ/BS%2bR/F6h3nipMxFvjebhXzbq8dcn3fjz8234490GfPGogzzQjH8lAB/dyMYb1BnXM05iJNEdlw/ZwGDfTtiTEG0ojnxOqyUJriP5tgsFSpKbbY/FVFsM6ijcmrMuoS79PKrpCiuTrqA68TLqCEBz6nlJudbSpcrm%2bzPpsNKxzL4430O31UPR05uCFfbPha5kmhzhvtKk%2bp7nxOdpglbJC4vkinmKn5nWcEyQQ2YokuZpNcfqQnHqgCXsrPbBzGQvnmPq7961Q8qQF6kTllgeg2TnqZJgtk4vqjNPfHsoC5/fbWJWtODzO6344/0W/Jb1%2bjbFzcs0Vk/q/DEScwRBR22wd%2b8/saUa45DWRmqJwv7OtcWSe5Kw2J1KIVSJR6v1WB0roFHKxRyvvTRSgPm%2bXCyNFtBAFVIvpEsxL1FPyIZ0UUwZWs4RBtwbI5HhKMdwczTG2%2bPoCOPo92P1zo%2bub76ZJEizMUO3OE7XON0Syd%2bS/Eh8cx1RyGILtaWKszDdDaWZASwNdzJlDbHIbvKIeuFxUxDeGk7Cx9t1%2bP2jVrxFK36nMQQ/pIX%2bhKT2MzrGN3tTscDzy0NOoCL8DHShbuiOPIzAgxbYRR6Q83pHHG3gaGsMLw81agt9sDrO4MaKsDZRhI3pYmwx0FtTYuTRxhfQAhdh63o5Xtisx8ZsAc%2bjXaablFWwdmrYMyfq2cvZOmoSzqGI6Z9Dl1jK2q6JPw9d4kW9xhePqYTbY83pYoUmOEFD4sluEE39fxoVIUdxhMJFab4XZvt34wQlrp3JDpw6KMddusLvDcUwpYNwo%2bASelmPDQmXcI%2bK8QejMXh/Mok1X4zvD8fgfp0vnrSH4e2ZPNxrjUNnDMsx%2bBAyLmrZTXbSSO1kRzGDs9ocHo5muHTUFvlxl1GbSWGUG4jmAj%2b05PuSGKlc83zRnu8nPRmqzfLGTFciesqCSdg%2baBMkKFi8hcFNsUe2Zl5AZfgJlFEN5gQeRgnrvZbdoTbCAzoKmybWeIN4hs8W1EDHWE0y7KGGWGqNRHOsOxLO2MOWosWGvX%2bfwXM4pjbCcTtjRJ5z4OoH4sP5DPxiIQtvs6Qe07/PVbGXdybj%2byNx%2bPVSKv5A5v/n3lC80huGcfbo8eIAPOW1H1BeD6ecQoWvK4zJAbtJqPaW%2b3GcXebiISt4HbVGPL8rTRLP%2bz0JhCdVnzeaM2iB06gOqWkaUskB6VdwvTsZI%2bWR6M0PwBCttawzh6Km2BurPQkYJdm1UcD05NHCcoWayZZtVFriOX1PPhmVnaCb3/XRa/dm%2b5B4rmCSfmGLKd1LP3H5sC3kbFFGtLq7DWRw5%2bpccLJAtvchvNgYhl8t5OLP95rJ8s349GYVPt6owr%2bsVeDnkyn4iKrw3zar8GqjP16ltlisi6MFv4o2knR//DFsVzCQ4KMwJwBGBNecesCZztKTwYedUSGHdl6X54Mmlk4rW2J7oT%2b6mQF9ud7S84gWMXhscywf43XR6Cr0ZosMgWyBKbZA8yAeUW0ShBWmyMpAKlYHM7nNILGk0HGl4/kbxaylbMllbYlHTKM5WB/Jlerr/nw%2bRVQ8TrjKuTKGklgxMXoOh1RG8HS1oLQ%2bhtcorj6ez8OXN9s5GvHHjQr8%2b616/J4A/KwvFh9PZ%2bF3S3l4tSGAJZGMD5fy8f68yJYkvEKX%2bUZnCFpp00V5mRgxCwiCnK3w4gFzxFJxtjPwTaq855dKOcpxZ6YEDxaq8Gi%2bGtszpZxnIe5eLyUHNOHxWiPuzVbg3nwlZANcyX6mTC8ZuYfysJtIiTc03ZS9nbxoJ03FaKmP9LJjuCIAE0XiJYMv%2biiDB0oD%2bV0QBigqKtg%2bj2rNYcnAFbS7clpbDft1hpcj%2bimUXiVPfEpC%2bupmM/72dAx/u9%2bF/7rfio%2bv5%2bIdtrrfTmUShEy8Uh%2bAd/ui8VuC8THV3B82a/DRXB6%2bQyXayrZrTXI1M9kNY5Nd0oOTKwcsEOqhRORpFUv4CrNRvBsoRH8dO1JTLKabEzDemoSp1mQM1cegs5rpX5OI/toYjDYlQTaYx1rIow3mti/Xj75ABE0gsq%2bhi8C0Jl/BEFl2sSmC9cRjFBQdvFGzeMDAEujP8SF4TFU6xRNaM5LfTqhthKffBw0tbb7vASzTN7xB9/ZT%2bvbPKVv/dL%2bHZdCJj6Zz8D6l868nM/Hn26344mYD3mgIwZuU219tVuPP6zX44zJLZCobr7dFosL/MCzZWs3JMeYE15kew/uwJdI8HRF5Vol078NYaIrBQlscatOvUaHSCaZ7oi2PKrAihuQYgfIMP5Sn%2b1En%2bKExJ5hmiIH2s6a7s2l%2b6I7aGGRrKo0C%2b3MHAxSPoEZpJJabwqWXE10Mvieb31MY9TFwKXMoOMTzew9nOayM9kjOTSM3kp74uKhMMF/kiR8MxeO7HeH4%2bVAKPl0uwW/J%2bL%2bcysLTEi88X%2baJn7D9vctSe1wZgJc4PrtRgi9vN%2bEPSxX4kC36aUMoCq4dhIXxHlgxu1TsNh7O5gg8YYtUb2ckX3VAWfgpTNVFYpEiq4rqr4bzb029inryWD0Xs4nZXs3FrSIoDQSnKdkLsrU%2bUfuJWO%2bKJhHGYI1iaL0zFqvtMVghA290xeEe6/7hRBo2uFpLFCYLnIx4Nr/SGoUNCqNpsnRfpR9SgtygstqLQ3RvogxsmAWW3M6VXMWHyxl4l0T304lE/G6ziIKnim6wAu9O5eClpkg8XxuIDSrF2XgPvFjsiV9QLv%2bGIPx8NB1v8p53yq8hz%2bsA9uzeAXPW/kGtKU46mSDqogvSA46iKNKdbjYNd1n7T9nrt8ZLyFNF5KwSrA7kYa2f5mckH%2bujWVhlB1qiaLrBjiC7Tjc4Qjs5zWC2xzIwRyCmdMGYqg3CApl7uYUCiKJonjW8SGF0ncfm%2bP0CAZihJ58jgU620IY2haKZlvniCQ0cFfthbbyTgsUA1ha7MU4j9dEKZa9Y9ZUcbgvxPjvCz2Zy8QlX%2bPOlSnw6X4p3e5PwGtvlG52h%2bGg%2bHR/fyMJ32kNxj17kJkH0crXCc7v%2bifW/G2oBtNoQPiftUCZeuNAYjTdFS0p2YygTN0dzcYdi6J4gQG63h/OwPV2CV2434tZ4DhVtMm4QCJlocWXi3V2hL711PH38FernS6ydy1Kq9%2bX4kh/80V8QQIK8xs%2bseQqLbhJfI8uhPlf/aLqJfTeP4ij40kEKFFPpGZ9Wboz9e3eglHpB0gAktl8uF%2bLDhTysF1/DDabjy7oYfL8tFe%2b0puGfK8LxEkvvfoUv3hxLxU9m2AHag/F6bxTWK7x5zT3Yu%2b85doFdUDOzHOUGuHzcBumBNGmpl9GQcUVq29KrtCzx3EKYOG/pcXwdY6ykJ1hg0H2VwahOEE%2bpPQkAhUJD0kV0EICpxihUJ9FA8CItZP92jjbWTgdJpI/s389Au8WzdV60iZ1CRw6o5cU7aYPbyB%2b54Wdx9pCcQogrZL2PTtBQEi0XD9tQ78fgg8UsfEAQfrtZig%2bv5%2bFJMUUPA//xhg7v0ge8xhVaK4tAV5AH3qClfXssHq8PRlEmJ1CguWMvtYUphdZ%2bukI1y8tVaQxvDwWy%2bV1ZAkk52xcdjKdNkLggbBJ6GzlAbIUQqki5gmlmcWeZeA1IrZNODujJZrtjkGNVAVjr5ZdF/AFXRzz87CsSLxZ96AYDMKkLwyTl8kBVoN5fl1FolAWgnd9P6UIxUhWCJG9XCiHxAMQAdvL9UNnuhzHbornhbozkXMR7y2l4ZzFdkry/v10l1ff71Qn4qKsUvx6qwHtVabid5IXX6Dk%2b3szHd0dj8eZoEh7ScB0gsRoa7oAFO4DBvh1shztxiACEnNWiJP4U%2bitpytjiRrm6o9WhmKiJwHQ1FWV1BJVfFPqLw9BXEUYeSMdMRyK6ee5QXRRk63Rc69KfGdJwZzIbt0dTsD2eJr1rvz2RgZsTmbhzvZDiophCogA3ZwppInKxMSxeL9E1jqTSRSagjplxyN4Malu2P7khNFb0AZSrluQCE2r3Qj9XPO4OwfvkgF8RgE83yvH7u5VSNrw3loUfdSfh%2b40R%2bE5LCH6%2bQGBm0/GtgUh8qy8SYQzSmCDK2VXMCLDh/h0wNWG7tdyHy0dVqMu%2bgofUDA/nCvFkuRSvbtXh5c1GvLhZpxc%2bK3V4vFjL72rxGo%2b/utGMV7aa8fJ2E2TdpVzN8mCuaiAGxRMUCpuRMvFczR%2bDJf4sDT8M1er/iTFaH4ZRIjtUF4HxmkgMV0UwI8IwUUtxURaE4POuOE85rLYwpCPcx0zYB3OqNiXrtSHWDT2p7niVpfDxdjF%2bs1FC6VuJLx/W44vHjfjsZjl%2bs5mLXzFL3p9Nw2v9UXjSEYw8f1fs2i2DOVNfxZKSk1ssuC%2bG0AEuKkMEnlWjlaanrzKUrjVWevE5VB%2bJPoqd4dpY9FZHcT8aA/XRGKPzHW4gcbclkLwTIROOqC1f/269u5BiiCZhIJ/CiETXTmHUQHLrKw2m/Y1kefjzXD9yAtWjuCE/9xT4Y0C8k%2bexoPNOcNNaUKIakAcMJADEvlCEY0UXqQhPoSvuKN4YisPvblXg324y%2bAct%2bOqlLnz1sBG/WyZJzmXinfFE3GnwRXmoK8zZ9405TJnytuwoFtwqyS8qK%2boNJc2WkyUCTqnQkEy%2byhF/nKClp8Wvz7hKMvcin/lw3xu6bJq9HC424%2bygV%2bgoDKQQCiQJcoXbiwOl0cZguhl0NwVDG9m%2bkQzfkHlVCnSSAkM4rRISSSmJspICSXSLpkwvCgwST/pFJPsehoerNazJ1tame6GyNqJcNcQBcsFC3TU86gxDY4gLdCEH8LA9HO/OZ%2bOT9TL8ZqsSv9uuwoezmXh7OAGblZxwmIuk7oyp/PZT9hobPwdLpr8NNYA9r%2beiNMQlOsEj1AOex2xRKR7NkezGOc9prn4du1gdO0NVCp1hpg8X0peKkN2MsXTlCxUYhPrsIMjE/2%2bWuvVDPAFeY6qvdsVjkYJouScJqzx%2bi3V%2bj0ptiX16sSuZvTYVC31JuDGQhs3hbKzw%2bBRJMs73qPQIXLwBUlEJamxNCYCwrWZY1fnj7QUaKbq92kASl68dmuOO4XrBFdzUBWCz1g8zzJLOZHeU%2bjugL8UNyV5OdJa7YcTgTbjyxsY7pO6iIcEepNhKuOqENDrEgpjTNHTi/wNp5Cdyl/jjVZ/gqBwsD%2bVibbQQGxNFkil6tFSLB4s1WJuuwu1pmqEpKr4paufrZMbt0VQsd8RQ3IjnatGYoQiaZ9tYYU1t0/LeGUzEWmeC9B7xRk%2bcpKjWeaN7wykopxQW5sSIhGfNFqVVm0BrayS1xJOOJrhJcntnPR8/pLi5T2c3mX8OHfHuaIo4hpbIY6iLOITmqCPoinfDePZp3G3yQTAzQDxP3EMtIWWAiTBa1Bdk/4MaYwRfcaL2OCW18I2RbGyMF2JlrBA3RqgzxgqwOVmKjbVwW68AAA9YSURBVJky3JoppxsU/xeoxCs3dXi00oDVsWLcnCqDrIE9vpap0VoShNmWGHQXB1PY%2bKIuS7xXF%2b/1faSSEG9V9S9J/KQXI11sn2L05LKFVvjjiCNrny1KvAARLz6VzABr8Zrb2hABbnIGHYGfbBbjA44fLOXge/OZeGs6Ha8S2Bdph%2b9T/T1oC8atBj88aA8iAIHwdZf/HYB9%2b2T0Ac9ByWs72RnjqIMpjtMLuNmZoizuAttgGDpLI9maY9FTFoWuknB0ltD9lcewpceisziarY9yfzSDijEBzeSAZrZGWXmKF8o4akkSA2RKXTaJj4HXUgxVp5xHYwrrnCKiSQiiDGGEhLryRRfJsYPk0kYh1EoQnLniVmR%2ba0pUJVPU0PA5SQprKYtTPbV4QDv73noxPrxViR9RFv9wNR%2b/ul%2bLXz%2bqxS9uleGd1QK8PBKD57tC8EJPBDZqfRFyWk4S3Sv9ecKY3cScLVUjF6/KreBxkOTH9uh7Qo3iaJZOYRAacgOgI9E15/oyjkA0cWHbCshtJPeWvBC0FIRQ/qZgujEabSTu9rJQyHQkvkaOTraxabYQIW76CkkUJX5EzVf/56LyEAxWh2CkJhSztVEURdHSm6Npsm0bSTQh2A0a1v4%2bBq1UmMGCWWBkJGyxMXu3ATJ8nfBkIA4/XinAL%2b5U472NYrxJtn93oxS/f6Udnz1pYVbk41FfOF7oC8PT3gjMl11G/HkFLjtbMfX30ADtZu9/DrbcXnNTIvyyE32APdJCTqKlKIT%2bnm2uLhb9dQlsdwnor0/EcGMiptjqJtpSMNaSjon2DNyn51jry8RYQyzjTaEZ6hHElkDHRFdI4bPan4R1UdvSH4uysDaSiXvXi3F/jj8cz6Iwysb2bB7uLhRhi8SYRQmq0Zhjv3h3x8DtaH8tubWyog8wMYCh6R4keh/Aq2Mp%2bAHb3Ae3qvCL2%2bX4wWIm3phKwwfb5fjFdiUedUfiCVf%2b9dEYvNgfiSnBEXFuCDluKz1eN2U7tbDaL70UOUIC9D%2bjRazXYekx2NpgBm5xLlsUaU/W6vHyehMeLtfhyYpeBD1/g0JouR4vrlMA3erES%2buteGGtEU%2b32iArY4uoZ9o0EcWW0gg0FYZwPxgd7P295aHoKA6h0kvBBF1jDW/WxrTpYhbER16As4sCJmR5Y6a%2buaUxrG2MyNZ7YEQNsGvvTuzYuQOGxnuR4OmMNwjuD5nmP6EC/Ph%2bHX62VYzv38jDt6dS8PJgNF6k5v/2ZBJHAu53BGGq4AK2GvxJjkfY%2bvbBjIDaqqxZXiaSDHYiEUZecZX%2bCNmacxkDZX7ooYjbGhF2NwMjlLqTzIhRiqABCrtutr9BSuE%2bCrgRCqLphngOCqGSVG/UZhCELJJhVgCqM/xRmc4%2bnEWHR/fXQIMx1cp0aojm977UAN445%2bHMoI1hbGEGua01V9yUn/fDyHQfjE1pgBj8XoPd2LVnF/YSgMhLjnjzeiZXvww/WS/FR/d1BKGG5SD4IB/fmU3B24sZzIocCYSH5IGFqmvkjQi2SjfY2lD4qG2YZQYwMNwFM3PxUGQ3jh%2bQIyXgOPv/JTpU8hE5aZ2LNU%2bV10Mu6ycHDNLF9hcHUeRR6ZLgu0so9FjW42XhGCsNh6yCJNco3F/6VegyvVGd5sOWRhLk50bxzyqSxWJPBrqInt8FFyiVljBh8DZyK664%2bOuKDSwsTLGfgZuaG8HIZB%2bM9u/lJI1hwAkbW3DFrPdjuDIAf3ilDR/cLMPHD%2brw64d1%2bBUNkSDAD7Y5tsrw3koh3pyhDKb7u98WhtuNQUi65gAr2mobWwuCuhN79lATmBvy3oYwFw9d6Dt8zjlLr7vFC9I5tvX5tlh0kQh7GXwPj/Wyw3UU086T6/QqkOAQkOGSEMjmu%2bOx0iFGMua79HwghM1SfyJGKH9z4s7h0jlHaChx97MOzbnalnJLmFuZQaGUQ6W0Zb1bEAQzaWtiYsRsMJQmbGVlTlBMYCi6A2Xrdl8y/vRqKz57oQmfvdSCTx414JMHNfjkYS1%2bIwC5QxDW2SKXstgms7DeFApnjSmsbCykUjITABvtgwGzy0rOa1tSafI%2b%2b4wNcfqkFvdnCeCdRryyWcO6r8DTdR0ekAMekgvur%2bpwe6ESW3PluLNYhQdLPGelHrIFpsxSB1UdVdTtqQzMUg3WF/shNvIknFyspWCMzBiUBRndliuusoElA1Oo5LCzV0FhK2cJmEsAWLMcBAjis42NFbPFFhbWFjCzMIKZjQkcnK3x%2blwx/vOtPnzxRhe%2beL0b//5qN/70Whf%2b8Fo7Pn%2bxCT/bLMRbc2ksiRxEXnOFhZyAW5rAlNcwtWKpEeB9BnthaW0Oc2tTZpc5LG1MJd4JCTqJnsZYzLPV3SYYT9fqSHi1uLNcje3FegJQSxJswwvrDfy%2bDHfnKiArpgaoTPZhilBIVAbiwAEbmFhTzjKFRapbM2hruQjIgmyvhlxuDbVaCXutGio7OVfaitlgLgUvApYzK2x4jkLB7FApoFTbShPV2DNTFCYICziJv7w5hL98ZwBfvcHx3SH8lZ//4/UufPmdPnz%2bpBmfkBsa6DNsOA%2bV2pot0FQC1ZhzEjxjzqyysDSDGYnXQmQZs9KKQItss7ShJXewwgl3NcJ9j6Ew4QIGhHOtpwvUxVMRlmClJxPjlSTJqkjI0iLOIjviHJpYM9nxF2HJgO3sVLwxJ6%2b04YpzhUXwWiVUGgVsFFbQajWwIwhywQMc5ry5QmUrAaNx1DBYFbQOdnDgsHdQSyDIldZwdFbBkZ1DvIz973dm8OWbA/jLW4P429vD%2bM/vDeOrt0fwf348jn9eK4dWYwEHjeAZgmttCUvyjDn5RJSWDUtQOi63kACwIDgKBeeq1A855yhKxFJOkmbncHNzYClfpW2PoU/Ix42ODEyWRWKGnUJWTbavpuPrpP8P93XnBeQMUM3VVsGOAavsbKVU1zraSemv4DHx2YYEKLex5oSY9txXKRUSAFonBi4Gz3d00sDJWSPtK%2bxsJBBUGhu4uKjwrc1G/N/3CAIz4a9vDuKrH03hi/cX8OWPpxEd7MHAaKY4eVuRWVwEW4UlFGo51Bpbcg%2bPM0gBhMgMucg2zlMMpThHzJnzVGuU0lbJeyvsrJHKhX6yUExfk0uTl46bQwWQrY5kUABlYqYzDq4HVfyRAvb2/CFXXKtVSfsOjmru20kprWYZiJIQBCcyQIAgtiJjBGhanisClgCQQLCDk5NGuoYdryW4w4R8Esd6/dsPp7j6o/iv743hP34wDny0irWhLK6eCYO2klqsFDRLTWSghtkkssvOTiGVnimJWCyYHRfMntcXgDs%2bu69YBPtn4DuILOQ1lPaWdIY5eLpcgseLgiQphDpKQ2gWQuFz5RBsiZLGQcWbKKHWKqRMECA48kISokRWDBUzwY5bsQoieLFK4jciSzSciJr79ryOuLmTsz2cDmila4hJ2nNiSnvBHSZ4iQrzf346h7%2b%2bPYb/%2bdkivk3COn7Y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nzLs7wvWfYaWc5nhs9T8754f153l8Yv4iLDP/iFNeAQlZeUMTqF7P6JQyglNflFifsRJVmRmBoGrYfjMIOsnFXKHYdikFkghmn4s08JHkRF6VETEQqwiKUUGbmIze7BDaG5yuqhqe4hqt%2bDXyFPnhyXWgsrUZjsQ%2b1eW40FlWh09aILnsjBjyt6HE0YaSqA8O%2bNozXdGGmsQ/T9T3S9VzrCObYbbOdk1joncV8zywW%2b%2bcx0zWN%2bd45nBte4rNpLPbO4PzQApnHucE5abwwvEiWlscFXBpdwuWJc7gydRGyHE2JtNgV8g8uYACFlC9hBxToyxESloEt%2b6Ow%2b3gC9hyLw%2bGQVBwPS0fQqSyERat5dK5AZdMCUikdm2jkMboCCWl5vDYhW1kEe44dtflOtJZWot1aiR5bDfrttRiw12DE3YgJXysmK1sxwetxVz1ma9qwWNuGiy3duNjchUutvbjWN4ZLvYJxvDG6gGuji2QJ1yhwbfI83py9jDdmLuE6x5tL3BUWruLGzAW8Mb6E64KJM7g%2bedbP1Dlcnz7H9194hCwjPBoOlQpGuZlB8Dygt3Hrs7Pq6di49xS2HjiN3UdisfNwDJKycqHPdaDczUMN52en2F5Gz0BlrOCx1wtPdTdcld2wezphdbTyG18t8lU56K/w4FL3MK50D1GyFVcHJyk0ijfH5vDW5CKWmrsx6W3AtYFx3D1zEbenFnBnbgnvzizixtgsbkwu4OrQNO5efAN3L93ArcVL%2bOTmHXx88y4%2bfOs9fPDmLdy/cRuf3bqHB2/dxgcXr%2bPWDD8/fxa358/hFwsX8M7CRT/zvJ4/j7fFyOeypIAwNOuS0ed1IC6lCKWc70oegl7ZGYYNr5/CJrJ6Zwg274tEQKQSEWz9Atsg6nkGb3Q0IyEiCfsCknEoIAEHSGSCkR2iRGiUGkGRKk6NNGhi0yCPlsOcbkBHkQPd5V7iw6C9CqOOSkw5KzHvrsSSrxZn65uxVNOIC41tuNrRg%2budvbjaPYBLPUO4OjyJayOTrO4MQ5nHW5S8OXeGgudwe/E83l06hzuLZ/He3DzDmyOz0vWdhUW8J5hf8L8msYDbHGXy8Chkhp7Cjf5a9FSLuehDWGQmXtwahDXsgNV7IrD5cAJi0nlcLuvld/d%2bfkGqwlzbKGZsFQg%2behp7jidiOztlF7tk8%2bsR2MLQdvB%2b855QBB6LQVpYPOw6M44FJKE4XY3OUid6Sx3oLbFjqNyFMbsXMy4f5l1eLHkqcb6mHmcFtXVoLXPDo9CgSqFmOPW4PjSKq31cRPuH8Cav3xoZw83Rcbw9PolbU9N4d3aG3SOYxp2ZSbxP7s1N4f1ZXs9O4O4cmZ/AndlxvDM%2bBFlpUgoyAsNRkRSNn26NoKrciQ37YhCeUgiD%2bI%2bInBaYS7phdY3y%2b/kEv/g04nVOiX3Hk2BOVKBersS63WHYciAa6/cwsO0hWLPjJNZysTweKkdcWCqOHgxHZZEV%2bjQDYk%2bchiVVjY6SCow5vBgmQ6SnzAUvp5dbLI6WErRka1CRnonAE8nIjc9CU0YmKlMz0G9z4lJnB94Z7MXNvm683deF20O9eG%2bkH%2b%2bNDeDO%2bCDenxzC3alh3Jsexgfk/swI7s%2bN4gNyb2YYt8Z6cb23DZc6GiFTn4qDNz0F845CvN3ViDoGsDMgFbuC0vkdvxH2qjmUeyZRZBtCitKJ7ftOYdXGo3hq/RFs2x2MzPB4BEcZkF/WjSSlAzuOJuFQKKdAXC6nVDECQjIQy%2b45Gq5DdpIW4uAVm5QPRVYx5LwvVBeilrtFAb%2bEVRQ0w86FOC86GWUJaVBGZeAE/5aQoFQkhqcjIzQFytAkWOLlDM2O9wba8NlEFz4eaceHw2SkAx%2bP%2bvlktB0PRtvw6Vg7Pp3swIPJTnw03oH3h1two7seV9uqcb29GrLt%2byOhSLPw1NWOuDgtXmLrv7wjBKt3cd6/Ho4TkRoERulxiIG8uOkYnt10HM8INhzFS5uP8/4YYlKLUFwupkcvdLlNMBW242CoGi9sPoGQWDP0ea1QG2twLFyFuLRSpCkcOBGhw5rdUZwWKbAoijDCtaBAkYuK5CyYo1NhT5YjNTQZBw5x9zkSj%2bNHEqAMT4UvWYHC2EwcOZbMjtKjz1aOW13V%2bNV4Mz4d4YlzoB4PBuvxKfl8qA6/HCYj9fiM4yfDtfhwsBr3%2bitxv9%2bHB30eyF5%2bPRr7Q1XYeiQZm7nlbdp/GuvF4sfx%2bY3H8NSa/VhBnl5/CM9sCcCzWwLxNJ%2bvZABPbzruD4T3IdEmGAvaoLE0IFXlxt6gLGw6FI9k8T9MCfmUjeDPPY2EjDJkaiqxJyADOw/G4tCJFOw6GIfUuCxUqpRQhCXDmSRHZkgSok7E4zDfc1CEcDge6aGpKOP7wtgRe4%2bkcCqmYt%2bRdCTFqOHWGPFGlRXfDHrx9ZAX34148e0wr4d9%2bGrQg6%2bG3Phy0I1Pep34qNuOz3tJnw2yjfujsZZzeP2eMGzjwrV2dyieF2LrD%2bM50eqs8JMUfHbjcTxH%2bac2ncBTG/zPnhbPWGXx/lVbAxDEEJKULkQkFiLgtFEaD55UMcw4rCcnTpsg19fDXNiFI8EKHDjG6RKQRplE/u44xLLNs%2bK1iA9KhjIkEanBydh/IBYRgZySB9gFRxOhO5WJSAZwMCATh46nkzSGmIn9DCThZCpGSywYL81Fg1GPaasZF92FmLFbcc7DTqkrw9ddVnzRVox7jYX4oKmQAew7jZe5YK1i2z8jWnpzADaxImu4%2bovp8BQlV%2b2KwJr9sVh7IAErN4sOYDAbjuBJAdeCV7cF40V2h5gax04ZGIIbhzkF1u2NwoZDPEQFynE80ojTyVbEp5XjKEPZuCcSu1nVdRzX7uJ5Y180Nu6L5bkjnoeuFJwOTIE%2bPA0Hj6UiMkKN8DAltvH1kOPJUDEETWYJUrjGiBD2iW44moKj5ATXoGOcHkFBGTgVnIZoHt5iIrKQzNNqRowS/TncinMscBkKUWnMh2wdt7oXuHKLNn5pezA2s233hSix80QatvGXv7AzHM9sDcZz20M5nuQHHooflqbBU/zcy9uCuPoHs0uOYcW6w3ht72msO5iI9WTL0VTsPJaO1wOysIfXGxnKqzvC8RqlxfjS9jC8vD0cq3dESF2w7WA8zyCRPIHG4gg7Yw8DCQ6WI/qUhpVOxx7KHuB0PcyQDp3IwN6jadhxOIVH9WSGl4gDhxOxnwUM5C51igtw9Ml0BHOdCTiWyC05AcEkIjAJSRGcOpEZkD3DFn6abS0qKcRWcQvbeCAGW1idrUeS8Nw2SrMLZOuPQrb2IMfDkvRT7IJn%2bbnntwayA4JIoHR2WMnXnmBIr7JrXtlzGi/xQLWW4wZOASH9ImWfp/iz20K52IogIvDaTj9r%2bLoIYNPrMSxKOH93BLfY09h7OBnHguQIZGGOBmZiK3/Whn2cVntiOMZjM8U37U/gGpaATfv842a%2bvovvO8gQgxhAODsqgKGcPJGAqIB4hPF8Eno8FrLn2PYvUkDIryTPUOh5tvQqTosNnH%2bv7I3ESs79FWxvGV9/YoNf/Fl%2bbqVYABngK2LX2BGMV9kFT24Uz09gFaeECGOFCEu8Xyye7KAVW05iJccXGMCLogNY%2bVc4vsIAHiK6ZANZvStSYg1D2CKmBoNYuzcaq3dH4zXuIK/s4vTd6WcNnwnEM/Ha6j28Z0BrOW7kZ/awKw4e4oLK88oRfqkLOhyNoCMx3AX4R6/dE84ARIUPsNVD2MKRXPED2f6hUgWfEQFRVHTCcwznab4m5EQAK0QnUPYFBiemwkq%2bb8VGBsD3iTVE7BxPbQ5iyMHSZ5/Zws/z/olN7Bh214s7/fKiG14gz2wL47QQHcFDFTtiFQN6aXu4xMs7xPu4Q7Hi2xjGZk6x7Wz/vZwK%2bwKzuFXL%2bYVNib1cIHdwqmzl62u5bmxkN6xjCFE8osfyeB7KRTSe33CjucjKnucf%2bDz/0Cc4BWTrDnE8LIUhEHIrOD5BWZlY9Sn%2b8L1PLL/%2bxPI6IBCvSdNgU4BU9Ze2BkhT5OktQRKrGO7zXE9EILJNQQwuhIJcgBnCKiG8NwaryKtkAysuFsWNYgdhm2%2bh6IEQFQ5xAY2I4ddwpR16nQ8mQzUs5lrkWur8mGuQY66GkV/TdeL/MNR2aDROaLMdMOndMIp/5FVXQK0qQ1ZmMWRPbzyCFWsPQbbmgH%2bOr94P2Wv7pPGJdQf9z4iQfk7IMyRxv2I5ALEdPrncDU%2bRF/iep7mTyNYdxXO8f5EBPLmB02cNQ%2bM6InYKsebINpxgsIFSWCtFx2w/yROlEQnpFUjOsiNT7UUGzxOCdO4qWdk%2bZKo8UPAMoeJ3EaW2EvJsL%2bRqD9S8N5nrYGEAekMlsimu03mh1Xmg5bXJWClhNFbBYGBopiqYiYnXsmcpIXuN0mv2%2b0N4PAB2gyS85qAk%2bbBLxEIoAnhSmuOiS/iakFx/5NHOIMSeWO9fLF/lwrqVO4FgN9tzX4gCR0/pcTK%2bEOGJxYhILsVpbo/xmXZ%2btW6AxtzE7xwtMPAEaSTmgnZYeMiy5Lcil6fMvKJ2jm0w89RpsNRDY6yFWl8tBWFkEOZcnjUYhpHdYDBVQ8dQVBqXFIxa40amogIKlV1CtlKIv7IHsldfJ3t5vZsLw27/s9X%2bIKTnXB%2bkkERHLHeB/9q/M4hwxHb5Gvfz/WEaHI/JxbHoHATEFSAyrQJxCvFf7jVIzq5BqqaW1CBNW4dMQyPkxibSDIWpGVm8VphaoDK3QiGekWxLG9S8V/I1tblZQgRkzG9/FFQ2Q1PwkKU1NzK0FugsTdASfQ5D4hc4HYPRGKuRrWcYWi%2byOX20DE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t9iBcleXhGRD0pzEZbahyaqKLUhBNJfmdxesc2bF65HG4b1mK9qQFunfelPPCKwlISBtSZNrb28hwl42ro5WpQk9EikKH1JeCl0pJaE1%2boH0pZC14SiCcZiUikspdLIdBNHdwPNAr/UlVCwMvwtroU72or8J66vN/K89GXGIP%2b5IfU8DThAw1EfSmxeHjKHZlnPDAQF4VXuWl4VZpP9yjCCyK3lwitplkgkqrAQScnOC9eCE/nDbjo4oyyghIoKRcpCBBrydUEtKlIEE1FhtS0PgVenVBGIEFcTEHx11xOrSttNPtKAFKDLqKH6vrzgkz8kJdOgAvxlmr9b2V5HPxT8mj6aTdcpl6g9EYQ5DTrX3HdioDtm5HtewoDiffxc0EWfi5mswCFQ3oi2pNjUErEXjn4LVzXOmDTvDm4SmqL8/fl%2bxBNQaDZYMZMVIE6LOhc1qohgb3Wkmb3T0l9OODCor1o7niKhtpGdKUnoSgiDMlXA9Aafx/9qfF4SaPs68J0/FKQhtdZifglLxUvsxNxh3qAM%2btXw5P6gb2L5mARTXVrLcwQum8HnqbF4sd8ur4wEy%2byU9CV9BCyqDCkXjwPrx1bsHPtang4rsXdc6dRXlQOJTVhTI1NbQIBTSoCGEC5ykQC%2bGuJErQ%2bFfMjSV8DXjA2iCgoobRkpVGZu4mE4MuQ3QtDF8X4U/LcK8r0P6bH4tf8VLyjkPiN1NByPwwZFM%2bRZ07Bf68rzmx2gh9ZoschDFC8/8gqBdnzrCS0xtxF2fVA3DvtDrdNTti2ehW8NzmiJCUNrT0vOfhmCsVBBLSJKujloTCIEKUmLLRYXfxS0MMBb6abN7PXNAu0PqpEPGXsOxe88Sj0GjoeRKA/4T6eUZPzfSqVwYRIKGioKbh0FmGHduPCFkd8d3APwqm/99vmhPDDeyALuYyndN0PRNjThHvojIlAzc0gZPmfQzhVGA%2bK%2bX3k/at7d6E8O59n/ybJvtiepHuUt2o8z0G3Sc6FEBgS85%2bIdemNNQQIxuqwsr0fKQ/iEHr%2bDEpp0y1Roeh%2bGIUXaTQX3PkOcScOINptNxJOHUbiyaNI8vRA3KkTeOB1AlddN%2bPUuuUI2b8dmRdOoTniGrpjQvGYymC27zkknjuFa9QHHHVej4OkgvP7duPRo3pB/kP2Jc0HzPvytmES4nAK%2bFTMD8eweC4eW2koKSuvRaDbISRSU9MQHkIdXjgGUqKp9XXDNdctuL17FzJPeKLUyxsVp89BFhiEwtMUCrt24dxae5xYtwrnXdYh4theyEKDUBF8EfFexxFD5rd7J80BG3gSvOl3EUpSHZP90H0MUoCKACExDkOARv7DZ/yR2P1IAYyAzqcor6jFkU1Unna5IIfGVxa7rdTmJp88iFrK4t/nUFaPobB4GI8XqVnoiYpF07UwlJz0wZ0tu3HG3gFBu10QsMMZuedPoSjwAqI8DiOUOkAf113YsdoevjQnsLBjzyGH28cgFajCQEyEUvnzJPipxDeS9EciQEkE1NY3YZvDCritX4Wwo98izucUKr7zQ1XQebymsvZLWT6epFNI3A1BEY3D%2bf7eqLl2GdWBF5HsfgxFNEtUfOePa3u2IJ76grhTx3HjyAFcPbQfxyn%2bNyxbjIexyejqf8XrPl9fspeP9qkUPC%2bX2IgEfEniGwp8qCk7nsB9/z5sWjgLZ7Y44e6JI8iimG59EIafS3LwE9nP1A/II0N4IgyksAg/shep1AAxubdS3miKuI57Ht/i2gFXBOzcDr%2bdO3CeKsUWuyWwoyGooJiGJ2p8%2bF6koTico5QqJyr7PiJhEAFfAvxzBLDvdFFLei8yGnazpuEQjbZXDu6mGf4YaiJvYYBG5DePivBWUYfnJbnICvDGbQKZTv19B%2bWKfsr%2bbUQUU8CVPS7wcFqLY%2bsdsHvFUuyjnmG%2btSU8j58k8M8%2bK31NCPRKukMhyfMyqJQQ8KWe/5z3eRhQYnrc0IoDu3fDZeVSnNy5BZeOHUQo1fCim1fQm52E1/VVGCgtRM2dEGRcOMMfd/VTpehOjEbVrWDE0zzgtc0ZW5ctgtP8WVg%2b1RrzrSywdP4clFbU8SdAbH%2bfBy8mQA0mEbzYDGnxDvATBPy3RHAV9P%2bA8JuhsF8wB7vWrsIuygmeu7bh9unjyA25SjP/DaRSXY8j2cfSAPTgtAfSCHQGJc0obyp31O8foUZnw4L5mGVmwv9qxERnAjxPnOTgm1Tgh%2b7lY/n3qjP/IOm3si6QEdBH06BqZv5vCRiJBNYas%2bYkNy6ehpZ1cLJfhS0ODji0ZTMuU81PCLmOmyfdcPFbV/jt2oob1Pywh6SX9rvCf98unGFd4YFvscdxPexmz4KZrg7MJunyP6K6H/WAP/5iY%2b9QwCNVAGkCVIhdoOpZgYwqn5asRfXg4HMDzxdXg17enJQkJyLU8yi2rluDzUTAHmcnBJ49i2vnfXB6pwsO0wzg5ugAr63OOL7FGe7bNsFt60Zsd1iFratXwnXDeiywnQoD7fGYbKiPpbZTEPcgER2936uz/6ekr475Vk1zJ1eNxJoHJN2qEGj5cgI%2b1xvw4YgIKE1LQXqQL4KPH8Vual52OTvjqKsr9m10ImnPhv0MazgvmIltyxdh8%2bJ5cKHj2oXzMG%2bKDRbPmI5l5H1LfX2Yk/cX21rDZekCJMUnqwkY3tuarK95MCLEunQAkkmeEwoK%2bC9J%2bLQqBAIqMtJRcCsQqd8FIuDIfqxbOBcLbW2wct5szJtsglnG%2bphjZohltlZYPcuW5D4Dc2ysMdXUFLamJrAxNsJ0EyP6bBr2U4d4hKpASkIK2mn4Yfsc6gyFpNkZ1PCID0RUj8Ma1Y/FmKlC4Et7gS%2bpFMw7LR3P8SgzAxV3b6DkXjjir/rDi%2bZ9R/L0sulTODArPT3YGhlQkjPGLIrvaWamsDYyhIXeREw1nkRZ3xTr5s6gUFkDb0qgni6OSE1KQ5uKAPXaqocf8mFGX/UzQaWQ9NhP6BoCejkJQhKUkqCSzefACq8//ow9KG3peIbqvDxUR4WglkbbfMr6UT5e8N6zAwdpknNZQQ3NDFvMsSDghpOIDB1YTdLBTBMDLLI2h8NsW7gsW8AHn4B9rgg%2btBc%2bOzYhlRTQRgmWEyCJdcH7fZpRV5Xo1M80JSrXeL8H9c2qMii9QEwUmhv3jlgmFUMIYN9vof6cPabOS4xHHTU1TVTfax7cRR6Vv0jv0whyO4zLZFc8jsHnwD4c2ewEV4eV2Gm/HLvsl2EvlcwDGxzgsWUjLh/ch3CPI4igbtLP1QWpLAdQo9Ug7%2bB7FDO7Qix5Smm9F8ELD0DlLd1D5E8EcAVIYkMuOSpaNFIadOPWj4ErVODZcMIW2uSyE247XKDMiEVLejyaU2JRG30HOTeuIMrXm5qik4g8fxYJQYGIvOCNgMPf4qzrdnjt3MqPF8jrN2j4uU/NU9zZk3hIvcKVfTtw4cRx7tmeJz/yhqtR9YhbrtR0eGqvqyTP8Sk1j8OFJ8IMPIVAMyegW/WDgeSxsXLwhDioixIbC8mD0UbVJlhpWu3ghAlfj0Lc5fOQp8SgNTMRnTnpUKYloPZBJIoibiHt2lXcOXca4V6euOd9BiGeHlQt3HCd7Dad36FGKJYao7RLPsi45IsUappCPQ7iCJVNB4d1CAwKQXFZLYXDM3Swoai9X/jhs0X6aI%2bB7yM8vSrQQsxrfiLrFUKAS6NZkEqjhK1hnw%2bKv7aIDxjZd5q6%2bRTYPfADLl2%2bgbFfjcF3NMjIU%2b%2bjMS0WbTkp6CnIQVd%2bBloyktEQdw%2b1cdEoi7mH9GtB/KFmwmV/JJIa4i/6IsnvHNIDfZH73SXkUwUpuH4ZWTQ13vM6hqDDuzFJWw9jxmjDwtwKzhu349rNCFTLlGinBknZ81xwIv%2bto1sgQAWcH5t7hV%2bMm7s5eFUO6Fb/ZDS0JA73Q4hC8gMka0s7el8ip/AR9uw9DF0dYxyjjq8z5wHkmXFozU1BZ2E2uoty0UujcBcdW3PS0EREKNJToEiOw2Mi41F0JEoiQlEQEoTC61dQevs6ysJCUEIzQjHNBjk0JWaQooKP7IO%2brhEm6ZlAZ6IBviEixo6diGnT5%2bKo%2byk8TMzgP3930p5ayCkNREAdEcGMgWV/zdqgAi6%2bryXKn/3WJ5MkxKFE8J/B2Y8odN7R84Ji8CmS0/Ow/6A7rKymwcjADLq6xtTFOaC7MBU9ZbnootG3p6wQ3aUFREAe%2bsqL0U3HrvxstGVnojk1AQrKD/WJD1EdHYHKyFA8oorx%2bP4d1FD5LKNhiVk%2bDVEVNCKf2O5C3p8IfT1jIsEYhrSm/iQTaE%2bYRGRMgB6Rs2jxSpz1uYis3FL%2bq1U7zSUtNDozBdQpugYRwhXQIPGoqARpq8jkxAhgSYf14ewRVFRMIjZu2g5jI3Noj9ejowXMzKxhZmqDceN0cd3HGz/SyNtF4Pury9FbVoyugmz0FBeQ5aO3MIeT0JqbQQkyDnIioCH%2bPlWNSDTERqExPhq1MUTIvTA8IquMDiUirmPB9FnkcV0O2kDflBOgxxWhIkNPIGPCeF0KEWusWbcRp70DEJuczX8IbaPqJG97wv9OkJGhJkCmzo4CAfyn46ZOnuGZxFn8Z%2bWVIfhaON10E/T1TWgRPRjqm8HEeLJgRpawMJuCSbQ5C1MryPJy8LyhFv21lRgg6yokzxflo7u8CN0lBejMy6RwoOSYkYQmUoEs6QFksffpPA6NdF4TfZfKZxSqiZiOvDRcdD%2bKMaO1OVhmRobmnHiRAHbU1THk5BgbTeYETSQyxo3VgbGxBZbZrcapM5RbiqvRwnoJIoL/pWiD5K8o6lV/PtLcOYBWSijsf3SuBIfCYY0zLCym8LjTJWOAdXUN%2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iZmCLC3QUfUvGPrcpSbLAxNYMbAfCjK9ycmYz19AQ7c5bi7qEd6CwvROmVc1iXk4G7Jw/j6%2bVZ2BwejJsfbcQQ9UfHgDdMFkdY39SkSqBBSoBWWAPg7LWfFQCPCcAODQAteBE7CU6bq7XANSBevvxV%2bW2pcfHcOgs9xpZYiVoCUM32J2UwMDig20miK5vka388eRzr0xIRSw3wYCn4ODogk3W%2bPMATV7auxuGCHMTREfrZ2yLawwU5IX5YT0E8vj4PRae%2bQxstdksJR%2b7L5/CEj7/Nz8JW2uUHLINXogHqOnX7Gc%2bn9jFrOa5LGaitOg5osgUnJXCeANxUAFADdn%2bh0wBd75xQ06BYXQlMqK4BoQGgXCE9gdZvNX1ooemppyUWQRQzJPogU2MbGSBieP67r7EsKpQ%2bwAvhrP/cyFCsXxqLdTQ9T44exJPvDuDz1ATEujkj1t0Zab6eWMeucPLDVSg5dwKtpU/QJTa76AEBOIoDeWk488FKNN298br%2btW0x5Vh57Y0trairb1BdQAPgRwLw442buHX/vg4AYcCzZ7o9vuGhYQWAtgEiyq%2bZoBdT%2b3FaGWidQu3H88ta6QfqyALZI5D9Q3GMchZQS6MkInl0x%2bfIiwhWBiiJtb85PRkfZ6ZgC91f8ZGDKDl5DJ8mxyGJZZHGrpBJj/DJ0khc3fEJSs4eR%2bPD2%2bioKEL9/Zt4dPIIGZCBn3d9gt6Gmj8BoO1qiWA3NDXTA9SrTVbxAeIEL99/hJ9u3cLtBwSgrIwlsB0zejk/9zBr/X19GGRPHafbGyW9JWi1wTC1XyBTo/ZlmknSieIkapmhYl6ctEIxSgPMuty2tQog3Th9YA/yI0OU749lkJsy0rCNXn41DdCTb/bgCgVtNwGI5kQY7eKE5aH%2bZEQs7vJvxfQA1dcvoZUlUHfvJm5/uxcHaJWvskM8m9oj1K5H8y1Sfg3NLa/LoLW9g8PQBC4/eIxr9AC3H5BJBGDnTgLQJqc4dFPd7XRxcsGdbRhiFicndK1Pxt9JfpGIzPR%2bqyE9QNdXRQCKHtxBA8VwqJOjJwHo5ed00TaPsCVeP3MSyyKCEOflgTBXVxzf/hk2paVgBcXv8dd7cWfnZ7izezuWenvDycyMbtGdZiiFHeAgCk8fRfG542gh/WvvXMe9U8dw/%2bRRdNKNvnzFJEyVoiRCBHpyYlyN43VkQD1BaBIXODDEsniBnx4W4vqdu7ilASAM6GCPbKRaNlNNWxrq0EE6DzGACbq5Ifb5XhqeEVL6%2bdNRPJftM4qgWGIZjgaZ3U6OxOXFj1FW9BhNnA8GGXgPzVIHwRSzNEJGFd69g5WxkQhnhoOdXbBr4wYUJCbSAfrh8LpV%2bCgzDesS45Dq7wt/B3u4siXKhHiZNH9AO/zw%2bNdoenQHFT9fRjuv89lL3eaM6JFuXnmuAn/xfBKTnFJb2PaqhP71OiPU0zegxuErBODqnXtvANj5OQHo6qGXb6Wvb0Sb7OFRuCbZ43/77ZVu86OT2ezpwThb2%2bTTMQZPkWRrGyRIA3SEPWx3NdWVNDyP1TlAJ5nU2SKfVac2Tkb5WdVlpViXmoRQ%2boBAZ2dEedLX%2b/sj3NMToQQllUCsIECr6BUywoIRxDLIjw7HdxtXYG9%2bGm6zFdbduYpSKQWKrTqp4givCbI6xGFSnpMFL7jaqD/Vdbqt%2bsrKSrVF39nTpwPg7n3cfviQAJTrAJBDijZaxe6uLgbTqdaIjMYTui8ZZvbHJHhmX3aK1Nb5xBhGBwiKHKjyb02N9Xj08B4ayIDxQb5%2boBf9na3KB8jFNtZU44PsNESw1SXSD2RznI0m3b3p/HzpAHPYErcmJ2JnXi7yaHa82Salaxzbsg6bORvc3Pc5am5eQcm1i2gnQ%2bWQRcT22aRugtWO8NSuMMtC5pGaujoFQDW/u47327u68dOjojcAlJdjl5RAc7scZ/Wgp7cP3T29qn09lUyTYirr4yOqtt64wV9YCpwQpyj3jK%2btY1bucfLrZNZf8PUCTg9LQRjQKRdDhuxYX4DU4ACEcbbPio5BvH8AfGmNQxydkEAmZAcGYUU4y4Rjr/USE2QQlCMfFGBzfATuf7MbVaR/ybULHMj61NmEBPmcHUw7FZaupVozy6FLTrMbdE5QzgcaFAN6cfVxMa7de4jbjx5NAcA2KIeV0ie7e/sVELL9LTUlAUs3kMxrblEAGGOLlNb3%2b7QjKWl5RSyBLtJ/gpSXziKToohRY1Mtge3A8b27kRcbgQA6vVg/XzLADz429gi2c0Scsxs2xSbg6Lq12MyJMYLD0TK2zU/TE7CLbrDwxCGUXb2AwkunycZhdUosO1iiRxK0BC8gvBA9ICDdTGZTWwe/u0kxQEqgi89df1KCGw%2beEIDHbwBoZovop0rK8fPwyJhigrQ%2bbTNE6/%2b6nv9cOT9BXfPdcl%2bmQqm1DrUb1KV2igYGBhWbOskE2bJuoSBtyExFLmt7Lem%2bLi0NkS5uCLN3RKqXN/bkZePYxgLszKUgxkeqriEj88nNK/H4h0N4wNH4yfnjatNTKC%2bfLf5lcvKZYqssSZAkRPyMGCHJvNBfDnAUAIVluMkyuPP4CQGoxK7dOzBDXihn9/Jhcs4nbOgfHHodpBb8pLK/IwoczSMoRhCQtrY2lBNROS6T7bDO9lb67zZ1dig9WdavtNFnjhzGptxMbMxIQVZEKKK9vKj6Dojz8cJasmNXTiq%2byFyK7yl%2bX%2bQkY3tWIq7t3oIHx/Zy%2bFmDyhuXlO399ZdfMTR1eKOZH51he3PKJT%2bKUMET%2bKbmZgXAz8XluF1YirtPCvGkogq7ZUOktk53kFlWUaHO%2beRsr5PlIMhKJxAAtE0GaWkCgIa0LAFjjC2moamFo2ctad%2btBpHKmiq1KSFnilJW/WSGHKacOXKELTAW6SGBiPX2pC9wVvsDH8RFYf%2byTHyzKhslpPyd/Z/hhgT/3S5c%2bGw9zmxajkpqgHy3suUvdT%2bq0OYV7SxT/i5gyPFdIwOXlij3ZUfoZkkl7hSV4Q4BKKysJgC7qAE0DI00DCUVlWwdDWhsbVc/J5k%2bFWrzgtSaqLpmj2XsfDZ1WDlKp9XVN6h%2b%2bVEnx2RNMoW1qtFYsjVAykpHEde5Y%2bN65EWGcQr0RYSbCxJokD5JT8K3a5fh9oHtaPjpJIq/38NJ8DO1MXpgWQp%2b3LYelVdOobWObnNgBOW1jXj2/MXUkPaShmtcHX7I9ch1yh6ArG62vy4u2RC5XVaN%2b6WVuFdYjMKqGnwlJ0Md3b2qRcjxkZyhtfPx%2bNOJfzt/nz4xypdoG6WyBydfLmdvT8maYd6X3wHJzpCcIqujNJaCHKvJadI4DVZtRSnWpqci0sMd4R5uLAUP5MeEY%2b%2ba93Hr0HZc2/sJfuCUuHNZKrZwLD6Un447fK760nEc2bEd%2bes/RkLmSjxiRuXfL6S%2bHIGL2ZHrkmuReORESEZhiW9wdAx3KmrwqLIWDzkIFVXV4is5Hu9kzYsO1DQ0Kfp39w%2bpzE7fGpv%2bKwyN9rJeH6MxaPkCAU5jhxpLaZomn44qAyWbpNI65VyhsrkLn36yDck0PQEuLghyc0V8gC/WJMdia1YSbXKcEsEMzg5bEqNweGUGru/cjE9WLkNgcBTC4zMQmZCBPAJRVNWgjswH%2bbnyyxM5ChcGN7G9N9IGqzKg0Pdx2LtXUYvHlXV4VFqO4uo67D2wFzNa2jvV73bKqmtR3dBMJMf%2bbWtMy/70rTNNA7Sak%2bBl4/R38eesz77hMTyqaMTZnwvxw41i7D91A1v3ncKe84Xwj8/B8uXLcePoIcRx%2bgvliJwU6KvMz6bkGHaBCMR4uiKFY3FeaAAyQoMQ5B8MJ68QeIXEwTs4misKgVFLkbbqI3x5%2bBwu3eKwxNbXzhIT99rEUhYAGqhHTYxP5oEH1fUoqmlgB6hASU0d9h3cp3OCInoNreybbZ2qlkX8/tNu8fQtdI0NL0WY/viNQY/jpwdl2H70Cgp2nUbihv2I33AIUQVfwSdpHZI/PISlyzdj5nx95C/LU709KzSQwbrTDvsi2d8H6UF%2biCQgMhN42DvA1t4ZFo5ecPANh3tQDBy9gmDn5gM7V294BIQhOCYF7oGRCIjPxNpt%2b3DrSbkqvU6WQFNzq9oQUd2JADxk8CV1jShkByil3h04dAAzukj5vqFR9A7RAwyOqEy%2bnGKAluW/bpdrwEjwr%2bgMB5jt768XoWDHcfjG5SAsezMiczYjZvlnCE5fC/%2blK5BCMIKWLoO%2bkQneW7gIK5ctQ%2bnls1ibkohAJ3u1L%2bhlZws3a2s4cxgyXmIGQ3M7WLv6wcknFM7%2bEXDwDoGFvRvMbJ1g7ewJJ%2b9AOHrSUIXFwT8yES5%2b4QhOzseXRy6gurFdASE/6JIyEKP3uLYJ5Y2tKKYAltU34uA3hzBDzsyGxp6qeVmrYS1gbXvsrz9Fef17Iv6tl6BtOnCWQX%2bIIGbBjRfqH5sFn5gsuIelwMqFrm/5p4jJ2wJDU2ssNDbDvMVmyM/IwO0fDmPbijx42NjA1doKrlZWcGHw8tjM1ByLCYKloyfsvYJh7eYHcwZvZGEDExtHBYCVkwdcfILVsnX1gidLIzAuE9787pi8Tdhx%2bDyKKmuUQZOhr7CuGRVN7QSgFuX1TTgkAOhm6edTXvrFn3aGtR0hbQtMtZipDiBbaC%2bZ/YOnf0b0%2b5sQnJAJZ98Q2Lr7M1uRcAmMhbGVA1yC4uCXkAdTe3foGZtjwWITLDS1hQsp/MXaFdiUlQY/miEvDkaesilK6vva28PO3BL6i5ZgoYklzAiCsbUTDEwtsZgAmJIBOhC8YO1CIBzdyZIQeEcmwS86HQEEISS1AKE5W5G%2b%2bRDOUIekBJ4QgMrmdpRQ76qaWvEtjdkMbSNUBTrtdzcaCPLTs5HRMeW1xS6PT/XaVy9/QVVDG1IKtiE8KRdurEMbFy/WqwfsKFbmDh7QX2LJi0qDc2Ac9E1tMH%2bxKeYvMsUic3uY2HsjxNdfTYeyG%2bxmbQMvToZ%2bjo6wMrPAAkNjzDEwxlzDJTA0s4HeEnMCYEEG2E6B4DwFhD3sPfzhHhIPn%2bgMBCa8j/CMtYjI2oCwtNUIWJoPv%2bRVOHzhFiqocVUtHSit5ZTIjvfd0SOYIS5O2%2bCcrv7Tf3cj7NCUX/shkvxt7/ErCE3Kg1eoTpzM7F0YuLuq20XmttA3sYKVWwBsvMKgz3qex%2bBl6S2xhpG1KxYRlMVLLGBAYAyYbf1FxphnsBiz9Y1U8PP4nO7WmKVDAPh5%2biYWCoDFAoS5NSwc3AhAgNIHR5aKC0tQ9MIjNJHgp8AnKg1eESnwjM7Edz/eRDs1TzpALUX/yPdHMUN%2bOaH1de1o7O8OSF7/gJIgyL/a1h4kr/4MAVRhR6lBN18sIS1NRaRId30JjJkzc/KBuZMvqWyNuYvMMGeRCbNqwkBs1O3MBYswU28x3ltgqJbKusEStebx73P0jVk2pgoAPSNTBYAhS0GfGiFlYEUtUGywcYIlwbdy8eb1hMAlIFKB4uQbxnKMVl0kMmcDHtW0oaqxWQFw7IdjmNE/PPra1U0/G/zr7%2b%2bm35d/X/1wFREZBWxNpD6DF%2bovtrSDqZ0rjCwdeLHMGLNu7uwLEwcvKrq9yv4syS7XrIVGKvhZeovw3nwDPl6M%2bXyPvGauRv8pIASA%2bdQOPQqoACu3i8wJrp0LFpENRpZyn%2b1SAKAuyP0l1g4KGAHIkqDYCkv8o5H14S6UN7Sgnv7n%2bxPH2Qb7BtXgo4ndX1vedAbogv%2bDhqMXKWu3IzgxmygHwXIqC4tIyyU2zsyONS/YjICwRu09oUfqGtu6MUALBqzL9uvg5%2bljNoM0sHBUAMxmxgUM%2bZvczjMUJhhROwiEkRlfQ2GkHhgRbAOyQYRRgjW3d9VdA8tCABF9sHTyZHJ8uPzgIK3ULwK2vnSW56%2bjjW3x%2bMkfMKObAExM7aZMPw/8u6UBcPDUNYSmrIRvVDLbkw8pz6xb2SvKG1GtF4jaMxgJ2sCSgVEM9YUBi3UBSvCK/gxyJplgQKCkPN4lGGrRKAlIkv05U4wRARVNmL%2bYYJlaKRbosU0KEMb87sWW1ByK5CILa5hMZd%2bc%2biAlYesewLLQlYKdfwzW7ziM1p5%2bnDpzSkRwXJ3layI43fz8dUnw3YOjyN74JfxjUuEWHKNQXmIjLcpaAbCY9JfsS5QuF1oAAAkvSURBVM0b2bgqwZvHzC80s1dZfm%2bBUN4Q78wzUGu%2bkSXeYbBvz57Px3qvg5/D4EUMZ%2boZqsDnsQTmUCD1yAJpp3MXG7OsrCmGdooFC03MmX0rJZDGluwyZICIsgBgw9bsoACIgUtoMvI%2bPoimzj6cOXeGPmCqDU7vBH%2b3ZLNB/j2%2bW4iIlOVsO1R%2b0spMzAmDXmBMcaLyCxDzKHQGzLihhYPK%2bnxjSxjZusPQykVl/J%2bz5uFfsxcw2wb416wFeEvuz11IABYqBsxm/Yv4vUcwZusvVmyarU/W8HkJXoCQMpDgFRO4BARDM2ulDcZkxRJrCrKdi2rHNm7%2bbM3BcA6IgWt4GjI370djRy/OnT%2bLGX8dbv7T0v4HR9WeQ1gfnQIX31BYufoQaRfVp%2bUiJfsLKFLz1X1HFbhQe8ESGxhaOvOxlar3t%2bbo4Z/M%2bD9mzsPbcxbi7bl6XLrgpSPMpRC%2bO38hmaCvPksEcaaegWKWEkhqwmILexX4vMVilsyURzBkaQgI0iKlLAQAC6UD/rD3DoWTAiAdGVsOoIEAXLh4TgeAFuDfBf762In0f9bTh2t5q7E9PB5pbH3mdsy%2blaNSfD0Gq4LmfaH/QvZ4CUQYoG/KTLHtSfbfJf0l4/%2bcOV%2bVgwQuj9%2bZK7VvoAB7b4EBn1%2bgykA%2bbyYfzyIDBAD5mz4DNTCzIhhGBJ4tcol0B/EJlqpFij8wIjtMqEfmtMtio%2b28w%2bDEEnCLSEfqh/tR29aDi5fOv2HAf2WB/J8e0r/r1n2cSMzESk5hWXRfdgRgoZmtcmuLmBEZXkTpF5rYqlsJRrIuwc82MNEFPEdPgSDPSwn8c9b8qewbMLMmDNSY5TFPgbGAoEonEG2Q75BykMeG/M45BkaYTTbMJwB6xqaKDaID%2bgRBykDE0USEkDbaylnaYPBrBqRvOoTq5i4CcOENA/5b9tV90v/x7kPYH52MDK9ARLDnerDn6zHDc5jpheYOmMug50kvX8zgGbAEpJTfwFQF9I5SeEMYiBbom%2bAf781hOSxQz0vg8xaZq8dvkxFzDE0Vg94hE6QcRFfkVkpNOsJ7LAlDBr%2bYoriIArlY7ktXYAkaUYekJRuSAUtoyqydOT4TAEd2ANfILKQJAC1duPTjRd1PZf9j0K/pD0x09%2bFk9ip8GhaPeNa%2br5UTwtnzLXlhkdbOCGQpmMnFiXixvb3DQN8l5ecQgJl87h1mWepd38KZCm6B/3tnNstgnqK%2blMYCMkK6wz9nziXlFysGCWjChplTnkA6xAK21HepDXYM2JPBOhMAD9Lfm57An2URSg8QQ4cYzw4QwvbsTIO2xNGLlpyjs18U3KKyWQIHUdPaTQD%2bAwP%2b9NvBKQC6LvyEnRGJWEOLGcnse5Ly7qz1YNLtc89ALKPgxLME/NkNnJg5K9bvEmZxIZkgtP/f9%2bZinrG1EsT/eXs2/ufdOQxOj8Ebq%2beENRL8OxREybw4xbcolLLEO4hQioucyWXB2g%2bmDrgTBA9S35sA%2bBKMYAIQTT%2bQSgAKnN2xiSPy557%2bWOUZAGf3QNj4RcM9IhOpH1ADCMCFi3%2bjAdN3e7Tsj3GWLlq3FR%2bGxCLF3Q/BzLzjEitmwBJr2WfXO3khwcwOkXwuhCwIIkXDeBvNv3vy4k0JgC8fp9t7wJD0nvXubMzl7YKFYnBokswcGKCBAukddoFZU6D9a9ZcVf%2bzmf23hAl8vR5FMIyB%2bjFodyMTtTwIhD8fh1H8BIA0W0csc3DBWoJwwCcQV0IicSAwAsG0wtZBScjYfJBWuFcngv%2b19dEXyEFEzYnzuJiQhRV%2bYQhh3ftQYW0pcHE0HFs5B6Sx30vwgVRpH7YsHwYdxCz68taO1PdmAFspRv58bMjMO/C5pWRPKhmTQyGN4fsNmelFpLywZh7F8i16hX/MnIO3FxgqjRAA3qJPsKMY%2btAL2FMEPRm4NwXQl7UfxBKIEADIyHjWfyZZ8LmHL44HhuKEfyh%2bCo7A9ehERNIIpW79Rhmh/1gCWvCS/fGOLvyYtQp7wxORyXbiTeo7M7M2zFImRWYVA4hi/QZPBe9NikrgPqS2PQO1pajlEqgo0Ye3Z8GUdR9Pur5v5YBl1I0tZE8E3%2bvM4KNYPlFS16x5Y1J%2bIUGxZsALRD94fwE1wI2u0J7dwJvCF8zXBlH1fVkGgbwvK4hMSCILNrl4quwf8g7EMd8gXAuLQXVCCq4mpiN389eoau3F5SuX3vynqb9thSyFsl0H8X10Gtb7hSOBte/K/m7J4G0YZB7FL51ZDKfQ%2bbHmPZhpV2bMjcuB4mbFFhfC59P4nkWkvfG7c%2bHOIDKYpXS6xtU0URm8deJzPnxvNAHwJYi2DNicwDnw%2bXCKnBHLYRGXIwP3IiD%2bLLEYGp4wBu9KQFzYDl0XGbPMTJl9G6wi/T9wcsdWZw8c8PTDUQJxPTQKj2OXoi0tC/s37cXlonpcv3r5zwC8PgKX/0vI7A/WNuBMUi72cejJZvaD6PQcqc7GVGkrPSNS3w4x7NXBpLvnVPCSSQeVeV4w11L%2b3Yb1rv/2TNjx1os1nMY2lUH3mEcWBBEgVwYaQEB9yR4H0tySwZuyBFz4Wg8%2bt4DiuISf5c1AvbgSCGAsAbBfuAh2XK4UxQAJns/nci5ZwXE4n7PAZxTB/SyDUyyBW%2bExuB%2bVoAC4sWknTt8tw/Vrl/9shdXt1P6fAFB/%2biI%2b84/CKu9gxLGfunOstWb2DZhdMxqXSIIRxuD9ePHuEjyfc2TwdrxYW1LWn1T25dL713uwoMBZcrmznlNYQqlU8XjWsiff58rn5P32pL0FWWPGJQC4EgAbft4stkwL3rrys8L5nihehxk9gR0HJT8jKQV5zhLJrP000j%2bbNngFAdjL4L908cLFoHDcIQBPYhLRkJyByi1f4OeHZSyBi/8%2bC6jHcsvh5/ambVjtEYQ0J28GbwMLBm9GlV7AAcaYPd2f2ZPMefHCXBiEBG/DwK1Y5zZcbgTK%2bJ1Z0CcAZhQ/I7IgkO9PZa3Gse4FICeCZc%2bMy/ssGLQps20iix3AiUEa87lZfJ8VP1s0JoLvtSZjfFkKkQw6hPUfRgBieD%2bNAORT/PI5Dq%2bnD9js4Io97j64zfqX9SgyHrWpOejavA3NlbW4cPkS/h83Y6nG3167VQAAAABJRU5ErkJggg==' 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nDdigrxgjAhkAwIxMTUMz0/Lxm9bmzFweCLc/9mA62/fg6sfnMZf757CP28cwND5XcDr2zD42ma4xeNbOzH47j6439wF98ubgbMLcW3fBDzU4UB%2bhBeJMEDagKQYrrqB3kQjXGKwtJ0ObmaaRmwkiU3y%2bcR/XKAEhwJa3QJBiBJB%2bqPN6o8uTrwvLxKdDqoZjd7UfBn2LszCa491UwZj/NhJgXt/ZJJFD63KxfdvjsVHT4zCC/eWYVVPIlJoeoQhMkb4w8KCRfGxcm5EZADqKYlHm4y4uLgM1/d0wH1qNn4/sRC/3LcAP98zB5/tmk5jNBkvru/Bp9sn4eqJORh8ZDHcjy/B4DOr4H56BdyPLcbgydn4bNNYrK1KRha3LYHF6yPkNEWhSE9QIV0fwa8FV4XQphMKAg7chv9rgnB7WVrhDmmMRPARJoiKUEElqEsKwmhLCJrNvphaKMfWrjjCIATnDjbDI5OkYQin7xeTpEl45WgZ7lvrwivHa3HppbE4usJG40MvQFNk1cjo1wOgCvCBMZqujY2ZmiKjoXHil411GDraDffDczFwei6Gzs0BHp4OPDQdf903FV/v7cOXeyfh27v7cf34LAydmYtBKsDguYUY4us/uaMHp%2bfU4NjEfKwdZUMqi02MCoGNkTotPoIDCIaJkDSTi5KjBT/dUis7lSmDic/JiWcwl6TF0RbHRcOiN6AqIx7d%2bXS4JeHYMo5ynRbE6ByCGquIx4F48QE24OG9lZg7zixJ3ryxSfjilS68eqoR%2bHMhfnizE5t64lFmkXMivpJZUlOjY0P8kMj1tyo9sbYkFpdWVuH6vnEYeqAHgw/1Aaen4Np9Pbi0aTSeml6E52eW49N1rfhp1wQM3DuZrD8dQ6dmYvD0PDZoBq4f7McXdIafrKjDZ8ur8GhfDp1mGMwxYUiNUyGDXt9KqBpVdKwq0QBurJBrXg5ygVPaAvoGO82bzcQgZUeKuQBZ9iwU0we0pAdhz9RoTKkIo7rRJtPL1KQE4ZPnuuDx3H1VOLmpQLKOr58ZQ4OwBvhjLh7ZmYcNk0w4NN%2bMPBoLXYgXCUgmFa8N9YWWGLUTqw%2b0OXBt1ziu8FROlObnYCv%2b3N6K9%2baW4d6ubBSZorFjSj2%2b3TUZZ8fn4rMlNbh2ZxMGjvVj8D9r8ePW0Tja6CCUlFjdmoPnFjdic6WB%2bT9GMloZ%2bigJAla1GEIA/YG/tAVWybwFSdkhnY2osMqZY%2bQoTbfAnpQHe3IlbIkp3Ahx4BqIDDYpXStgHiypRCGt88t0hB64uRznz7bg2ftq8MeFabjwdDOeO1yMdZNN%2bOaFeixqimD4GU7yo1Ul42vDKYV8I7oQH9SQad%2bYXgAc7cLAo7Ph/nAfrj2zHp8tLMLb/U68s6AUzy5swlsrxuCVaUV4eKwDb03Jxs9Ly%2bB%2b9xiG/ngHn%2b/pw/aKREzJTsT9M6pxujsXHVznisRwrrISmaYoboGSKhUGXZg3EshDpkg2IVJsQZCUXYQatGQrkUvFSk0qgN3aAqt1LNKtZch2ZLEJTLG6EOl8IZNBKodNSCOs792QB4/fP%2bvHx0%2b34MSWPOxbmoZ712Xjw8eb8MUj%2bbirNxLOKBZOC5xA9jcoA0hMwdDQqelDR2B2hgI/rK8D7u/FwJO0tZfuh/u3V3Dj07O4ct8sXN/ewubwZ/t68fPWsfhmdQ1%2bWJSPfx5eg8FrP3LbruPXl/fj0tom/LqzF3/tnoAf%2bLq1%2bXR8/LupcRHIMcdKG2ChUulERiAUjYSBWXCSZONpeIwhlGuaOJ0aDnMFHNYJSLFMhTOtA7muDKTrwuCMk/GS00CFSDCwR3lh90InPM4/0ojOEiX2LXPhvXPN2L%2bMTVhsxpyqCCYukgxVIonYEwFFI%2bcEuIIxASNhJ/7vaU7m%2brdg6P5uDDxBJn9vD5tAy/vbixj6hQHoqS00Rm24vrUJN%2b9qwbXNo%2bA%2bOQvuy69j8PpPGMI1BqWX8cfeblzb1o7Bfd24vrsNFxcVYoZDSayHwWXU8IohCQchjinRoBAwCJII0RIdKJFjPrVf3ENISbAi3VbF6DweKdbFsNvGwJGg5vTlbALdIRWi0haKuaNiMLdWhan1cfB49aEGfP3mePz4zjgcW5mOOZUKdDOEmDn15KhAyRYnKr2goTtLCPeCnmuYRww2MWE91efilJswdIQccHaWhOnBN6jx7x%2bA%2b%2bvH4P7pRcLiMAYeJtvfT/KjR7j5%2bt0Y/PNDDLp/xyBb4Hb/iJtPrsMNNun6Xa34a%2bMo3LyzGU92uWAm1ByGaGkLjCrKIjfQFCWTHpOkLfCTCqtxKFBGAsywFCHFmA6bpRap9oWwJRXBrI5gdiEHcPW78iMxvUaFOTVR6MgOQSEzg8fSSQ1494lOPH2XA9u7NRjH4k0RgvEDpHVxJoQR/540Pz4wMxqrmNkLib1%2byt9/%2btJxbUs9hg610f/TAJ1mBD5HeXuF/v4DWt1Pj9L%2bPoQBOr9BZoPrD1Aiv36F0/8vhv66APffX%2bPmtf/iJo3STUbjm/f0S8EIh7rx4cJqGGQ%2bSFKHIytJS/mlAtGAxYsN4NdJHFBSlD/y6UO6SlRUsnjkEu/mOCesCQ5CoBWpZhuaaeP7S1Vw0SzVpylRnSKg4M%2btoHGiy/To7WjFq4cKsLBOAQt/qYk6b2WBQmZSiZl0XkkKGiF%2bX80AFDTSA0Vk1pkuFR6bkIrrZPShA2M44QlsQi9jcJ%2bk7e7/rIP7pc10ftsZiHaRJJfixrm1tMdnyRGnWPRuRuUTGPjwPtx85S76h/mSLA4cmwqcnIa35ldD6TuC0w5GukErHaRqCMM4hT/dYQgMETRwpgRuQLh0s6SRUteUp2fR2ciwO1FUWIscWwLmji9EX1sT0ixOqgo5gKohfIMgxAzW5rFvlhEzK0NgYdoTsiKdENFhpTHnOxJNcBJ/aSQbI81SZMBwBHveDifxN8%2blxP1tZlwjtocOtEkNcB/vJRx6yAnchlNT4T47H%2b6nlsP9/Ea4Lz6Ca6%2bx2HML8M0dHfhlRzfAMPTnQ0tx7Rxf89Bs5oF5uHF6FsAtOjIuG77DbkNMKL1/XCziSb5aKpE2zA9xSuES6fRS4ugQFUyo9PvOYMyuj0VDcSZKC4tRXlyAzGQDijNTUVXegZ7e9SjMSoGDiuHUy6TiSy0R8DizOJbaGEDTEUSZC5KYVVjNtAQNbIZkpBpipCOyOPqAWPJAmO8wOLgNczKjsaEoCr9trpUg4BYNOMYGHO5mM7gJD9EX0BZLNvdN4v6vD3Hj%2b/O4tn0cBra20C/wdcdn4vrOTpomTv4/jM7n2DA2AWfnoC/TAP8RnohmKEqMUSBZLUM1sS4OZjS0ycIUpWtFImQeoUMtsipRnuNAljURGVYjivOyUF6QTwWJkm7YdHf2oqqiknUpkMZUa6eqtOVF0wozNiZFBd4qPFZsAKWFjbBxzcQhpcsQwRcHS9FXyyaoAkYgOtiXhChHhzEAX68sA%2b4Zw%2bkTAg/0c/q3YDB0ZhqGHp5BOCzC4Pm74f6SUfjyeVx/Yi1u7miGe88YDOwgdHaNwY2j0zD4zkFK6RLg8fn4%2bWAfTZY/QgK86Dz9Ea/khtIIJWsUMKp1hIEvyTCQcA2iCgQhmba4rLgYhXnZsMVHYWxbG/r6%2btA7cSI62saiqiAPDTVVcNIllriSaYJCkB7PjMEAJZ0J2v7FvGiACDvismvl0uXSh0m%2b2xwVjPhwSqDMm03wQngQiUTpjVem5mKI7m/wBCf60GQMPTiZj1PYgBkYOjubwYcK8Mw6KQni0wfg/vwJ3DyyAEMb23FzXTvcW7qAIzPh5mtukjvw3FI8vXAUZCNvh0rmR9z7w6BiCCLW9ZHhiA2TSWbIHC2X7LFQA6suGo31LVz7fIwZ3YLJk6ezAVPQP3kGZs1ZhAldPZw88wQHOaPBiBmjogkFWmiGJo9bhQdLk7dKxdNd6RQsPkR6nq6VSRthove3qBU0I/7cAC9CwRNR3rfjrloDU2ADBu/tZKiZKk0epzjRh%2bn1H5%2bHoacE%2bS3G5QOT8OeB6biybQb%2b3jKdkjcL17ZOx%2b8revDjsnG4%2begKDDzGBvxnMZaPSsEIDw/EyAOlM4HEKDksnL5GHoSoYHFQ4i%2bdGcaFkq/0GpSX1qOzezqmz16AmXPmY/b8NZi//C4sXrsbk6fNR649WeK3DA4zi15ASGd6PNUgQSY2IEg6Fhc3JJJjw9gAsi7XyC4YMy4MmYZIKoCwnsEocZgkCxxJGIgtSI4IQgeD0qV1Fbek8PRkKQ8MnpnOBkxn1J0PPDEPV3ePxRsTXHizPhUfVNvx1bhS/NQ/Ct/1VOO9Ovr/Bieu3s/k%2bOxi3CBscjWh8B7GDQj2gTrUX2q8hTjPtkXByiKcJiVykhXYumwUxo9p4vo3oKWlEw3NY1GYmYGSnDy0No9BS3Mzipx2WuVQBiqFVE8K60oTxogNyGCA8hCEZ9NGIUnPRBhv5JpEIIvElxqvlMxDXlI0bOIEmDnAoYuQGqCW%2b0DpNwK2SBkKaSkfpR%2b4eTdhcJIweJSG6BE24RFuwFPz4H5wElWig2vehX9odW%2bu6YV73ngMTqV5mtKFm/O6aKb6cJPShxeX4LlldQgYNgxynxEI9fek/Mlg4lCMZPr9a0pxZGs5zj82EX99u4mG6hC6WwuhU8YxqitYR4h0L0MM1cEtdtACC1VzEMrpbFwmA1eemVnAqJA4IJXf9xDdTYpPQ6LexcsOUzT9tzESLfkGTKvR0mVFSFqbphPbEUL2DZYORJR%2bI8kLchRGjMTmcg0uramjAnRwCyZxCwQEKIPcCPd9bMrB8WT9cbTBU8jySxiHyfaHaInvmY%2bBE/NuuUR6CDw6DROy9BhxmwdC6QEiAun72QAl/56WuNdHBEhWODcpBEsmpqIm10KC1JEEY5EUfQuyNqqFQydOuMhhmhCpeHGTx2m4VfyyNh1Kk8MogyE0fZHwMOqt0Mc5kBjngsWQiGyjyADhKEvho41BRB%2bJNHUIsk2x3AiVpA7Rgd40KSPZCG84w4ZjfX4EXppViMt3NN0yRGcIhVOTWOhEDB7txOD%2bsRjY3yYx/81tIhOMxj%2bbW3BjezsGDvZg4NB48kYvXmcTS5JiIfMeiRA/SmCQL51fIMmQ8VtgXhGEaHkAYhjJY2VUI3kYIaJjgdEcXBiv0Fv3OMT5piZEukQjKvPzUOpK5fsPQb4plMoWTgIMw2wO2CNRp4fTwsyfrEd2IkmCMdSVEMlGqKQQIt2/V4ciO0mNZJU4nfVHVOBI8oAnFD7DkOjvgbU54Tg/Kx9fbWjEn5Q2971swoN0hA9x/R%2bgLN7bxYvfO0ie2Evp2zuWFyGwrws3DvQAx3vwJf3/tHI7yqwahHkPQyg3LJINVof6IpLpU8PiNTRBsSRFEYpM9PcahYqeIIYrryRP0LJHK6RpW9Xi9n6olBTTWEtpdjoyyGUZ4nZ7UjwyLTYSohy5fO7Rlq3A6IxQ6QNJ4sBD4CaLuM8yRSDfbkSmUUcfcAtTFhJhjjFaakAEOUA8xngNxyy7TGrAr1vHMB124MbdYxl8iHPhDLkJg1SGQUqiW5DjmTn8mtxwZjZd3xy6vkWEwWSU0284ieMiTibE6zaE%2bw2Dgs4zJtQHEdyAaE5dTfYXpCjscLxKBq1KRYWIoL2lT4gllHnZyfZWDsxptfA9K6WG2LgFTkOYRIROwtuZGEmDFIIiI31Arl5ES%2bpptExKf%2bIfZJno/qibFbnZZH4zrCofJkKmQ5Uvs7QcmhBfRBCjsUF0hp7D0aD1wtN9aWwAbfF%2bYv0op32Yq3%2b0iwap51ZIepL54LlVDEpbmA/uxNCrW4E3t%2bAvNqErUw8Pyl4W33geJUrmyQb4D0eI7%2b2ICPJERICXdA6pZjqMFV6ETYgND0FCpII8FMICQ2mSlNIJsl0TLEXkBX2FePhgJ954ZiamjLFLnkaQoItNyIhXID%2bJMCcneIgPC9n1WsbGKKkBdq5OFqecLu7Z52ShuSwfiaHejMG%2b0r2BRMZhLd9ANN%2bUuIUVTqZOCRmGww16fLOhHoMH2qXzgUHaYpEQBx9iwiMpuh%2bdA/fjC6RGDFAifz4yETt7imCPCpOK9xkxAgpf/k56DDk3IJQbEOY/ElFhQUjURsOo07DwAPKBF7fBl1sgDkmDOThKNFUimeFMFREAABGySURBVK7VnhCDBG7HqhnZuPLFIrxwisnyz81Y0pksReJMQ/i/DWCAMiqRa1JwA4yh7GA4MUW/TakTLOoyRSHTpENDSQHGVBbBwOI1MhZKN2giE%2buVMsTQkKgCBE49ofYfhrkZEfh8ZSWuC3wf67mVCmmNhTcYOjeThohs/wxX/1Q/rt7dgldmZSOGbH%2bbx23wGzkM3iNuR5D3CBosFk8JDCERxoQxkVqTkZ2RhoJsF7JSbbAl6pBAqdbwZ%2bLeQQJ5SZBday5JOyUU%2bZzqj5/Tbl/Zhe8%2bXYjDm0rhiBEfjQuRnJ9TLwhQweLDUZmqgkeSyNa8zFECO2FIJetnm9WozklHR0MtGgqzEc/OR7HYZKUPkmlB4xQyRPh7ITKQcug/AhpOqjDCF89Nz8Tfu%2bgHjhACxzn5431MecwHnPiQ8AePzsDA0Q42oBVvLSrCKI0fgml5vUcMh68ntd93OLF/O4sfATmvED8vqpMOmal25AmDk5eLAm5ltpOkZk1iKgyWDmjNlL/mrHAcna/H1kkGXP1hPa7%2btAmXL8zHkglWpFIWc5NUhEA4L26APgJltgi050fBI1nYXKY7ka7MlJFsSyJq812cfj46W5pQQwY1ck2jg71pfMRxOH0ApUgZ4E0S9IaCchVLMjQEDsPGKgOtbivcB0iA9/XeSodswtDp6VIwEs1wH27F37tH4/0lxZhWHAuljycbMAJ%2bJFM5iw9n2gxl8TIqTAC3INjPG/GUOVdqCvIzs5DncsKebORzGzciGQnkAG3oSBapRCmdYpFZhicP1%2bP7d/vx6vF6zGhNkj4Wm2MSt/LFp1yUEge4DArUpBICdi3DhFoUT/LQRmJ0ZTH62ltRlZ/DeJmNIv4RcXNC4N1MM6IlG0eHBFOjfaRb5Ap/b0RyGxKDh2NsUhgurq3HP3e3S9LnPk4uOMEGnJpCKJAHTpIT7mnDlR0tuLC8DEfbk1CWIMfw22%2bHH4sO9r6N5ErsEwLBPsMR7Csa4AV/L1pvkl6aLRkZdissJgOSEuJht5iQSZLWiVMivrd8IwMSYSqOvCfXxmN0nhqZCaHEvlLyN1kkQfG1gEB6QrhEih4pWnHHhzY3PoaTz0XvmGYUpDtgiFbBrNWgKM1CbgiVUqBRyRj8rxlRce1juBXhfkISPZEkG4l8FW3xpEz8uauJBoeu8D7RBBZ9sk/yBe77u2iIxuAPNuCLlVV4sjMeGyuiICcH%2bLFIP8JAyd8lTJZoguACGTctiFsgC/BFcqKenGCG2RAPk14nPbrYEIc5nrLoJ30uIJWZwa4VH4akgxUftTOIiUdItj6LU8/6PyXQK6So72Em7i1k0DybATWcui1BR/IJQZxKSf8dhexkg3SrSeDNHCkOImSIlvmwIQxFgZ68RpIH2AxhjYNux4piDb7bWEsuoCQebpeaMHh8AoaOdWPoSAcb0Irf72rE50vL8XCzDsdGJ6Asyhe%2bI4ZJDZATEpFUGAX5QEGpDQ/0g5xXaHCA1ACHJQkWYwI3IA5mXlZTAlwOC4xqJd%2bXt5RahfsTxbkSlPQFtMO6UKTFiY/HhkhNENsguCCTX3sk00OL8/cCuwkOgx76KBWiQ6mxMUo2Q82sTTdoFGdyoYygfjAIHZaTC1RyqEPoCunThU4rKYemIOEJvPFMfwZ%2b3DQK1/a0cOXbpcIH2Qw3p39jTzN%2b3FiDj%2bfk4/HmeDzVa8HaYjUCh98GX69hvCiH/F3iA1Mq6UBEhlA2ICJMLk1fNMCebJIa8H9bIJ5nkhP0kSTocB/pCD2Hq59rCkOJNZxZRjSBEGIAcnL6WXS52UkRtPdUAZGi8m2JyEwyIjley0tDixkCs0YFJ1crJV6N9EQtjDHh9N%2biw3Rg1GAj/1g8H%2bOVQdwGP5LhCOgDbkepyhNbimLx0cJCXNlKPtjTin/2jsZVNuPqzmZc3daAH9eU4%2bLCfLw7LQ3vTMvA4WYDlCNuk4r34RXsO0KS2Ag2Il4VDrUyDPHcxnRygIPFpqdYpG0QDRCNEBshSDKVg4oXMCWhFyeFIscQSmJUSB%2bkvNUAukHKoPiovNgQp4CASadGaVY6cuz8pZoYZJBgRAMsmkgSoBnFJME8bkcms4K4JWaKkkuuK56GI1HFwBEfTQcWBhUlMYoElhfhidmWQByp0%2bB/y0vx6x31%2bO3OOjaD1%2bZaXFlXxasSP7EJX60owiczUnG4KArRPl7wHTmcMBiOQJ%2bR5BZPKW8oSbax4YyufF8OFmo13OKBFLOR8V37/7cghY1x2uhatQoY2ABLtAhDtO/krxTCQHykRjRAhKDq1EhCQDSAEHCRSevLC%2bEw6aVbS1lJ/CNxMXDo1aiiF6jMciDHZkJNQRaSGJ2TqRQ53AxXohqpLD6VYSnDpKUnDyVpDYNNNgyzLN5Y65TjhW4z/ruUKXF9zb%2bF/3utr8avayrw0/oqXJyficcIg2TGbO9hwyQ5DPL1lBJhLElWQxMmIxkatbFSAywS%2b9%2bCgSg%2bMU4jNSLFbKI3sFKxopgJAv%2b9eUpy14RJlzjgEXZYxOBMOsF8c4QkhR5VmalMg4lSAzLMBuTajCgh8%2beT/BpynWguyZWiZF1pIdXBgjIakfF1NRiVm8FfqJK2oyI7DeVslPhQUwwJcZzeB9vzwnC6WU%2bs5%2bDrFRX4cVU5Lq8sxe%2bc/h%2bbqvHnhhr8xuur5UV4aYYNhXFyjBx2awNEAwIEFwSM4MYFSwcwUZReqz6OTjBBKl6SQzZET48gGmAhGWZzixe0V9KsyaS7yWLqKcwJwiOkxgmuC5UexWeJs5h8BR94lDtTkM7CC1LMKE2zsgFmtJQUorO6FOPKc9HdWElpbJJcYWtVOWb3TsDS2dMxbdxobouOhadiXHM9OhprUVdcgFySkUXujWUZcjzYpMfrU134ZG4e4VDMTajElQ0VuLKxAn9vqsXvG6rxzcoirHFFoYDk6jlcKAE5gOvvz03w9yYRsnjxaRE1ra/NoOOgDHCmWOFKS5EaoaVcCx4wxOswqiAdlz98CBOrbChJDqUMKpAm7hvEhUlXKifviBfPldIdY/Fzj/KsDBqeTJSl2dBSzGlnpmPC6GYsmTEFCzubsaizBctmseDuTsyZ2IVZPeOwYu4M3LliEVpLcwmRNMzo6cKc/h5MGd%2bBFXNmcCsoSwEe2JSvxAuTMvA%2bG/Dx/Dz8sFYUX4U/WPgVwuJ3bsJH8zNQGh2EHlc8sT%2bClni4ZH4CaIz8yAW%2bXvQE9AFahRxmQlQQtdNuk7JBZpodcSTHZLEJsTHYtWIiMPQlLr%2bzGlunJ0onVnZdOO29aITyVgNEI1i82AKpAS3lJagvzENdrgvjOfUxtZVYOG0K9t6xGcumTsTdS%2bdhw8K5WL90Ie5avRjLZ/VjFRuwbe1KLJ7Ug7r8TEwa24ql06dgRvd4LJ4xCb2tddTwW4R4oNaAjxcU45OFBbi0rAQ/rC7Dz2sJBwGFLZV4stuKKO9hqM%2bMp44HMhiNvLUBbIb/vw0RJilGziCmjoGZMHA6bFI2EDAw6GKhp3IVp5nw04XHMeT%2bFrjyGE7vLkWTKwKN2THSRwBT41V0f5FIF1ZY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h/PhIaH4%2bH5l%2bnQeNvPlDv5Qj1r40Vz/L6q0oCukgQUOwPpGWokfk%2bcHUZhQz6fnpqNjKJc3HnsdB/GsIDZ2Fz4AxEzvDH6vHeCHJylFgyehT2LAjCuY0ROLOOBHDedgbL9RO8sXHyOBxaOBenN63D2W1bELsuDBnHDuLKrkgEjBsv%2b4HwlWEozytDXXk9mmpa8LDlEYLYPP3ji6%2bkMvp/y5hG4fp920eBb76V6PtNX6KfEoptFfVeozDoU28KPwOaf5kBjU/HQKOXC9S%2bZixgPu8iQKF1QvW9BQxSU8fX/%2biNZWxfC3PLcTslC1npedi0djNWsmqMCp6LQHdXTGAf4cqCZe2MAKz09MRSL0%2bci4pE6bnTKDh1HPHLl2Dn5IlY4%2b2JGS7OWDNjNvYsnIeEtctwcccW3DgQzYB4CCumTWP3aIOx7l4yI9TRBVrq2/Co7QnOJ12kZgcqAjm13JeCd6FfHyW%2b7fdfUNHs5QnNT/wx6C9zofHRVAz6%2bxgM%2btKdgdCC/qMuTVxoW5o7Na6mphiFJQgC%2bnz9LTat34LSwhppBWm3MrFmySrsXrsa66n9uSyXp3p4YwQzSOzGLdgWEIBIpsWME0fRnJaC%2bpvJuHcsBgkrl2HzzBlwYsaZ7TMNJ6N2Yuv0ibi4LRy3D%2b9Bybk4xISFwo4t75iRnnSDVBZPlbhf14on7c%2bQeu02laPJlE7h%2b/ZHH5p8374kQI5K9KFV/AkqOr0mQetvc6H1EfGpP7Q%2bnwitL71Zv9vQ/0kAta0qhFdT6wEeZ2DU0NDAN19/jfXhm1FeWoe71P7ZxEuIWLISp3Zsw55VK7BvVSh2LVqCKJr5yZWhiAkNZVpch5z4U2hOTUHjzWuovc7swRR5YtkKREybgdiITUhnsXRhw1qk7I/i3FiUX0zAbbrC6OEj4MbyOOVyCgqzitBQ1YSnHd8x82SwktWUwvdjkOtD4fpQ6z3xARlKqOh9EQjdTxZB97Mg6H4%2bFbpfTIXOlwyGfeyoeUEAA6EqAx6rQw1GfQ2OagIkYRBTy9e9v8GaletQWVrPRWTh4J4jCJ27AJdiDpGE7TgeuQnx9PWzGyJwev0GnNsRjaRtQqh4tDLlNd28jhZaQtXly7jJ/iJ1zz5kHD6M/JPHUH42AcVnTqL62jnUEIXn4zFznA9mMhBmMNvkZxagqrAaT9ufI%2btODrOSNvqRgP79BQn9FOjbTx6T6Kc417/fe6gY/X0xDD9dDP0vZkP/yxnELOj9g67Q116WxkJ4oXWhbU2mvEGE2BZEaJKAvvSjLZuiUEYXuHE5FdGRe7Fq9jxcZa6/dvwoLh3cj8u7o3F5exTSDsfi2sHDrPejUJBwGs03b6HxWjJart9Ae%2bZdVF1JRmFSEqqSr6DmOnHrChrSklGfcoVWcg7FZ%2bOwcvoM7JizAAVp91CaXYISQmSCnLsFXJuWFFoK2b%2bnsAOV6P/hOULF/O8rYPb5Ihj9YzaMv5pDBMHgq%2bnQ7DdE5n81QYC6QttdBGiqC7AWYGEhXCTmwFHkZhXjyrkb2L11P0ID50kLSEuIR9bpJGSePIGsuJOs/k4xn0fi/I5d1O5FNN9KRc3Fi6g7cw5tqXfQyQ70/p27aLqTjpasDLTcvY3m9FuSgMrLiQyEh7HKbwp2BgSiNDMflfkVkgBRD7Q1tGPYUGe65Lfsa1QVVtC/34cEsCYY8CeoWH6xEuZfhsCs9zyY914A86%2bCYfJVILT7OUoCRNTXoNCimtJklaU5iCDTYtQgAfq6%2brhOf8xMycb1iynYtn4HljOKn9u3F%2bf27MFNaj07MQnZpxKQTMHjw9cj7chREnAe7RS0PS0VlafiUXLsBFrTs/Awpxgd93LwIDMdrbdT0JSSjFqaf%2bnZk7gdux/Ri0Kwb/ZslAv/ZxosY/YpJxHfPXyB5UtD0avXV7RYDQwYMECSIEYFVP9XqFh%2buQoWvZfA4utFsPx6CSy/Wgqzr%2bZBt5%2bzrP5kBUiBdTR1oM1SU4ulsYC2tq7Uvnh/kH%2bvGClX7%2bDGpVRsCY/CPDZGiTu3I27zJpr/btw5ehR3WNkdW7ocy728sJ7p7Pr2nUjbtQcH5gQhlc1O%2brbtqKVVtKZS8JRU3L95g%2b5xBXVXzqHyQgJKTx/D9f27cGjNSuybNQtlWYVorWthDKhCWV45Ou8/xtmkC9SqiFnqGDhw4HvhBwqwYON6/wwVCxJg2XsZhRdYAavetIjeIdDtP0KauNC2NhsjUWeLeluHozYJ0KPmRb6dPycYpUxHt67eZst6E4d2xWLORD8c27yRZW0kzrLsvbZ7F65t24qY4IVYz1pg5kg31gJjsZnF0p7pgcg%2bGIP8mFjk7T%2bIpktX0HztGhrZFNVfPo/qi0koYyAsTojFSQbT8IAZOL5kMSpzS9DR/BBNVc2oKa7B/ZpWFLM40mOjIzSrqqrIXqKxE1BkM3VJjoCaEio2fw%2bHVa/VsPoqFNa9VxNraRHLoDdghBRei6YutK9H4fWUDYeAeLGoPnAQ9u%2bOQUVhLdKu3cWVM9dw8tApBJCAaKbARGaBxMjNuLR1qyTgyu59CGN8EH28o5E5gidNQRLzfd2NNLSlpSPnwEFUMjvUXziHuotnUXvhDCrPJ6Ik6TgyY/dh1fTpOLByJdIOHpAEPGYB1NH4EM1V99FcfR%2bVJTUwNjKj6Q%2bUbqCmrFxlGS/jGYO6mgLqqoq3zyp2H2%2bHzWdbYft5JOy%2b2ExsISFrod/PXUZ5bRIgBJYEsCsUo%2bgOBSnmxpbISLmHwntlSL%2bZg8tJyTh97Aymj2fpO2cOEqj9uI0bcJo4sHoNQqh998EOmM3GaM30Wdi6YBG2hCxix7gJWfGJKEpMQAEzRxXTX9W5eFScZWw4fQrZJw4jbn0Y5o8fj8vRUai4dAm1RVV4QgKePHhKS%2bhAa0Mbqktr5bsBVWpbBGnhvprdjZvCmjU4qqspHvwIqNh9tAv2H%2b/CkL/txpBP90rYfboVRt%2byN2A7rK3UvhC6C6I1FpnA22Mcypn%2b8jJLcDc1jxZwHWdPnEPwrGDM9/NHzLq1OLx6FbYtmI/x4qMJewcs9ByLaP9AxM1finOh7AXCNmBrcDAtYzaOr1%2bPrNhDKDp1BEUJx5Affwx58cfZE2xC5PwgLPXzw4nwCORfuIrG8kY8bn2MZw%2bf4Vnnc7x8%2bj1yMnPZ6xu/d1nptrowNmTLbmgk5RAK7YptAir2goC/7YXDJwcx7JNYOP0tFkM/3sdM4M/JWt3mLx8gKF%2bFiycqwqdC5i9GXUULcu%2bWIDuziGnwOpKOJmFz2Bb4svzdOG8ODqxYioUTfDDcwgoT2chMt3FAqNc47J49B3vmzMNmnynYRJdZMMYboYwJZzZtQkHcEdw7wTQasxcpMftwJGwVVk31R9C4idi2KgJp56%2bjtboFjxj4Hj94Ikvhn79/g22sRwZ8M5DuSUvVUSjNytySivKEq7MLTLhuPZIis5jSIlQcPt6LoZ/EwPnjkxj51yS4fXQWI/4aD7Nes6HDCbqauvJCRnqKx8gC4iGj8K91q9ejue4hinKrmAnKZDpMPJrIHv0qpo/zpeATsHvpIgSx%2bfG0tkaE7zTsoHXsm7cIiWHrcD16FxJWR%2bBE8AqET5yCBVzokVUrWQnuQ9bxQ9T8RsRvjsCupYsxb%2bx4zJ3kjzi23fdusEagzz9g7m9v6MDD5k7ZGA13GA5V9vlC80JhwlI93EZjWXAIfFlBikdlBloKKxBpXIwqwz6OxYiP4jD6ozMY88kleP39Gkb/NRkWny2BjtL/xcUUX4co3%2bWTABFYwtduQNv9pygvrkd%2bTgXjQBZb4QvIup2HFRRqsosbwmbOxHymvilOTtjCvv9CWCQKd9DPD5xG/dELqDt5HuXxrBF2bkOE/2QcC12Om/t2InlPFBI2hePoutUIp7VMcR1N7YfjWvwFVoHZaK1tZRpsQwvHZyyFTx46wf5lgHxYI9YshBdvjmZOmYZVC0Mw1s1d8c2BiF%2bUS0tDSYD7X07D438uwvuz65j0RTqmfnUPkz67C%2bu/hXOCvtL8DRUfNCifp4uHjyIGBFOTbS1PUVHehFKSkJmiCIQZt3IQtWEn/Nw9MWeMF%2bZQs2unTsM8bk8a4oipDk4IdhlD05%2bOQwsWIil8DTKO7Efyrm04vHwRzm2l5jeso7%2bvQfTiEMybOAmhs%2bbg8vHTyLiUgoq7RXhQ3y4JaG/soBW0w2/MRKh9019BAGOAeE/p6uSCWb5TEDRlMlzs7eR7S/EcUKsnAZ7/cwnef7%2bJyb3uIaB3ERYMqETgP8pg99E2aGsYkAB9JQHiqw1T%2bVLRzNhcBpoZUwPR0vwYtdWtqChpwJ0bWbjKcjglOROnT13CVDYtfm4eGGU/FGHUYtTixRhtPwTGOrowo2sNNTTBcrrJxagtuHPkEM5v38ZWORBHVq/ACWp%2b%2b8IFCGFRNX30GKbLrSii5gtu56KWhc%2bD%2bgfM/S140fkSCTGnYK5pIF%2byitRmxBrFyW4IxnuMQdB0PyyaPRVTvEbB1tRCfr%2bkw7UL4bVZ2ap4f5qMCb0yEPB1KRar1SLcsgNhZg8x4tOD0FY3pP8LXzKWgpsYiMfOZkw1loygWli3ZgOePnqFOgakwpxyZKbmsCBKx63kDGQzMC4JWgJnBr3hdkMx19cfCTvY4y9cjGDvCVg3NQB7Fi3DXba9TXdu4yIrxh1LliBkwkRmhQU4sHwZVjAo%2btKKwmbNxr3EEyx/i1GaVYrWimbm/w6p/aqCKviO9oG1iP5Ma%2bJB7lBrG0yk2y0IDETYysXYuoEVKElwsbGV3ymJJ9jaXTHA9/NMzPyqCIs16rHJ7hGOBL5GXPBbTDO5SAswVnygpCceOZtJyGfvRgoryLydjSed36OMlVj%2bvRLkpBcwDmTjblo%2bmhs6cT7xCpztHBmcHDGJlhARNB%2bbguZh95JlOLJmHRIit%2bHywUO4HhODYxs2YvXMAAR4eiKQrjJ/3HhMowZneI9F4tbNyBe1QU4pGkob0cnA96SFRRCD346NO%2bBq6wQHrsdIcxBsTIzgM5qBb0EwNq8Lwy4G0l1b12Ll3KlUhq18JK4nnx7rSKj4fpGBmb3zsVCtChFW7Tjs/wrHAt7AVy8JOupG77/QMlS8cbU0t5LMRYRtxA/fv0VtZTNK2ZMX5lYwD7MeuF0g3aGJBJSV1GH6RH/YWdrBy9kNM0Z7IZAaXeIzGaEMTstp3uHs7HYsWoywgNmYNtoTE1xGYrq7B2Z5j8cE11EMgIHIYkrMO3MKdWx62us70Mnq73n7d7IBunztJqaMmwxHFkCDjQwxmsE2hP3F1vUbsXtbFHZGbsDG0BDM8BmDwWaWMjjqKgkQo4rn52fh0%2bsa/HvfwZz%2bRVih14glak2sBaKgN0h8o2ckv9ETWhcfJxnqG8ovO1uECVILVWUNKCuqQVFeFVviUhJRicaaB6itapPPCaNWh2KEgzMcBzvC2doO3mxZp7t5Inj8ZMwa5YW5XkxvzO/TPcZjjJMrvIa7YerosQjw8uGxMawk18mHIgWnT6IxvwQvHr7Ey44XePnoe7x%2b%2biMaGlsxY8pMDDe2wqghQxHAoBcRGoboLVGIDAvHIrrB5FHucLSyld8tCGWKwN5NgGu/gxj11TGM%2bUcSxn15Gb5fpsL7o2RYfR4sCwrx9lhET/ERpSljgPgWJ/XmHXz35AfUsQavZkUmCCjOr0Yea4GqsibUV7Xi7p18%2bXwgielt1rhxGGYzBMNth2GEnRO8HEcwQ4yB11AXjGJG8B7ujgkjPTHOyR2TXb3o996YPHI0NrCcvnv8AErYCpeeP4X7Odl4%2b%2bM7/PrjW%2bIdfvnhHR53PEf4ijB42g/HBFpX8KwgbGJtEbk2AkF%2b0%2bAivlIhOTZG4qtXcxjTnQ20DWVw19XSh8oIm80YprEUTqqhcNeORIDTMYw12QmzgR5MGQoCLMUnJXqm9GVn3MvIwasXb9DMNNRQ0yYFFnVAMS2ggLVASX4NSgpEeVyMfFrElZiD2B4yF97DnOFgZgsnawd4UPDAsZOx2D8As8f70twnwNfVE17DRmKCswemuo3Biil%2buLRjE7V/jMLHoepKIjqK8vHbL3/g7c%2b/4e2bd9z%2bXeKnVz%2bjtrwG1y9ew%2bE9hxCxYi2mjZ0EG2YtcwpsbSpe4dnKT2kkASIQShIMoDLFbz38J7f%2bgy4AAAq6SURBVC6Gj0cQi4ZV2LA%2bFvODNtJc7OQ3tWYG5oycRnBzdkdxQRl%2bfv2Wpv8Ubc2P0FhLU2cpXFnSKIUWY301m5LyZhRll0ty0k6fR%2bya5QifNQOT6Doj6AYjrOypfWfM4SLn0hUCPMdh5ihvjmMRwopw46xAnIlkzZ9wmMIfp/AJqL4cj6d1Nfj93X%2bUwv%2bBd7/%2bs5uEf777N/71%2b3/w5kexvg5cu5CM0KWh8gGqiZ4ZtS6%2bW1J8TiPSur62AioREQewa3cSNmw4iKA5qzF39mqMcZ8MfS0ypEkz0dCDMzVWWVKNX2h2nQ%2be0exe8ibP0d76nHWAIILWUP2AVsHWlAGqkdZRXlxLq6hESXYxTlEY8W4vesEcLJvog7meHljKMWLmdETNn4edC4OZ/2dznM8aYCk1vxHZJw/S9I%2bh%2bmoihT%2bF%2bpRLePP9j1Lod7/%2bgd/f/gu/y23FviDll5/oGrQOQc5//gDn/BOd7U9x42oaVi1ZDQfrIUztOpIAY10Tad0q27ceQmzMGURtPYjguSswaZwfvKkND1cWMCNGwWOkB5udfLz96Z94wgD07PErPGXqe9r5Co%2bJTkbiB61P0NL0kIHxIe6L/pzbojYoY46uq7yPzKs3KNgSHFm5ALHLF2B/SBAOLV6A46FLkBgRivOR4SyGNuLari24fSgaOacOSeErLp5E1cUTqL15Aa8ePcHvv/0Hv735XQotCegBhTUoiBAkvPnxV4m3nP%2bvdyTj13/TMuuxenkYCyUTFk060q1VjseeRNzxeBzcF4PoqGjs3LoD0duisT0yCutWhTG/F/DC/8TL737E9/T9Z09es/1UkCBqgMeMxp2Myu1tCrdobeqUZIgYUVPWiAqmyDoWLrcvJuP4ulAcXhqEo8vm4djyYBxbsRBxJOb0%2blBc3b4Bdw5sx71je1GQcAil545K02/NycBP372mkP/u9nuh8XdK7f%2buRNe%2bIOE3znurhLCKn39QkCGI%2buO3fzNA34M3M42uOoPgnJn0/Wmz4Dd5Kvwm%2bcGfGEdf9KQFnEs8j99%2b/RdesdV89eoNXpCE509fK4SnNUhLeKQg4REtob1VQYK0BObrBpbI4rm9eINTxUCZl5aLK4ePID5iDY4vW4Bji%2bfiOIk4HbEKd2L2oPBMHMovn0Hd7Wt4WFaEV52PJfnvuAYp0C9KAijk70oreNdD%2bJ5WIOZ1kfDrm9%2bkVQgyfvrhF/zx%2b79pyS9YKG2BioiKhjQFY1HpMc1pqmoz4I1C8sUbZO03vH71ixT8u%2bc/4MVzjs9eS6EFAZKERxwfE50v6G/PZW0grEBYQGNtG%2brK6mW5WpFfiUoGyjIi/3Y%2b0s5cRuGtdDQUluPp/Q78SC3/RKJ/fvUrY81veEeN/0aBxMJ/VUb995H/jx5Ck4zugPhHd1B828MKeuIXkvEjSfiF1/z5h7dQMTMSn5fastCxlNgWGY3nT14xooIm/5MUXOLpK4nnxFMh8MPvZA4WggsCHj96gUcdz/Cw7Qke3O/EfXZoTezWGquaUVdaj5qSWtSW1nGsQ2VhLQpYM3Q%2b%2bI6L%2bqcU9C0X/avSf7v8%2bK1S%2bJ6QJLz5XSmsAu%2bU%2b8Lfu7Xe4zddwVFuk4A3ggS6xOvXPysIMGaqG8Ycn3YzQwYaofWnT77Hc2r7mVLgpxRQ4IkQtPM7CvucAjzFo/ZnNH9uEw8fPKEbdNIN6AIND0hAK5pqW%2bST28bKJjQIVN9npdjKgNTAeZ14Qy389PoNx1%2b6A1c3flKMwod/5vmfe8wRQv3y029KvJXo%2bVth6kLT4tpd6LqGOP6DAI%2bpmJvYsOMzxun48/QNUJPfSY0%2be/q9JOEJfeUxBX5MASU6hbDUNNOL0LYEtzs6iLbHeNDSidbmDklAc30bYwEhHlwIcLuFx9toIY21rawkW/D65U/sKX7CjyxmutC14K59cb4Lf57z4byf8ZpzXnWB13798kcWbj/g9YsfFXipgDj/PUcVHfbRM/wDpZYfUThBQDeEpoV2adqd7U9kThV4yO221kdSkHYBbj%2bg8G0tSu03KoTvgiCjrakDD3iuveWRvEYbx/LiOhmMXj5/1Y3vGQvEgr%2bXeC33u45LvFCc/zPEuRff0U0Fnn9PvJJ48YzbT1/K8c8Q8%2bgClvKdvjBtoc1OmnSHFPSZNPHONoVmhZDd4OJb7lPQpnZG/HYGvQ5q/aEcxb4koKENTfWt7wngeXEdcU1pMQ8Uj9KExYgFPnv8HWPPC/YYL%2bR%2bN7qOdR1/9lIu/IUQ8tnLbjx/%2boJWq8DTJz3A6/bEsx4Q%2byrioUYHfbeJC26jUAKtXNSDFoWgAiKoCbPuQktzuxSwgQIqhGylkG1ScGn6SuGb6lsU58W1ScDDtkeMEwpLeUCyy0sYHCsapRU8eviULvaMwVWBx3%2bCPPboucSTxwp07XfhUeezD9DJaz7seCJHCW4/kpYs8FhCpay4CjXVrOHr7kshmhpaJe43tkm0ND0gKHCTYr9ZgOcb61pQW83Or6aZTREDW%2b19Br2W96h9f0wQJK7R3iKs4BGv9UBaUBULJNFAiQWJ4z0hgmlHW0/w2AOe46K78FCJrn1xvv1BZzfa2qjM1g45Cjxgj9CFtvvtEir1XGRxUQVqaxTC1FGomqpGhWBCiLr7UlgFFEKJ4%2bJ73%2bpK5vgKarGykQGtSR5rUP6uobZZzhW/k9bAvv0%2bSWxpFsJ34N7dAmzZFI0MFketze3KBXFhLcIC6Vb3xbz3aOV5cbyt9eF/QQjZ2tIhz8v5LYrf3L9PZTVTcc3vx5YmoVxhlS0SKpUUoDC/TH4ZXllRh6ryWlSU1qCCY01VA2pJxgeoVIw1lQ2o5JzSkiqUl1YzrdXJY%2bKcILGbCJJWX8%2bxXozNEm3U7ro1m1iXRyDtxl35u5ZmxcIUi%2bXimkgc0dhEEpXb4lhzc9ecVsW%2b8pxEI%2bd3g79rUNy3Qdy3jgqpEwoSihJrFGiAihAgN6cY5WWs0tjxlRVXopjVmbCKSvbYVRJ1EpVltWxxayVJYhSCF3FuUUE5hCuJ88Iqqqvq6R4kquZD1PCGYkH3sgowL3ARZk2dh5WLw5B6I51W8ICENbKTbFYuuAl1tR9CHKuvb1ISqdz%2bX%2bYJ9LynQHU1LZXrqq7kGitqJKrKq6EiBMi6m0ehK1BCFOaVIp%2bE5NwrRCnJKCMRAqUSYr%2bSwauKZFVR%2b5UoyC9FTnYh8vm7Es4vLyMRvElVZZ1EZUUtUSNRQTLFQtLTspAUdw6H9x9DgH%2bQ/D9BC92juqJWscg/oaqqTqL7WPWfzivvpUDtB1Dcm/0Iha3g2ipKxfoVEHKp5OYU4c7tLOTnFlP4EuRR8By2vxnp2XSNEhQXlKCIYwHPCwh3kVovEiiTBNzLypfI43lxrKxUQYSA2BZECouSvyMEkcKCSmg5N9mrXzh9hQurkuhaXLm4RmlV93X%2bfygrq5T3%2bjNKS8SfJ4VFl1HJREGplEegMK8YKveo/ZSb6d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About

\n

Jimber is an Enterprise Security Solution provider. Using the ThreeFold Grid for enterprise security gateway solutions, it aims to empower applications and solutions that are fully secure for both consumers and businesses.\n
\n
\nJimber is currently involved in 3Bot technology development as well as some experiences (autonomous and decentralized applications) that will live on the ThreeFold Grid, and accessible by 3Bot.

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\n

\"jointidea\"

\n
\n

About

\n

Joint Idea is a synergy platform that cultivates consciousness, creativity, and serendipity by connecting ideas, people, place, and time.

\n

Mission

\n

Our destination is Utopia. Our path is exponential humanity. Our mission is to get there together, as a human algorithm trained on the universal love for life as our guide. This mission cannot be achieved without technology, nor with the technologies that we are currently serving.

\n

Impact

\n

Strengthening the humanity, love, and faith within us is necessary to avoid mass seduction by advertising based predictive algorithms and the sinister forces hacking our beliefs and behaviors in ways that we don’t yet grasp. We urgently need to create and adopt decentralized peer to peer technologies that amplify our limitless powers as connected conscious humans and as global citizens.

\n

Powered by ThreeFold

\n

The promise of Threefold is to unleash technology that serves us, our communities, and our shared planet. This is an urgent need and there is no time left to squander. The Threefold approach offers a ray of hope at a time when it is needed the most.

\n

Join saving our planet!

\n

It is up to us to avoid being reduced products of advertising platforms that are out to exploit our vulnerabilities, cognitive biases, and bad habits.

\n\n","tags":[{"id":"community","title":"community","path":"/partners/tags/community/"}],"members":[],"websites":"https://www.lifeworkslabs.com","private":0,"rank":4,"excerpt":"Joint Idea is a synergy platform that cultivates consciousness, creativity, and serendipity by connecting ideas, people, place, and time.","belongsTo":{"totalCount":1,"pageInfo":{"totalPages":1,"currentPage":1},"edges":[{"node":{"id":"markus_lehto","name":"Markus Lehto","image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/markus_lehto.dea1acb.f022bd1ced0a9d81dafef478841ee837.jpeg","size":{"width":64,"height":64},"sizes":"(max-width: 64px) 100vw, 64px","srcset":["/threefold/assets/static/markus_lehto.dea1acb.f022bd1ced0a9d81dafef478841ee837.jpeg 64w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 64 64' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-e0b32d72e12e0de0d27ff9108846e9fb'%3e%3cfeGaussianBlur 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\n

\"kleos\"

\n
\n

About

\n

Kleos aims at becoming the most eco-friendly telecom mediator leaving a minimal carbon footprint on the environment, through minimizing the need for bulk production of antennas, base stations and probes amongst other capacitors.

\n

Mission

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To empower the telecom industry in operating to the highest levels of technological breakthroughs by combining innovation with practicality.

\n

Impact

\n

Approved to use ThreeFold Tech within the baystations they deploy. Critical in low income countries where internet connectivity is expensive and inaccessible.

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Powered by ThreeFold

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Kleos' 5G Technology will help the ThreeFold platform to scale to serve the last mile in connectivity.

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\"liquid\"

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\n

About

\n

Liquid is the world’s most comprehensive and secure trading platform. Buy and sell Bitcoin, Ethereum, XRP and many other cryptocurrencies with fiat or crypto.

\n

Liquid and ThreeFold

\n

The ThreeFold Token (TFT) has been listed on the Liquid exchange as from May 2020.

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\n

\"mazraa\"

\n
\n

About

\n

Mazraa is an independent Farming Cooperative based in Dubai UAE. IT runs a hosting farm of +120 servers. They are amongst the first farmers on the ThreeFold Grid and farm tokens on a monthly basis.\n
\n
\nMazraa is home to a group of consultants who support the growth of the ThreeFold Foundation and ThreeFold Grid. They deliver promotional services for the ThreeFold Foundation in order to support mainstream exposure and adoption. Mazraa also assists ThreeFold in the commercialization fo the ThreeFold Token.

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nDdigrxgjAhkAwIxMTUMz0/Lxm9bmzFweCLc/9mA62/fg6sfnMZf757CP28cwND5XcDr2zD42ma4xeNbOzH47j6439wF98ubgbMLcW3fBDzU4UB%2bhBeJMEDagKQYrrqB3kQjXGKwtJ0ObmaaRmwkiU3y%2bcR/XKAEhwJa3QJBiBJB%2bqPN6o8uTrwvLxKdDqoZjd7UfBn2LszCa491UwZj/NhJgXt/ZJJFD63KxfdvjsVHT4zCC/eWYVVPIlJoeoQhMkb4w8KCRfGxcm5EZADqKYlHm4y4uLgM1/d0wH1qNn4/sRC/3LcAP98zB5/tmk5jNBkvru/Bp9sn4eqJORh8ZDHcjy/B4DOr4H56BdyPLcbgydn4bNNYrK1KRha3LYHF6yPkNEWhSE9QIV0fwa8FV4XQphMKAg7chv9rgnB7WVrhDmmMRPARJoiKUEElqEsKwmhLCJrNvphaKMfWrjjCIATnDjbDI5OkYQin7xeTpEl45WgZ7lvrwivHa3HppbE4usJG40MvQFNk1cjo1wOgCvCBMZqujY2ZmiKjoXHil411GDraDffDczFwei6Gzs0BHp4OPDQdf903FV/v7cOXeyfh27v7cf34LAydmYtBKsDguYUY4us/uaMHp%2bfU4NjEfKwdZUMqi02MCoGNkTotPoIDCIaJkDSTi5KjBT/dUis7lSmDic/JiWcwl6TF0RbHRcOiN6AqIx7d%2bXS4JeHYMo5ynRbE6ByCGquIx4F48QE24OG9lZg7zixJ3ryxSfjilS68eqoR%2bHMhfnizE5t64lFmkXMivpJZUlOjY0P8kMj1tyo9sbYkFpdWVuH6vnEYeqAHgw/1Aaen4Np9Pbi0aTSeml6E52eW49N1rfhp1wQM3DuZrD8dQ6dmYvD0PDZoBq4f7McXdIafrKjDZ8ur8GhfDp1mGMwxYUiNUyGDXt9KqBpVdKwq0QBurJBrXg5ygVPaAvoGO82bzcQgZUeKuQBZ9iwU0we0pAdhz9RoTKkIo7rRJtPL1KQE4ZPnuuDx3H1VOLmpQLKOr58ZQ4OwBvhjLh7ZmYcNk0w4NN%2bMPBoLXYgXCUgmFa8N9YWWGLUTqw%2b0OXBt1ziu8FROlObnYCv%2b3N6K9%2baW4d6ubBSZorFjSj2%2b3TUZZ8fn4rMlNbh2ZxMGjvVj8D9r8ePW0Tja6CCUlFjdmoPnFjdic6WB%2bT9GMloZ%2bigJAla1GEIA/YG/tAVWybwFSdkhnY2osMqZY%2bQoTbfAnpQHe3IlbIkp3Ahx4BqIDDYpXStgHiypRCGt88t0hB64uRznz7bg2ftq8MeFabjwdDOeO1yMdZNN%2bOaFeixqimD4GU7yo1Ul42vDKYV8I7oQH9SQad%2bYXgAc7cLAo7Ph/nAfrj2zHp8tLMLb/U68s6AUzy5swlsrxuCVaUV4eKwDb03Jxs9Ly%2bB%2b9xiG/ngHn%2b/pw/aKREzJTsT9M6pxujsXHVznisRwrrISmaYoboGSKhUGXZg3EshDpkg2IVJsQZCUXYQatGQrkUvFSk0qgN3aAqt1LNKtZch2ZLEJTLG6EOl8IZNBKodNSCOs792QB4/fP%2bvHx0%2b34MSWPOxbmoZ712Xjw8eb8MUj%2bbirNxLOKBZOC5xA9jcoA0hMwdDQqelDR2B2hgI/rK8D7u/FwJO0tZfuh/u3V3Dj07O4ct8sXN/ewubwZ/t68fPWsfhmdQ1%2bWJSPfx5eg8FrP3LbruPXl/fj0tom/LqzF3/tnoAf%2bLq1%2bXR8/LupcRHIMcdKG2ChUulERiAUjYSBWXCSZONpeIwhlGuaOJ0aDnMFHNYJSLFMhTOtA7muDKTrwuCMk/GS00CFSDCwR3lh90InPM4/0ojOEiX2LXPhvXPN2L%2bMTVhsxpyqCCYukgxVIonYEwFFI%2bcEuIIxASNhJ/7vaU7m%2brdg6P5uDDxBJn9vD5tAy/vbixj6hQHoqS00Rm24vrUJN%2b9qwbXNo%2bA%2bOQvuy69j8PpPGMI1BqWX8cfeblzb1o7Bfd24vrsNFxcVYoZDSayHwWXU8IohCQchjinRoBAwCJII0RIdKJFjPrVf3ENISbAi3VbF6DweKdbFsNvGwJGg5vTlbALdIRWi0haKuaNiMLdWhan1cfB49aEGfP3mePz4zjgcW5mOOZUKdDOEmDn15KhAyRYnKr2goTtLCPeCnmuYRww2MWE91efilJswdIQccHaWhOnBN6jx7x%2bA%2b%2bvH4P7pRcLiMAYeJtvfT/KjR7j5%2bt0Y/PNDDLp/xyBb4Hb/iJtPrsMNNun6Xa34a%2bMo3LyzGU92uWAm1ByGaGkLjCrKIjfQFCWTHpOkLfCTCqtxKFBGAsywFCHFmA6bpRap9oWwJRXBrI5gdiEHcPW78iMxvUaFOTVR6MgOQSEzg8fSSQ1494lOPH2XA9u7NRjH4k0RgvEDpHVxJoQR/540Pz4wMxqrmNkLib1%2byt9/%2btJxbUs9hg610f/TAJ1mBD5HeXuF/v4DWt1Pj9L%2bPoQBOr9BZoPrD1Aiv36F0/8vhv66APffX%2bPmtf/iJo3STUbjm/f0S8EIh7rx4cJqGGQ%2bSFKHIytJS/mlAtGAxYsN4NdJHFBSlD/y6UO6SlRUsnjkEu/mOCesCQ5CoBWpZhuaaeP7S1Vw0SzVpylRnSKg4M%2btoHGiy/To7WjFq4cKsLBOAQt/qYk6b2WBQmZSiZl0XkkKGiF%2bX80AFDTSA0Vk1pkuFR6bkIrrZPShA2M44QlsQi9jcJ%2bk7e7/rIP7pc10ftsZiHaRJJfixrm1tMdnyRGnWPRuRuUTGPjwPtx85S76h/mSLA4cmwqcnIa35ldD6TuC0w5GukErHaRqCMM4hT/dYQgMETRwpgRuQLh0s6SRUteUp2fR2ciwO1FUWIscWwLmji9EX1sT0ixOqgo5gKohfIMgxAzW5rFvlhEzK0NgYdoTsiKdENFhpTHnOxJNcBJ/aSQbI81SZMBwBHveDifxN8%2blxP1tZlwjtocOtEkNcB/vJRx6yAnchlNT4T47H%2b6nlsP9/Ea4Lz6Ca6%2bx2HML8M0dHfhlRzfAMPTnQ0tx7Rxf89Bs5oF5uHF6FsAtOjIuG77DbkNMKL1/XCziSb5aKpE2zA9xSuES6fRS4ugQFUyo9PvOYMyuj0VDcSZKC4tRXlyAzGQDijNTUVXegZ7e9SjMSoGDiuHUy6TiSy0R8DizOJbaGEDTEUSZC5KYVVjNtAQNbIZkpBpipCOyOPqAWPJAmO8wOLgNczKjsaEoCr9trpUg4BYNOMYGHO5mM7gJD9EX0BZLNvdN4v6vD3Hj%2b/O4tn0cBra20C/wdcdn4vrOTpomTv4/jM7n2DA2AWfnoC/TAP8RnohmKEqMUSBZLUM1sS4OZjS0ycIUpWtFImQeoUMtsipRnuNAljURGVYjivOyUF6QTwWJkm7YdHf2oqqiknUpkMZUa6eqtOVF0wozNiZFBd4qPFZsAKWFjbBxzcQhpcsQwRcHS9FXyyaoAkYgOtiXhChHhzEAX68sA%2b4Zw%2bkTAg/0c/q3YDB0ZhqGHp5BOCzC4Pm74f6SUfjyeVx/Yi1u7miGe88YDOwgdHaNwY2j0zD4zkFK6RLg8fn4%2bWAfTZY/QgK86Dz9Ea/khtIIJWsUMKp1hIEvyTCQcA2iCgQhmba4rLgYhXnZsMVHYWxbG/r6%2btA7cSI62saiqiAPDTVVcNIllriSaYJCkB7PjMEAJZ0J2v7FvGiACDvismvl0uXSh0m%2b2xwVjPhwSqDMm03wQngQiUTpjVem5mKI7m/wBCf60GQMPTiZj1PYgBkYOjubwYcK8Mw6KQni0wfg/vwJ3DyyAEMb23FzXTvcW7qAIzPh5mtukjvw3FI8vXAUZCNvh0rmR9z7w6BiCCLW9ZHhiA2TSWbIHC2X7LFQA6suGo31LVz7fIwZ3YLJk6ezAVPQP3kGZs1ZhAldPZw88wQHOaPBiBmjogkFWmiGJo9bhQdLk7dKxdNd6RQsPkR6nq6VSRthove3qBU0I/7cAC9CwRNR3rfjrloDU2ADBu/tZKiZKk0epzjRh%2bn1H5%2bHoacE%2bS3G5QOT8OeB6biybQb%2b3jKdkjcL17ZOx%2b8revDjsnG4%2begKDDzGBvxnMZaPSsEIDw/EyAOlM4HEKDksnL5GHoSoYHFQ4i%2bdGcaFkq/0GpSX1qOzezqmz16AmXPmY/b8NZi//C4sXrsbk6fNR649WeK3DA4zi15ASGd6PNUgQSY2IEg6Fhc3JJJjw9gAsi7XyC4YMy4MmYZIKoCwnsEocZgkCxxJGIgtSI4IQgeD0qV1Fbek8PRkKQ8MnpnOBkxn1J0PPDEPV3ePxRsTXHizPhUfVNvx1bhS/NQ/Ct/1VOO9Ovr/Bieu3s/k%2bOxi3CBscjWh8B7GDQj2gTrUX2q8hTjPtkXByiKcJiVykhXYumwUxo9p4vo3oKWlEw3NY1GYmYGSnDy0No9BS3Mzipx2WuVQBiqFVE8K60oTxogNyGCA8hCEZ9NGIUnPRBhv5JpEIIvElxqvlMxDXlI0bOIEmDnAoYuQGqCW%2b0DpNwK2SBkKaSkfpR%2b4eTdhcJIweJSG6BE24RFuwFPz4H5wElWig2vehX9odW%2bu6YV73ngMTqV5mtKFm/O6aKb6cJPShxeX4LlldQgYNgxynxEI9fek/Mlg4lCMZPr9a0pxZGs5zj82EX99u4mG6hC6WwuhU8YxqitYR4h0L0MM1cEtdtACC1VzEMrpbFwmA1eemVnAqJA4IJXf9xDdTYpPQ6LexcsOUzT9tzESLfkGTKvR0mVFSFqbphPbEUL2DZYORJR%2bI8kLchRGjMTmcg0uramjAnRwCyZxCwQEKIPcCPd9bMrB8WT9cbTBU8jySxiHyfaHaInvmY%2bBE/NuuUR6CDw6DROy9BhxmwdC6QEiAun72QAl/56WuNdHBEhWODcpBEsmpqIm10KC1JEEY5EUfQuyNqqFQydOuMhhmhCpeHGTx2m4VfyyNh1Kk8MogyE0fZHwMOqt0Mc5kBjngsWQiGyjyADhKEvho41BRB%2bJNHUIsk2x3AiVpA7Rgd40KSPZCG84w4ZjfX4EXppViMt3NN0yRGcIhVOTWOhEDB7txOD%2bsRjY3yYx/81tIhOMxj%2bbW3BjezsGDvZg4NB48kYvXmcTS5JiIfMeiRA/SmCQL51fIMmQ8VtgXhGEaHkAYhjJY2VUI3kYIaJjgdEcXBiv0Fv3OMT5piZEukQjKvPzUOpK5fsPQb4plMoWTgIMw2wO2CNRp4fTwsyfrEd2IkmCMdSVEMlGqKQQIt2/V4ciO0mNZJU4nfVHVOBI8oAnFD7DkOjvgbU54Tg/Kx9fbWjEn5Q2971swoN0hA9x/R%2bgLN7bxYvfO0ie2Evp2zuWFyGwrws3DvQAx3vwJf3/tHI7yqwahHkPQyg3LJINVof6IpLpU8PiNTRBsSRFEYpM9PcahYqeIIYrryRP0LJHK6RpW9Xi9n6olBTTWEtpdjoyyGUZ4nZ7UjwyLTYSohy5fO7Rlq3A6IxQ6QNJ4sBD4CaLuM8yRSDfbkSmUUcfcAtTFhJhjjFaakAEOUA8xngNxyy7TGrAr1vHMB124MbdYxl8iHPhDLkJg1SGQUqiW5DjmTn8mtxwZjZd3xy6vkWEwWSU0284ieMiTibE6zaE%2bw2Dgs4zJtQHEdyAaE5dTfYXpCjscLxKBq1KRYWIoL2lT4gllHnZyfZWDsxptfA9K6WG2LgFTkOYRIROwtuZGEmDFIIiI31Arl5ES%2bpptExKf%2bIfZJno/qibFbnZZH4zrCofJkKmQ5Uvs7QcmhBfRBCjsUF0hp7D0aD1wtN9aWwAbfF%2bYv0op32Yq3%2b0iwap51ZIepL54LlVDEpbmA/uxNCrW4E3t%2bAvNqErUw8Pyl4W33geJUrmyQb4D0eI7%2b2ICPJERICXdA6pZjqMFV6ETYgND0FCpII8FMICQ2mSlNIJsl0TLEXkBX2FePhgJ954ZiamjLFLnkaQoItNyIhXID%2bJMCcneIgPC9n1WsbGKKkBdq5OFqecLu7Z52ShuSwfiaHejMG%2b0r2BRMZhLd9ANN%2bUuIUVTqZOCRmGww16fLOhHoMH2qXzgUHaYpEQBx9iwiMpuh%2bdA/fjC6RGDFAifz4yETt7imCPCpOK9xkxAgpf/k56DDk3IJQbEOY/ElFhQUjURsOo07DwAPKBF7fBl1sgDkmDOThKNFUimeFMFREAABGySURBVK7VnhCDBG7HqhnZuPLFIrxwisnyz81Y0pksReJMQ/i/DWCAMiqRa1JwA4yh7GA4MUW/TakTLOoyRSHTpENDSQHGVBbBwOI1MhZKN2giE%2buVMsTQkKgCBE49ofYfhrkZEfh8ZSWuC3wf67mVCmmNhTcYOjeThohs/wxX/1Q/rt7dgldmZSOGbH%2bbx23wGzkM3iNuR5D3CBosFk8JDCERxoQxkVqTkZ2RhoJsF7JSbbAl6pBAqdbwZ%2bLeQQJ5SZBday5JOyUU%2bZzqj5/Tbl/Zhe8%2bXYjDm0rhiBEfjQuRnJ9TLwhQweLDUZmqgkeSyNa8zFECO2FIJetnm9WozklHR0MtGgqzEc/OR7HYZKUPkmlB4xQyRPh7ITKQcug/AhpOqjDCF89Nz8Tfu%2bgHjhACxzn5431MecwHnPiQ8AePzsDA0Q42oBVvLSrCKI0fgml5vUcMh68ntd93OLF/O4sfATmvED8vqpMOmal25AmDk5eLAm5ltpOkZk1iKgyWDmjNlL/mrHAcna/H1kkGXP1hPa7%2btAmXL8zHkglWpFIWc5NUhEA4L26APgJltgi050fBI1nYXKY7ka7MlJFsSyJq812cfj46W5pQQwY1ck2jg71pfMRxOH0ApUgZ4E0S9IaCchVLMjQEDsPGKgOtbivcB0iA9/XeSodswtDp6VIwEs1wH27F37tH4/0lxZhWHAuljycbMAJ%2bJFM5iw9n2gxl8TIqTAC3INjPG/GUOVdqCvIzs5DncsKebORzGzciGQnkAG3oSBapRCmdYpFZhicP1%2bP7d/vx6vF6zGhNkj4Wm2MSt/LFp1yUEge4DArUpBICdi3DhFoUT/LQRmJ0ZTH62ltRlZ/DeJmNIv4RcXNC4N1MM6IlG0eHBFOjfaRb5Ap/b0RyGxKDh2NsUhgurq3HP3e3S9LnPk4uOMEGnJpCKJAHTpIT7mnDlR0tuLC8DEfbk1CWIMfw22%2bHH4sO9r6N5ErsEwLBPsMR7Csa4AV/L1pvkl6aLRkZdissJgOSEuJht5iQSZLWiVMivrd8IwMSYSqOvCfXxmN0nhqZCaHEvlLyN1kkQfG1gEB6QrhEih4pWnHHhzY3PoaTz0XvmGYUpDtgiFbBrNWgKM1CbgiVUqBRyRj8rxlRce1juBXhfkISPZEkG4l8FW3xpEz8uauJBoeu8D7RBBZ9sk/yBe77u2iIxuAPNuCLlVV4sjMeGyuiICcH%2bLFIP8JAyd8lTJZoguACGTctiFsgC/BFcqKenGCG2RAPk14nPbrYEIc5nrLoJ30uIJWZwa4VH4akgxUftTOIiUdItj6LU8/6PyXQK6So72Em7i1k0DybATWcui1BR/IJQZxKSf8dhexkg3SrSeDNHCkOImSIlvmwIQxFgZ68RpIH2AxhjYNux4piDb7bWEsuoCQebpeaMHh8AoaOdWPoSAcb0Irf72rE50vL8XCzDsdGJ6Asyhe%2bI4ZJDZATEpFUGAX5QEGpDQ/0g5xXaHCA1ACHJQkWYwI3IA5mXlZTAlwOC4xqJd%2bXt5RahfsTxbkSlPQFtMO6UKTFiY/HhkhNENsguCCTX3sk00OL8/cCuwkOgx76KBWiQ6mxMUo2Q82sTTdoFGdyoYygfjAIHZaTC1RyqEPoCunThU4rKYemIOEJvPFMfwZ%2b3DQK1/a0cOXbpcIH2Qw3p39jTzN%2b3FiDj%2bfk4/HmeDzVa8HaYjUCh98GX69hvCiH/F3iA1Mq6UBEhlA2ICJMLk1fNMCebJIa8H9bIJ5nkhP0kSTocB/pCD2Hq59rCkOJNZxZRjSBEGIAcnL6WXS52UkRtPdUAZGi8m2JyEwyIjley0tDixkCs0YFJ1crJV6N9EQtjDHh9N%2biw3Rg1GAj/1g8H%2bOVQdwGP5LhCOgDbkepyhNbimLx0cJCXNlKPtjTin/2jsZVNuPqzmZc3daAH9eU4%2bLCfLw7LQ3vTMvA4WYDlCNuk4r34RXsO0KS2Ag2Il4VDrUyDPHcxnRygIPFpqdYpG0QDRCNEBshSDKVg4oXMCWhFyeFIscQSmJUSB%2bkvNUAukHKoPiovNgQp4CASadGaVY6cuz8pZoYZJBgRAMsmkgSoBnFJME8bkcms4K4JWaKkkuuK56GI1HFwBEfTQcWBhUlMYoElhfhidmWQByp0%2bB/y0vx6x31%2bO3OOjaD1%2bZaXFlXxasSP7EJX60owiczUnG4KArRPl7wHTmcMBiOQJ%2bR5BZPKW8oSbax4YyufF8OFmo13OKBFLOR8V37/7cghY1x2uhatQoY2ABLtAhDtO/krxTCQHykRjRAhKDq1EhCQDSAEHCRSevLC%2bEw6aVbS1lJ/CNxMXDo1aiiF6jMciDHZkJNQRaSGJ2TqRQ53AxXohqpLD6VYSnDpKUnDyVpDYNNNgyzLN5Y65TjhW4z/ruUKXF9zb%2bF/3utr8avayrw0/oqXJyficcIg2TGbO9hwyQ5DPL1lBJhLElWQxMmIxkatbFSAywS%2b9%2bCgSg%2bMU4jNSLFbKI3sFKxopgJAv%2b9eUpy14RJlzjgEXZYxOBMOsF8c4QkhR5VmalMg4lSAzLMBuTajCgh8%2beT/BpynWguyZWiZF1pIdXBgjIakfF1NRiVm8FfqJK2oyI7DeVslPhQUwwJcZzeB9vzwnC6WU%2bs5%2bDrFRX4cVU5Lq8sxe%2bc/h%2bbqvHnhhr8xuur5UV4aYYNhXFyjBx2awNEAwIEFwSM4MYFSwcwUZReqz6OTjBBKl6SQzZET48gGmAhGWZzixe0V9KsyaS7yWLqKcwJwiOkxgmuC5UexWeJs5h8BR94lDtTkM7CC1LMKE2zsgFmtJQUorO6FOPKc9HdWElpbJJcYWtVOWb3TsDS2dMxbdxobouOhadiXHM9OhprUVdcgFySkUXujWUZcjzYpMfrU134ZG4e4VDMTajElQ0VuLKxAn9vqsXvG6rxzcoirHFFoYDk6jlcKAE5gOvvz03w9yYRsnjxaRE1ra/NoOOgDHCmWOFKS5EaoaVcCx4wxOswqiAdlz98CBOrbChJDqUMKpAm7hvEhUlXKifviBfPldIdY/Fzj/KsDBqeTJSl2dBSzGlnpmPC6GYsmTEFCzubsaizBctmseDuTsyZ2IVZPeOwYu4M3LliEVpLcwmRNMzo6cKc/h5MGd%2bBFXNmcCsoSwEe2JSvxAuTMvA%2bG/Dx/Dz8sFYUX4U/WPgVwuJ3bsJH8zNQGh2EHlc8sT%2bClni4ZH4CaIz8yAW%2bXvQE9AFahRxmQlQQtdNuk7JBZpodcSTHZLEJsTHYtWIiMPQlLr%2bzGlunJ0onVnZdOO29aITyVgNEI1i82AKpAS3lJagvzENdrgvjOfUxtZVYOG0K9t6xGcumTsTdS%2bdhw8K5WL90Ie5avRjLZ/VjFRuwbe1KLJ7Ug7r8TEwa24ql06dgRvd4LJ4xCb2tddTwW4R4oNaAjxcU45OFBbi0rAQ/rC7Dz2sJBwGFLZV4stuKKO9hqM%2bMp44HMhiNvLUBbIb/vw0RJilGziCmjoGZMHA6bFI2EDAw6GKhp3IVp5nw04XHMeT%2bFrjyGE7vLkWTKwKN2THSRwBT41V0f5FIF1ZY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nDdigrxgjAhkAwIxMTUMz0/Lxm9bmzFweCLc/9mA62/fg6sfnMZf757CP28cwND5XcDr2zD42ma4xeNbOzH47j6439wF98ubgbMLcW3fBDzU4UB%2bhBeJMEDagKQYrrqB3kQjXGKwtJ0ObmaaRmwkiU3y%2bcR/XKAEhwJa3QJBiBJB%2bqPN6o8uTrwvLxKdDqoZjd7UfBn2LszCa491UwZj/NhJgXt/ZJJFD63KxfdvjsVHT4zCC/eWYVVPIlJoeoQhMkb4w8KCRfGxcm5EZADqKYlHm4y4uLgM1/d0wH1qNn4/sRC/3LcAP98zB5/tmk5jNBkvru/Bp9sn4eqJORh8ZDHcjy/B4DOr4H56BdyPLcbgydn4bNNYrK1KRha3LYHF6yPkNEWhSE9QIV0fwa8FV4XQphMKAg7chv9rgnB7WVrhDmmMRPARJoiKUEElqEsKwmhLCJrNvphaKMfWrjjCIATnDjbDI5OkYQin7xeTpEl45WgZ7lvrwivHa3HppbE4usJG40MvQFNk1cjo1wOgCvCBMZqujY2ZmiKjoXHil411GDraDffDczFwei6Gzs0BHp4OPDQdf903FV/v7cOXeyfh27v7cf34LAydmYtBKsDguYUY4us/uaMHp%2bfU4NjEfKwdZUMqi02MCoGNkTotPoIDCIaJkDSTi5KjBT/dUis7lSmDic/JiWcwl6TF0RbHRcOiN6AqIx7d%2bXS4JeHYMo5ynRbE6ByCGquIx4F48QE24OG9lZg7zixJ3ryxSfjilS68eqoR%2bHMhfnizE5t64lFmkXMivpJZUlOjY0P8kMj1tyo9sbYkFpdWVuH6vnEYeqAHgw/1Aaen4Np9Pbi0aTSeml6E52eW49N1rfhp1wQM3DuZrD8dQ6dmYvD0PDZoBq4f7McXdIafrKjDZ8ur8GhfDp1mGMwxYUiNUyGDXt9KqBpVdKwq0QBurJBrXg5ygVPaAvoGO82bzcQgZUeKuQBZ9iwU0we0pAdhz9RoTKkIo7rRJtPL1KQE4ZPnuuDx3H1VOLmpQLKOr58ZQ4OwBvhjLh7ZmYcNk0w4NN%2bMPBoLXYgXCUgmFa8N9YWWGLUTqw%2b0OXBt1ziu8FROlObnYCv%2b3N6K9%2baW4d6ubBSZorFjSj2%2b3TUZZ8fn4rMlNbh2ZxMGjvVj8D9r8ePW0Tja6CCUlFjdmoPnFjdic6WB%2bT9GMloZ%2bigJAla1GEIA/YG/tAVWybwFSdkhnY2osMqZY%2bQoTbfAnpQHe3IlbIkp3Ahx4BqIDDYpXStgHiypRCGt88t0hB64uRznz7bg2ftq8MeFabjwdDOeO1yMdZNN%2bOaFeixqimD4GU7yo1Ul42vDKYV8I7oQH9SQad%2bYXgAc7cLAo7Ph/nAfrj2zHp8tLMLb/U68s6AUzy5swlsrxuCVaUV4eKwDb03Jxs9Ly%2bB%2b9xiG/ngHn%2b/pw/aKREzJTsT9M6pxujsXHVznisRwrrISmaYoboGSKhUGXZg3EshDpkg2IVJsQZCUXYQatGQrkUvFSk0qgN3aAqt1LNKtZch2ZLEJTLG6EOl8IZNBKodNSCOs792QB4/fP%2bvHx0%2b34MSWPOxbmoZ712Xjw8eb8MUj%2bbirNxLOKBZOC5xA9jcoA0hMwdDQqelDR2B2hgI/rK8D7u/FwJO0tZfuh/u3V3Dj07O4ct8sXN/ewubwZ/t68fPWsfhmdQ1%2bWJSPfx5eg8FrP3LbruPXl/fj0tom/LqzF3/tnoAf%2bLq1%2bXR8/LupcRHIMcdKG2ChUulERiAUjYSBWXCSZONpeIwhlGuaOJ0aDnMFHNYJSLFMhTOtA7muDKTrwuCMk/GS00CFSDCwR3lh90InPM4/0ojOEiX2LXPhvXPN2L%2bMTVhsxpyqCCYukgxVIonYEwFFI%2bcEuIIxASNhJ/7vaU7m%2brdg6P5uDDxBJn9vD5tAy/vbixj6hQHoqS00Rm24vrUJN%2b9qwbXNo%2bA%2bOQvuy69j8PpPGMI1BqWX8cfeblzb1o7Bfd24vrsNFxcVYoZDSayHwWXU8IohCQchjinRoBAwCJII0RIdKJFjPrVf3ENISbAi3VbF6DweKdbFsNvGwJGg5vTlbALdIRWi0haKuaNiMLdWhan1cfB49aEGfP3mePz4zjgcW5mOOZUKdDOEmDn15KhAyRYnKr2goTtLCPeCnmuYRww2MWE91efilJswdIQccHaWhOnBN6jx7x%2bA%2b%2bvH4P7pRcLiMAYeJtvfT/KjR7j5%2bt0Y/PNDDLp/xyBb4Hb/iJtPrsMNNun6Xa34a%2bMo3LyzGU92uWAm1ByGaGkLjCrKIjfQFCWTHpOkLfCTCqtxKFBGAsywFCHFmA6bpRap9oWwJRXBrI5gdiEHcPW78iMxvUaFOTVR6MgOQSEzg8fSSQ1494lOPH2XA9u7NRjH4k0RgvEDpHVxJoQR/540Pz4wMxqrmNkLib1%2byt9/%2btJxbUs9hg610f/TAJ1mBD5HeXuF/v4DWt1Pj9L%2bPoQBOr9BZoPrD1Aiv36F0/8vhv66APffX%2bPmtf/iJo3STUbjm/f0S8EIh7rx4cJqGGQ%2bSFKHIytJS/mlAtGAxYsN4NdJHFBSlD/y6UO6SlRUsnjkEu/mOCesCQ5CoBWpZhuaaeP7S1Vw0SzVpylRnSKg4M%2btoHGiy/To7WjFq4cKsLBOAQt/qYk6b2WBQmZSiZl0XkkKGiF%2bX80AFDTSA0Vk1pkuFR6bkIrrZPShA2M44QlsQi9jcJ%2bk7e7/rIP7pc10ftsZiHaRJJfixrm1tMdnyRGnWPRuRuUTGPjwPtx85S76h/mSLA4cmwqcnIa35ldD6TuC0w5GukErHaRqCMM4hT/dYQgMETRwpgRuQLh0s6SRUteUp2fR2ciwO1FUWIscWwLmji9EX1sT0ixOqgo5gKohfIMgxAzW5rFvlhEzK0NgYdoTsiKdENFhpTHnOxJNcBJ/aSQbI81SZMBwBHveDifxN8%2blxP1tZlwjtocOtEkNcB/vJRx6yAnchlNT4T47H%2b6nlsP9/Ea4Lz6Ca6%2bx2HML8M0dHfhlRzfAMPTnQ0tx7Rxf89Bs5oF5uHF6FsAtOjIuG77DbkNMKL1/XCziSb5aKpE2zA9xSuES6fRS4ugQFUyo9PvOYMyuj0VDcSZKC4tRXlyAzGQDijNTUVXegZ7e9SjMSoGDiuHUy6TiSy0R8DizOJbaGEDTEUSZC5KYVVjNtAQNbIZkpBpipCOyOPqAWPJAmO8wOLgNczKjsaEoCr9trpUg4BYNOMYGHO5mM7gJD9EX0BZLNvdN4v6vD3Hj%2b/O4tn0cBra20C/wdcdn4vrOTpomTv4/jM7n2DA2AWfnoC/TAP8RnohmKEqMUSBZLUM1sS4OZjS0ycIUpWtFImQeoUMtsipRnuNAljURGVYjivOyUF6QTwWJkm7YdHf2oqqiknUpkMZUa6eqtOVF0wozNiZFBd4qPFZsAKWFjbBxzcQhpcsQwRcHS9FXyyaoAkYgOtiXhChHhzEAX68sA%2b4Zw%2bkTAg/0c/q3YDB0ZhqGHp5BOCzC4Pm74f6SUfjyeVx/Yi1u7miGe88YDOwgdHaNwY2j0zD4zkFK6RLg8fn4%2bWAfTZY/QgK86Dz9Ea/khtIIJWsUMKp1hIEvyTCQcA2iCgQhmba4rLgYhXnZsMVHYWxbG/r6%2btA7cSI62saiqiAPDTVVcNIllriSaYJCkB7PjMEAJZ0J2v7FvGiACDvismvl0uXSh0m%2b2xwVjPhwSqDMm03wQngQiUTpjVem5mKI7m/wBCf60GQMPTiZj1PYgBkYOjubwYcK8Mw6KQni0wfg/vwJ3DyyAEMb23FzXTvcW7qAIzPh5mtukjvw3FI8vXAUZCNvh0rmR9z7w6BiCCLW9ZHhiA2TSWbIHC2X7LFQA6suGo31LVz7fIwZ3YLJk6ezAVPQP3kGZs1ZhAldPZw88wQHOaPBiBmjogkFWmiGJo9bhQdLk7dKxdNd6RQsPkR6nq6VSRthove3qBU0I/7cAC9CwRNR3rfjrloDU2ADBu/tZKiZKk0epzjRh%2bn1H5%2bHoacE%2bS3G5QOT8OeB6biybQb%2b3jKdkjcL17ZOx%2b8revDjsnG4%2begKDDzGBvxnMZaPSsEIDw/EyAOlM4HEKDksnL5GHoSoYHFQ4i%2bdGcaFkq/0GpSX1qOzezqmz16AmXPmY/b8NZi//C4sXrsbk6fNR649WeK3DA4zi15ASGd6PNUgQSY2IEg6Fhc3JJJjw9gAsi7XyC4YMy4MmYZIKoCwnsEocZgkCxxJGIgtSI4IQgeD0qV1Fbek8PRkKQ8MnpnOBkxn1J0PPDEPV3ePxRsTXHizPhUfVNvx1bhS/NQ/Ct/1VOO9Ovr/Bieu3s/k%2bOxi3CBscjWh8B7GDQj2gTrUX2q8hTjPtkXByiKcJiVykhXYumwUxo9p4vo3oKWlEw3NY1GYmYGSnDy0No9BS3Mzipx2WuVQBiqFVE8K60oTxogNyGCA8hCEZ9NGIUnPRBhv5JpEIIvElxqvlMxDXlI0bOIEmDnAoYuQGqCW%2b0DpNwK2SBkKaSkfpR%2b4eTdhcJIweJSG6BE24RFuwFPz4H5wElWig2vehX9odW%2bu6YV73ngMTqV5mtKFm/O6aKb6cJPShxeX4LlldQgYNgxynxEI9fek/Mlg4lCMZPr9a0pxZGs5zj82EX99u4mG6hC6WwuhU8YxqitYR4h0L0MM1cEtdtACC1VzEMrpbFwmA1eemVnAqJA4IJXf9xDdTYpPQ6LexcsOUzT9tzESLfkGTKvR0mVFSFqbphPbEUL2DZYORJR%2bI8kLchRGjMTmcg0uramjAnRwCyZxCwQEKIPcCPd9bMrB8WT9cbTBU8jySxiHyfaHaInvmY%2bBE/NuuUR6CDw6DROy9Bhx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0i6wh%2b%2b%2b5exoCj%2bIjgHyHRj58Zw5NnxxW5z11dRXLX4dlLE9iybTFi9l6HY/ujcOx8DLHPf4rkbSfZgpep8jmUMS2%2bdimSGRO8GRAl3eu8QnJgZ4uaWDPMyN/FroylLcH7spZ31CxDUPcmBO28DvPK09g6O45HaKYfPL8ZP39%2bFE/S7K/wQJd58HMHB6iR5fgFNfLUhQkeai19fZLxYJOygJdotu89t4muMYOPX9yKD1/Ygi9e3YHHz43jwGw3tkzVY%2buaehzb2aUIFMuSOPDde3vx5Ws7GVAPqmAoRL5/Z7PaT5Tx7JVJvMBvvsaYcPlwPxp2HYRl/SMIZF3i2HMdMS9%2bCv/%2bGRZFpaohiyjsRBxTeEBmg3IDXXBWE2LnDSKdFZRfcj282I0Zs1tgr2XTUsoaYGAXfJedRFLXKhze0ad89I%2bfHsZ7z2/FrfPLlMYfPzOKi0cWK9N9i1oWEYAvX1/jJGANtbVCzb9N%2bZiW8ymjuwS297nP4V292L2hGYe3d%2bDNWxvwzVu78Ttmkt%2b9/wCzyH78SPndBw/gK8aOP3xyCN/SVb59ey8%2beXk7rYzZ5doUXrmxHq9cW4G1e9cicM052DdcQgAtIfj4bUQ8%2bTosNH8hQXqX3O51iGHB5MvWWhdV1o/EulGWt7XwYaHjnVTP%2bnwjSeiArWMT2dsNn8aNqO7swfHdfXjm8iR98yCunFxKDSxX92K%2byi8ZoES7kgVEa3%2bh2f6RBxbCfqb89fMj%2bDcGzX/79Qn8%2b9cn8I/vHsSfaUlnDg1h3%2bZ2Zo4d%2bCNN/6dPjigXUO9%2bckATvn%2bD8eXZR1by%2bWEGQloVfV8CogRGiTGvXJ/CiWPjSN5wAtbxkwjYdBn%2bQsLZFxB25inVefoxM%2bT2bmRD18Ks0A6d9OqO1Eb4UiwMFkF9m%2bDXxBKVNbyjfxeCenfAp349BiYGsZ%2bHlOD1wYuzePCBfpze18toPoHzBCCgX7%2b5TpmnHOi1p9bjA1rB57/cgc9f1eQLXn/DyP7tW3vw%2bw%2boWQa5vzC/n2X6e/X2JvxZ%2bfs%2bavkY/kCT/z21/tNH%2b/HXL4/il9TwhUODeOLsGH76%2bDDT4wbcODfBIDilviVu8Cta1uNnlyFzciesE6cQuO48ArdegY0khF97DSFrD7J3qGaR1M%2bWvomNUwt0jrQG2JgqjAns45n%2bQtccIfjl8B3ci8CeHWxft8Br3nKsXj%2bM3esXqSD24vX1OMHgtWNdEx5mHXCHgUgC3pxvSp5%2bhhbx1IXlyu8/eWmbIug9ZofXb61XJH700nZ8wPVf06wfPTOBl27OkJjd9HmNgJ9IgLjAj6wh/kzLuc2Ad/noYjxxbozZ4BBBb8It7n/nUQZBfvvtZzbhH9%2bfwR3GhPkbd8C67BQck6c1mX0MgfufQPRjr7L9HoJVukkGREtsFXTSU/tR%2b8bIeQhgTR2%2b9Txsg3tg7dvDAMhmpHkTDDUrMT0zgj0bNALuXFuLk4z8O6abmAIH8CqjuQS3T%2bmTN3mo2%2bLvzPtPX1qhYoEUSFIYyfM3VXzYis9oEZIJhIAnzq/Eyzc3sFpcz%2bJnL81dI%2bAPH9MKPnwAf6UrvfH0RmUB106PcO6gIuAp1iHPMwaJG7z//Bb8358ewvs8R%2bOmHfBbcRaxmy4icvos/NY/DP%2bd1xB8%2blkE773I%2bqAGDvWnuGrNBaxJC2AW7Z%2b5Dfv4QTi6tyNxhBZA7ft3bIVPzSQm1yxRFiCAXru1Ufn9no3NKiU9wWwgKU0C2CuM/jL3DH31eWrnAx7sVwQsliAaF2LEGj6iuf6Ke33HgHb51DJ8wBQnNYJoXEronz46oAj4wZkK//rVKUXeqzemVQZ67soUnr4o31jNTLBK7ff//ngB75KAwpVbYRw6guQtFxC57hysUw/Bf9sjsO16HKHnbhPTalhY2svfE3T2rFaWv1UIWH0AwUefhLlnFpFL9qBwy0Owt2yEpZEla9VqdCzpZZTupi9Os/Tdw6i/hNpYqlLfKeb/d2jWv3xyrSqC5JBSAmu5/AAjOYMYwfyJoP5Izf7M4PYzn/3t82Msck7iIlPrQ0eHcYRZ4JnLK1V2%2bN0HWuSXd6Xm%2bJF%2bLy4hpPyJAfFpFkG3L00yKJJkEvyfLJP/h0H1F49PI3n5XlhGT8B/6X5Ezz6K0I2XmMkOw3cbXeHgYwjde4Ht/DxlBTqjNA4lvTSNS7CvPALbwB5ELX0AwV1bYWvdCEfzDDwqV6OotQ/Hdvcrv/4DDyP1%2bq2LEypnn2FAlALlhWuiiS3U8Ax9coYBcFblerEA0fZndIEvJSDSHb5ncfN/fjjHEpfVn8oCbaoWuMP9vmKglDjx1es7VDMlgMU1fiCZEiN%2b/vSQijfiAuJm3zFl/uO3p/Gfvz6Go8enELvuDKz9e%2bA3dhQRGx9mb3AMASMPwMYq0W/XFURceh42Nnu%2b7HF0BjLh374ajq0PwTYm5s%2bWsmsLbIs2wFK/hgvXwc44EFg5gCN7lqjKTyL4N8zDT7EOEBJuXhhXBEjB88oTa1TeF/9%2bgS4gpv/azXWKnPee26i6wg%2blkKIV/PfvzjGIrcZNBribLJ7eIyhxsZN7enFwW5tyLSmE/kTAc8FQ3OE3/Pb37%2b9TPYXUAe/e2cKy/CS%2bf2snlu1YRyveA1vfLlh6dsI%2bfIi1zE44Rg8icBMbpu2sD07dhmPpVvXXLZ0hhsFvfCcClu1j07NeiSKgeQPMdfSV%2bavgyxjgWTiMsckhlsEsfpjmJH9LCpLK8PS%2bPpx%2boI%2b1wYgqjFQWoCkLAW/f3shxtcrbUt29Tfn6jZ2qBviJvv7g/n58To2LaUt3t2PtQhzc2o6D29txgRlGtdYf3jP9v315nK5xQNUE3zCdSpv8MTOKWMBTbI9z%2blfDR/5qtHAG1q5ZBC5j%2bz5xGH4rH2R8O47giQcQfugJ%2bO87D3N6A3Tmwg6EbzhKc6e2F61h2puhRbCnZh1gqloOay0J4OhTsgyO3EY8fmGKjc%2bIiuzin%2bISEgPOEMhJ9gPSoEgglOpMgpaAkiLpFWpKssVnrAD/nc3Nf/zmNG6whrhJV/qevi5/PxDLOLClDXtmWnCUJbHsIVXhV6/vVKb/E0kQC5Bq8GnGnrcYdP%2bVRdX/0JK%2bfHkrVmwch7FuLYxUmLFkBL71U7D3bYdf7yzMdGUz3dqvawbR%2b64x4N%2bAX8NSVoKLOTG6FdbqYTg6Z%2bBo36D%2bCmuuXAZj2VKYK1glVo7DzA11qV1Y0N6CZ66uVllAgtL3lKd4mAtHhlQ5/PiZZSobvE5Tl7QmMUL6A2lfJVL/neD/7ZuTeOPWOhza0Y3ffHAY37/3gGqpBeQd5/pPmRW%2be3efIlpIEPn27d3qe9Ik/frNXapQ%2bq/vzuAnjg8eGUMMy3nPgmGYsrrhk9IKc/U4rB2bYenYAksbC7xBkrGcwXD6ITjWMOiv3MlCaMEw/KoXM%2bJPwa91Gv4ttIQFK2AuW8LUOEgZgh/JMBUvhrVqAi4pzVi1mo0PNXdsZ7eK9pKnBZwURKLtO1cnVV3w7GXNGsQSBNy/f3tS/VHk9ZtrceXUCOb1LkXn4l78jaTIHz9kj49YZ0gdIbWCECO9gIikxe8YOOVvA1Jmf/vOHn6XFeOH%2b3CdabeoZQjeZctgLh2GoWgIPqmtMGS0wbxwmjXNdti6Z2Dr2QSL1DhLDzBOTMMxtRs6v%2bp%2bWBup4boJ%2bDWuoOmPwsQ2WM9ewJTXDVN%2bL0yFXENCfCtGSMww3BLqsWJqEM9RUw/S/6X4Uf7I3l18VcBKC/s9xz8ygP3tSxY2THsf/mIbnr%2byHI%2bxlW1Yym9Vr4I%2box0tfe34nsXNv359nCRsZUAdUfWD7COpUAKhaF1VidIrUMQNfvvWDjxxYRKlHUu0vzPWroCRZzXk9cI7uxPe8XUwZLbShanMkj4Y61cyMG6HeWgnzGN0h02HaQGt47AsnIBP6QAsLIYiW6n9/E6C7oG5qBfmgh7Os3Oq4CZF/TBRzAV90IVWYF5DA66eW0kXkCzADPHgqIrKkqLeZfT/mGlPIvuLDJq3L42zdh/Fwb1jyG8dhYFBNXD%2bMoRQPNPakFJSi8sPTuIvXx6mpveo7PEngpQ2eM73hUjJBt%2b8sYOF1zR27xxDbE0/3DK61Ll8SoZgyO2idMKY3wM9Gx8f5nr5RxUf4jHVjMLSuRHmtlWwdE3CJgT41vTBO78N3mwOfDIXwr%2bS2i7h4qJu9advO2sEc34XjNzUxNGbluGdshAGWoEulN1VajXaeltw%2bvAonmMGkI7s7afX4tUnptQfOa8yPZ47tASzW4awoGcAZmrGkN0LfxLqX07X48EDyxbDO70DrhGVKKyqxZF9S/ExO8Mfad7/8sUh/PnT/Qr0K6z5L50Yw7qZJSjtHIQ%2bt5vgeS4BnMczck9DOc0/p53faOU5G%2bgGPGtyHXzy2mEspRWU0qqL22CopUWv2UsLqOyGVzbBszMyMiMYC%2bTlZkWIrawb5hxuRBZ9MhbBmEOfohjYP3ixgDKnspHKboNL9Hzo46uRNq8Ri3o7MbZ8ACtWDWJofBDzO7sRV95CU2yBe2o7rLQoBy3LT0b5x9L8bgSzQQmsGII%2bgaVpeC10gezb48tRUNOAzsEedA50obGrA5nVVFD%2bInhlNHOvFmp3EbyTG6Dn6JVcD29%2bw1jUQwwkI2sRiaFiWe56x1eRlGaYqFxL3WJawEr49LLOGd8GnaWmF155zTQbLsxkU0Qy9Cm13LiWgWQBjMyV3mTQS/4RNGUBwc%2bHe2Q5PKMqYEicD3teC%2bzc3DermQAa4BZXB7fkJnik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\n

\"money_of_good\"

\n
\n

About

\n

Money of Good is a socioeconomic platform that uses disruptive proof-of-meditation technology (neurofeedback+blockchain) to offer people the chance to earn money as a reward for practicing meditation, improving their health, raising consciousness while fostering a new fair and sustainable economic model.\n
\n
\nWe love this approach because the reward mechanism based on proof-of-meditation makes it possible to run the most effective and reliable basic income program globally, empowering individuals economically at the same time that encourages large parts of the population to embrace the daily practice of meditation.\n
\n
\nPlus, because the currency issue mechanism is backed on the value generated by the collaboration between the MoG platform, customers/meditators, and the B companies (businesses which are driven by creating positive impact) taking part in the conscious economic ecosystem, the platform feeds the new regenerative economy.

\n
\n\n
\n

Mission

\n

Driving the transition to a new fair and sustainable economy while raising consciousness and well-being through meditation.

\n

Impact

\n

The main direct impacts are the raise of global consciousness and the birth of a new regenerative and conscious economic model. The sub impacts are the improvement of global health, the empowerment of individuals economically by minimizing inequality, and the leverage of sustainable local businesses.

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\n\n
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Powered by ThreeFold

\n

ThreeFold will provide the perfect framework to run the blockchain (DLT/database) of Money of Good financial system. It will also make it possible to scale the solution for large populations by empowering people in places that used to have poor or no internet access to start their own Meditation Banks (places where people have free access to the proof-of-meditation reward system).

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Join saving our planet!

\n

Join the Future of Good, the movement for a conscious, fair, and sustainable world for everyone.

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CZN9OozhIA%2bn%2bh7ZM1ZFrLh81gtu3VHCrLpkphXr%2btVozaV1gDPOWi76KFscdpbVNWkVh3kAGzrDbtlq7qAkmlZjkuhUMG5Fj1lanYwn9itmiwzLVDEKxquPiSTjlo8ro7vsr4UGcwH3MxeTagG9AFKqNMUywOnv%2b2hd/7tzS%2b8vMkXv3HBL7w0yR%2b/e8ZC0j/Z36awAnGgMqEh8EVH7NnAhy%2bP8Cxe0rYca6A2TstBhiD5XJWNUjSL5z8VhaNRVZxQz7Kw3kMH/AZO5j2WH5OvqYpBkg57BMgqS%2bEGWPPMQtwkm2mWINFkrhAQAAmfkOHXssil5VVKyMUS1aR%2bL2SrUSywghL9PGX6RqyEKIxkDJrZHNMjYs2tn/LRvU4W2VmIbuflSYDoGJAjWnNbTr49Jsm3vy3FL72yxT%2bA%2buBV8iCl%2bgKz9ENnv85S9tnOBlSp2/BR/9SgCEqNH/Jw/EHCtj3/hJGDxQwcdlVAe4mMmLtTzJoLLH2p/LlcQoLqCIjr8t6fPx1G6V9YTMU9HgUn7GCJTBT1NTbBloPUynmdpPBymfZO/o7JtovGOh/hi7yHOVZ%2bWyicTtjiB/6vEmai3UHnrEx%2bmUG7IeYaRhXWp%2b0MfbbjDnnwsIoV%2be1GY8sslHnvRNl0sFp2/jC92y8/X9T%2bPovk/jKLyIWEITP/F0SL/6SaY3o5ntdNLY56F0ooLUYMCMUsOVYCctXCjh6tYS5kyXUZ32MnnOw/0WHAPhMY3n2D5SxPAoEwCfyJWYdf5jMY0zINxiDWF94rNFt0tafo2wJGyFVIXaRRfMhYMUVG0UZmTaLhxhgp2llVRA5aq1RJ2BZ9gL5eRO1y0ydt5kon6PFh%2bgWZIwEQ2mVpT3WG3nojEsJaVnNlokbH/Dxxo9tfPv/ZPHN/5nCGwTgi2TAZ/8%2biZf/mUGNDLC6WE5OU7HtPnoW8ujdWUD/YgEjB1garwVY/WARq/eXMbwnQH2mgO5tedSmAwoZMMkgOERr94fK%2bmx6CoO0Oi3h0gW8NhVmoDKYwmy6pCfVmnSLFVstk2k6K0Gf0dwIF0dymqwwMcqXbAWcKf0AmeB0S39gqJQq39H4fQFGYoIeAZBlhagxI%2bnddIHSYMCuitGUFVNp2MGJ%2bz288LaD3/3XLL7yL0l8jtngi//EFEfqWT2MA7ROjYGze85DcztBWAjQRzYM7gsweQMD4%2b0Bbny0ioXzJTR3BmjMl9C1lYBMF5nS8sgz9TQOVljQ%2bBg8XkJ%2bJUB12kN9TxnuHJkyy86P1y1tCVR311xit7qL1edUwGyRZ8pmTNlegE/X7dpZZC73OZ8CbH6/zLFxsASL3WZxgm0%2bR7MaAqQaJrbKeiSyUKIACJiixAoSqV1aJcP04rNTWn4fiyMGjtf%2bOYcv/%2b8ELtLnLEbsMtNmhTSvTbEvmPLoEh565wP07sijfy%2bD3eE8ps4HOP6RMg7dU0F7fwm9u4oEq6AmWmAs6N5bRkC36GIr7jM7lMmU6mKJlGa6pBGCEWmBAzLOQn0HK092q8Ux/na8gHw/XYnscgiEP%2bwzmLFNnizBkf%2bxrQ/GWfU1pFIU0Aq0PgGgwg4rQYujyVGtGdQctVCS8BukXy8v1kfrtALegNGxaatlZJcWnzvj4ZHfc3DpRQZLMqXE8lZ8ujqbR33JQ3WPw6LGRc8%2blsmLZAT9fviwj7Eb8zjwoSKBqGH0SIB%2buoUAVefESnSFQj/jQS9dgjHBp1s4/OwxGPrsM2SUOcl8HIkNXfRjUtbsdqPKzlb5Xa0AVcKcL0VRLBqN6LboPqS6Ea0eCQOcqoBA/%2b9YLku4DDIOU5HLiBgD4Ues8Bj0tJLFAsVGY6so76A2Q2sQ5dIUWbCbsuChtpfucIwArHjo3u2gjzK0zGbjsIelB32cf6aClXuL2P4%2bn1mE4BHAgNbzWYDJfQIqHzAGBHJPGsBtxXPhSEVKkw66ZmzVTzicr02j2ZybVHOWfK7KqpKrCiMVOMXaFTc8FwEkxyEAoSuIaAoAXsxphiB0AuHROgJEQNfw%2byVAcQKDYn2fPis%2bRhAo5UmO2z10MbJ37bBVX9FNNvQue2gv%2bxhhXFi6GuD9X87j7IseBvbST7cHKjvkWRfkyapgMBRflG9H0ueqQOgRhNpW1h%2b8lkfKeo1wno4wlcDZskBTC5UTIITqInLOYu9hM%2b0JaFbN2QBHmrK6p2JBwu62FaKiuN0UdGMwwkjskZJuNDG5qa9A8AgA2bDDQ/9RRvpdLv3YRtcetst7fdR3Ml1y7CUQgwdYdrLtnL/Hw%2bVXyli4tRyyRoIa44GA4NPvfbanHgsTdyC8l91isyL3JxucVmwUX81PlHZ6OG8RmW8ttPz6KGDUQ8NKJSpu5PSYqip0IhBMFQ8EgEHWxFTeYYpzIuVtER4LKEoiNvhsgx1SMs/JltiOlmn5gRMMcocLqJP%2brTUGxeOMDUyTdUbzxk4CtMx2m9Xj8KqP6fcHOPdcFdsul1BlxK8KCKMEYZggsCETl3AZyNZZ0OuFTGy5ytqOVG9U3uqOFG9EBhMrMy6E1g8BcMgWMW4PjTN5kuARDK8rrDUEAJUVeJxw5rrhznfDn6oSdf6DQCiEm%2b466sofe8PY4MokaJn8GBmwm0GQkb/7IAPcyTwGLjIOHOQ5tqnVGU%2blty5mh9YqmcBJtI/4mLzo4wxBmDlfRGWugDLTl8SDYMRTQHiKAb4CQJQXEOweKs04pACIXEDFATmWUeZcs9eX1kTcrlCX9oqLpbvCatdryHc2gBJXSDhMK84IU85sFf6uBvyZCouSvELPZPSNgYjZoI4lOLGBqtLCdSrcxyKodZoNz35PxYDKHP83RSawSOo566L/Zgft4xwJWN/eAGOXfJx9toqJG0ooTUuK8xUTZAxYOosriAjjPAZluzdsX0NG%2bBvzEOZyfgZLYMkSorgV5Xy3LllFAivbccYwv08e11EfWSqTZwuVMHgmHIm8UuPP9cEeZfrYykJirgiDhUbvXAvdY93Q2cGZQrsoRthE0mprKM5ajPwuhi/RyqeZ4pgphPpiffHvGvuGaWaBgbMsn3cxJswzXe7w0VwUJuRx%2buMV9hQlFFklloZCFlj9Gut0pjlWhWavKGeqexp1IxpNJTo/56qaOhe0yur5oFR60ilqBUMpaaoFEZ1U11XD1TPWp16XaY72rjMlIRH%2b4LkVXLjnFKb3j6K9vYXJlSlkmasPXbkRM4fmFACze2axsDKPYh%2bj%2bGgXRheGMLs6jp0XRjDASN9H3%2b%2bVNMgGqL3K8lfYQWXHb/UwficrQqbKXkbyvoMEgsetEy5m2MwcfaKCsbMlsobMGcljemUCzS0NjM6PoLGlibGdE6iPNLBlcRq1oS6M7ZhA92gTw9tGMbN7K1pb2mhMtNCeHUZtsBtenUF5oAuVVg3NwSZGto2j1FPG9t1zmN87j9ZYP46vHWcrbqq0mQjYCJ259Qbc%2b%2bwJ3PHJQ7jrw3fj9g9dUbRbPLOC47edwq7Ty1i9eAzHTh7B6umDOHb%2bCPYcWcKDj1/FLR8%2bz4KIhc/5MkbOFDFIWg9QJi/XMXlzXS08jtzC82cZME8xIJIpW28rY/rOMgbpOjsfZg/xXB3BdoK8fws%2b/tyTOH3zKexZXcLS0SWcvuU0ztx8BgdPHsTaLWs4tnaM/z%2bDs5fX1Pl9x/fh8I2HsXrqCKrtOgNdHrfd/QHccfdtOML5HrxhFcfOnMDBYwdx6Phh3MDjG8%2bdJOPYUDHgJtQqzNYmDtzXhZW7ypjaM46pvVPQWYZWJ7rRnO7DzpN7Ud3RIn3bWDg0j/ZUS7Wws3tmsGVlHPVtbJFXirQ46/Ep%2bpwsWrLErZEB5RlSnlmgixVji0yZvFxEDxnQz3Pdiy6aR2zs/GiAHbcX0bWtgp3Hd6B/tg/bVmYxNDuA%2bX3b1f3KI2X0TfH8Ms9vG0D3SBOVgZpiY2O0B9OLs4riQv3%2b8Tb6aOnaYANLJ%2bcxvLuNYm8VXSPdmNy5heyZVE%2baauMEwGGB47IjrM0Z7PCkDzBV/rTZF4gPmhx1BhOT6dKaKsFgFWcSNKebnVvTpN8y%2bG2tsNkhjdmA5Ad5vTb/309psYpkaiuzd6iwmJF6oUalS%2bPSUDmo0l0aN9BlbvNx6KUSxi9IQLbDzpDBy6FYzPUWA53FgGcwDln9lmpvDZmTnOc5cVG9YoZBsO5DkzdI5D2hEn1/2ETPcglaTdYBDPWCVK4sXSdrgYoA0GREVVHSUYVPXooO3swSEJj2HJF%2b1uTMDM4Q08lkEd62KtxxHnNyKthR%2beoWdnvjjNxDAqgTSjusHqWBqm5z1SpxkVJmoSTK97NumLyP7nN/HmNXfay%2bWEHzUNj1%2bUN%2blA1YiMm9pV%2bgQbxhBtitvlrWdqRGiLOBWnVmkJSqr9tTKVLWAQVAm3oZtfAhiVlzwqaI31N1gNTE0ufbDSLb5A%2b6TYWqoG0ICLyBpdKQVGlsO5mjbVF%2bewU2OzSbjCmOhmlMrC2LK3YrLFVV9UgpML1VaPHSlEUwLHST/gNrzAR3eJh5kHHhdg895%2blSHy5g76NlKshia8RX9YDXjqtQV9UCwgwBx%2bkP2RGnQpWdOF9hrBmzl9lE/UZ6Bn6W7CKlsWQHySTSVCV0WUyQ3lhWSerhuoBJ/zdIca1hKRDkggKCAqI/ZIQ7xJZ0lv34NI/bFnxay275yipu9F2rz1UTlSpPGqgKu8XmccaLA3lMXA4wTuq3zjjoOcJm6rDUFC4WHyti5lYyjoVWfii/XhVKug4NERZKMnbOTe6rrN7lUxdHuYi0ypJOHbqqxzrA4zzy28jMYUmZhnpukDD4xxQQ%2bEOjHtXI9ei5mowsMIyG3IyjPF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\"neo\"

\n
\n

About

\n

NEO is a scalable, fast, and ultra-secure blockchain driven by a global community of developers and node operators.\n
\n

\n\n

Mission

\n

Solving IT decentralization and cloud computing efficiency for NEO dApp developers and node operators!

\n

NEO and ThreeFold

\n

ThreeFold and NEO came together to solve one major problem, which is IT decentralization for dApp developers, and particularly for developers and enterprises looking into building decentralized applications on top of the NEO Blockchain.\n
\n

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\n

\"safe_city\"

\n
\n

About

\n

Safe City is a technology partner, with a core focus on deploying digital technologies within the UAE. They are currently working on deploying autonomous driving cars, advanced police vehicle integrations and secure data center facilities across the UAE. SafeCity would will implement TF Platform to scale smart city features to bridge Capacity, IOT, security and safety in their ongoing projects.

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h/PhIaH4%2bH5l%2bnQeNvPlDv5Qj1r40Vz/L6q0oCukgQUOwPpGWokfk%2bcHUZhQz6fnpqNjKJc3HnsdB/GsIDZ2Fz4AxEzvDH6vHeCHJylFgyehT2LAjCuY0ROLOOBHDedgbL9RO8sXHyOBxaOBenN63D2W1bELsuDBnHDuLKrkgEjBsv%2b4HwlWEozytDXXk9mmpa8LDlEYLYPP3ji6%2bkMvp/y5hG4fp920eBb76V6PtNX6KfEoptFfVeozDoU28KPwOaf5kBjU/HQKOXC9S%2bZixgPu8iQKF1QvW9BQxSU8fX/%2biNZWxfC3PLcTslC1npedi0djNWsmqMCp6LQHdXTGAf4cqCZe2MAKz09MRSL0%2bci4pE6bnTKDh1HPHLl2Dn5IlY4%2b2JGS7OWDNjNvYsnIeEtctwcccW3DgQzYB4CCumTWP3aIOx7l4yI9TRBVrq2/Co7QnOJ12kZgcqAjm13JeCd6FfHyW%2b7fdfUNHs5QnNT/wx6C9zofHRVAz6%2bxgM%2btKdgdCC/qMuTVxoW5o7Na6mphiFJQgC%2bnz9LTat34LSwhppBWm3MrFmySrsXrsa66n9uSyXp3p4YwQzSOzGLdgWEIBIpsWME0fRnJaC%2bpvJuHcsBgkrl2HzzBlwYsaZ7TMNJ6N2Yuv0ibi4LRy3D%2b9Bybk4xISFwo4t75iRnnSDVBZPlbhf14on7c%2bQeu02laPJlE7h%2b/ZHH5p8374kQI5K9KFV/AkqOr0mQetvc6H1EfGpP7Q%2bnwitL71Zv9vQ/0kAta0qhFdT6wEeZ2DU0NDAN19/jfXhm1FeWoe71P7ZxEuIWLISp3Zsw55VK7BvVSh2LVqCKJr5yZWhiAkNZVpch5z4U2hOTUHjzWuovc7swRR5YtkKREybgdiITUhnsXRhw1qk7I/i3FiUX0zAbbrC6OEj4MbyOOVyCgqzitBQ1YSnHd8x82SwktWUwvdjkOtD4fpQ6z3xARlKqOh9EQjdTxZB97Mg6H4%2bFbpfTIXOlwyGfeyoeUEAA6EqAx6rQw1GfQ2OagIkYRBTy9e9v8GaletQWVrPRWTh4J4jCJ27AJdiDpGE7TgeuQnx9PWzGyJwev0GnNsRjaRtQqh4tDLlNd28jhZaQtXly7jJ/iJ1zz5kHD6M/JPHUH42AcVnTqL62jnUEIXn4zFznA9mMhBmMNvkZxagqrAaT9ufI%2btODrOSNvqRgP79BQn9FOjbTx6T6Kc417/fe6gY/X0xDD9dDP0vZkP/yxnELOj9g67Q116WxkJ4oXWhbU2mvEGE2BZEaJKAvvSjLZuiUEYXuHE5FdGRe7Fq9jxcZa6/dvwoLh3cj8u7o3F5exTSDsfi2sHDrPejUJBwGs03b6HxWjJart9Ae%2bZdVF1JRmFSEqqSr6DmOnHrChrSklGfcoVWcg7FZ%2bOwcvoM7JizAAVp91CaXYISQmSCnLsFXJuWFFoK2b%2bnsAOV6P/hOULF/O8rYPb5Ihj9YzaMv5pDBMHgq%2bnQ7DdE5n81QYC6QttdBGiqC7AWYGEhXCTmwFHkZhXjyrkb2L11P0ID50kLSEuIR9bpJGSePIGsuJOs/k4xn0fi/I5d1O5FNN9KRc3Fi6g7cw5tqXfQyQ70/p27aLqTjpasDLTcvY3m9FuSgMrLiQyEh7HKbwp2BgSiNDMflfkVkgBRD7Q1tGPYUGe65Lfsa1QVVtC/34cEsCYY8CeoWH6xEuZfhsCs9zyY914A86%2bCYfJVILT7OUoCRNTXoNCimtJklaU5iCDTYtQgAfq6%2brhOf8xMycb1iynYtn4HljOKn9u3F%2bf27MFNaj07MQnZpxKQTMHjw9cj7chREnAe7RS0PS0VlafiUXLsBFrTs/Awpxgd93LwIDMdrbdT0JSSjFqaf%2bnZk7gdux/Ri0Kwb/ZslAv/ZxosY/YpJxHfPXyB5UtD0avXV7RYDQwYMECSIEYFVP9XqFh%2buQoWvZfA4utFsPx6CSy/Wgqzr%2bZBt5%2bzrP5kBUiBdTR1oM1SU4ulsYC2tq7Uvnh/kH%2bvGClX7%2bDGpVRsCY/CPDZGiTu3I27zJpr/btw5ehR3WNkdW7ocy728sJ7p7Pr2nUjbtQcH5gQhlc1O%2brbtqKVVtKZS8JRU3L95g%2b5xBXVXzqHyQgJKTx/D9f27cGjNSuybNQtlWYVorWthDKhCWV45Ou8/xtmkC9SqiFnqGDhw4HvhBwqwYON6/wwVCxJg2XsZhRdYAavetIjeIdDtP0KauNC2NhsjUWeLeluHozYJ0KPmRb6dPycYpUxHt67eZst6E4d2xWLORD8c27yRZW0kzrLsvbZ7F65t24qY4IVYz1pg5kg31gJjsZnF0p7pgcg%2bGIP8mFjk7T%2bIpktX0HztGhrZFNVfPo/qi0koYyAsTojFSQbT8IAZOL5kMSpzS9DR/BBNVc2oKa7B/ZpWFLM40mOjIzSrqqrIXqKxE1BkM3VJjoCaEio2fw%2bHVa/VsPoqFNa9VxNraRHLoDdghBRei6YutK9H4fWUDYeAeLGoPnAQ9u%2bOQUVhLdKu3cWVM9dw8tApBJCAaKbARGaBxMjNuLR1qyTgyu59CGN8EH28o5E5gidNQRLzfd2NNLSlpSPnwEFUMjvUXziHuotnUXvhDCrPJ6Ik6TgyY/dh1fTpOLByJdIOHpAEPGYB1NH4EM1V99FcfR%2bVJTUwNjKj6Q%2bUbqCmrFxlGS/jGYO6mgLqqoq3zyp2H2%2bHzWdbYft5JOy%2b2ExsISFrod/PXUZ5bRIgBJYEsCsUo%2bgOBSnmxpbISLmHwntlSL%2bZg8tJyTh97Aymj2fpO2cOEqj9uI0bcJo4sHoNQqh998EOmM3GaM30Wdi6YBG2hCxix7gJWfGJKEpMQAEzRxXTX9W5eFScZWw4fQrZJw4jbn0Y5o8fj8vRUai4dAm1RVV4QgKePHhKS%2bhAa0Mbqktr5bsBVWpbBGnhvprdjZvCmjU4qqspHvwIqNh9tAv2H%2b/CkL/txpBP90rYfboVRt%2byN2A7rK3UvhC6C6I1FpnA22Mcypn%2b8jJLcDc1jxZwHWdPnEPwrGDM9/NHzLq1OLx6FbYtmI/x4qMJewcs9ByLaP9AxM1finOh7AXCNmBrcDAtYzaOr1%2bPrNhDKDp1BEUJx5Affwx58cfZE2xC5PwgLPXzw4nwCORfuIrG8kY8bn2MZw%2bf4Vnnc7x8%2bj1yMnPZ6xu/d1nptrowNmTLbmgk5RAK7YptAir2goC/7YXDJwcx7JNYOP0tFkM/3sdM4M/JWt3mLx8gKF%2bFiycqwqdC5i9GXUULcu%2bWIDuziGnwOpKOJmFz2Bb4svzdOG8ODqxYioUTfDDcwgoT2chMt3FAqNc47J49B3vmzMNmnynYRJdZMMYboYwJZzZtQkHcEdw7wTQasxcpMftwJGwVVk31R9C4idi2KgJp56%2bjtboFjxj4Hj94Ikvhn79/g22sRwZ8M5DuSUvVUSjNytySivKEq7MLTLhuPZIis5jSIlQcPt6LoZ/EwPnjkxj51yS4fXQWI/4aD7Nes6HDCbqauvJCRnqKx8gC4iGj8K91q9ejue4hinKrmAnKZDpMPJrIHv0qpo/zpeATsHvpIgSx%2bfG0tkaE7zTsoHXsm7cIiWHrcD16FxJWR%2bBE8AqET5yCBVzokVUrWQnuQ9bxQ9T8RsRvjsCupYsxb%2bx4zJ3kjzi23fdusEagzz9g7m9v6MDD5k7ZGA13GA5V9vlC80JhwlI93EZjWXAIfFlBikdlBloKKxBpXIwqwz6OxYiP4jD6ozMY88kleP39Gkb/NRkWny2BjtL/xcUUX4co3%2bWTABFYwtduQNv9pygvrkd%2bTgXjQBZb4QvIup2HFRRqsosbwmbOxHymvilOTtjCvv9CWCQKd9DPD5xG/dELqDt5HuXxrBF2bkOE/2QcC12Om/t2InlPFBI2hePoutUIp7VMcR1N7YfjWvwFVoHZaK1tZRpsQwvHZyyFTx46wf5lgHxYI9YshBdvjmZOmYZVC0Mw1s1d8c2BiF%2bUS0tDSYD7X07D438uwvuz65j0RTqmfnUPkz67C%2bu/hXOCvtL8DRUfNCifp4uHjyIGBFOTbS1PUVHehFKSkJmiCIQZt3IQtWEn/Nw9MWeMF%2bZQs2unTsM8bk8a4oipDk4IdhlD05%2bOQwsWIil8DTKO7Efyrm04vHwRzm2l5jeso7%2bvQfTiEMybOAmhs%2bbg8vHTyLiUgoq7RXhQ3y4JaG/soBW0w2/MRKh9019BAGOAeE/p6uSCWb5TEDRlMlzs7eR7S/EcUKsnAZ7/cwnef7%2bJyb3uIaB3ERYMqETgP8pg99E2aGsYkAB9JQHiqw1T%2bVLRzNhcBpoZUwPR0vwYtdWtqChpwJ0bWbjKcjglOROnT13CVDYtfm4eGGU/FGHUYtTixRhtPwTGOrowo2sNNTTBcrrJxagtuHPkEM5v38ZWORBHVq/ACWp%2b%2b8IFCGFRNX30GKbLrSii5gtu56KWhc%2bD%2bgfM/S140fkSCTGnYK5pIF%2byitRmxBrFyW4IxnuMQdB0PyyaPRVTvEbB1tRCfr%2bkw7UL4bVZ2ap4f5qMCb0yEPB1KRar1SLcsgNhZg8x4tOD0FY3pP8LXzKWgpsYiMfOZkw1loygWli3ZgOePnqFOgakwpxyZKbmsCBKx63kDGQzMC4JWgJnBr3hdkMx19cfCTvY4y9cjGDvCVg3NQB7Fi3DXba9TXdu4yIrxh1LliBkwkRmhQU4sHwZVjAo%2btKKwmbNxr3EEyx/i1GaVYrWimbm/w6p/aqCKviO9oG1iP5Ma%2bJB7lBrG0yk2y0IDETYysXYuoEVKElwsbGV3ymJJ9jaXTHA9/NMzPyqCIs16rHJ7hGOBL5GXPBbTDO5SAswVnygpCceOZtJyGfvRgoryLydjSed36OMlVj%2bvRLkpBcwDmTjblo%2bmhs6cT7xCpztHBmcHDGJlhARNB%2bbguZh95JlOLJmHRIit%2bHywUO4HhODYxs2YvXMAAR4eiKQrjJ/3HhMowZneI9F4tbNyBe1QU4pGkob0cnA96SFRRCD346NO%2bBq6wQHrsdIcxBsTIzgM5qBb0EwNq8Lwy4G0l1b12Ll3KlUhq18JK4nnx7rSKj4fpGBmb3zsVCtChFW7Tjs/wrHAt7AVy8JOupG77/QMlS8cbU0t5LMRYRtxA/fv0VtZTNK2ZMX5lYwD7MeuF0g3aGJBJSV1GH6RH/YWdrBy9kNM0Z7IZAaXeIzGaEMTstp3uHs7HYsWoywgNmYNtoTE1xGYrq7B2Z5j8cE11EMgIHIYkrMO3MKdWx62us70Mnq73n7d7IBunztJqaMmwxHFkCDjQwxmsE2hP3F1vUbsXtbFHZGbsDG0BDM8BmDwWaWMjjqKgkQo4rn52fh0%2bsa/HvfwZz%2bRVih14glak2sBaKgN0h8o2ckv9ETWhcfJxnqG8ovO1uECVILVWUNKCuqQVFeFVviUhJRicaaB6itapPPCaNWh2KEgzMcBzvC2doO3mxZp7t5Inj8ZMwa5YW5XkxvzO/TPcZjjJMrvIa7YerosQjw8uGxMawk18mHIgWnT6IxvwQvHr7Ey44XePnoe7x%2b%2biMaGlsxY8pMDDe2wqghQxHAoBcRGoboLVGIDAvHIrrB5FHucLSyld8tCGWKwN5NgGu/gxj11TGM%2bUcSxn15Gb5fpsL7o2RYfR4sCwrx9lhET/ERpSljgPgWJ/XmHXz35AfUsQavZkUmCCjOr0Yea4GqsibUV7Xi7p18%2bXwgielt1rhxGGYzBMNth2GEnRO8HEcwQ4yB11AXjGJG8B7ujgkjPTHOyR2TXb3o996YPHI0NrCcvnv8AErYCpeeP4X7Odl4%2b%2bM7/PrjW%2bIdfvnhHR53PEf4ijB42g/HBFpX8KwgbGJtEbk2AkF%2b0%2bAivlIhOTZG4qtXcxjTnQ20DWVw19XSh8oIm80YprEUTqqhcNeORIDTMYw12QmzgR5MGQoCLMUnJXqm9GVn3MvIwasXb9DMNNRQ0yYFFnVAMS2ggLVASX4NSgpEeVyMfFrElZiD2B4yF97DnOFgZgsnawd4UPDAsZOx2D8As8f70twnwNfVE17DRmKCswemuo3Biil%2buLRjE7V/jMLHoepKIjqK8vHbL3/g7c%2b/4e2bd9z%2bXeKnVz%2bjtrwG1y9ew%2bE9hxCxYi2mjZ0EG2YtcwpsbSpe4dnKT2kkASIQShIMoDLFbz38J7f%2bgy4AAAq6SURBVC6Gj0cQi4ZV2LA%2bFvODNtJc7OQ3tWYG5oycRnBzdkdxQRl%2bfv2Wpv8Ubc2P0FhLU2cpXFnSKIUWY301m5LyZhRll0ty0k6fR%2bya5QifNQOT6Doj6AYjrOypfWfM4SLn0hUCPMdh5ihvjmMRwopw46xAnIlkzZ9wmMIfp/AJqL4cj6d1Nfj93X%2bUwv%2bBd7/%2bs5uEf777N/71%2b3/w5kexvg5cu5CM0KWh8gGqiZ4ZtS6%2bW1J8TiPSur62AioREQewa3cSNmw4iKA5qzF39mqMcZ8MfS0ypEkz0dCDMzVWWVKNX2h2nQ%2be0exe8ibP0d76nHWAIILWUP2AVsHWlAGqkdZRXlxLq6hESXYxTlEY8W4vesEcLJvog7meHljKMWLmdETNn4edC4OZ/2dznM8aYCk1vxHZJw/S9I%2bh%2bmoihT%2bF%2bpRLePP9j1Lod7/%2bgd/f/gu/y23FviDll5/oGrQOQc5//gDn/BOd7U9x42oaVi1ZDQfrIUztOpIAY10Tad0q27ceQmzMGURtPYjguSswaZwfvKkND1cWMCNGwWOkB5udfLz96Z94wgD07PErPGXqe9r5Co%2bJTkbiB61P0NL0kIHxIe6L/pzbojYoY46uq7yPzKs3KNgSHFm5ALHLF2B/SBAOLV6A46FLkBgRivOR4SyGNuLari24fSgaOacOSeErLp5E1cUTqL15Aa8ePcHvv/0Hv735XQotCegBhTUoiBAkvPnxV4m3nP%2bvdyTj13/TMuuxenkYCyUTFk060q1VjseeRNzxeBzcF4PoqGjs3LoD0duisT0yCutWhTG/F/DC/8TL737E9/T9Z09es/1UkCBqgMeMxp2Myu1tCrdobeqUZIgYUVPWiAqmyDoWLrcvJuP4ulAcXhqEo8vm4djyYBxbsRBxJOb0%2blBc3b4Bdw5sx71je1GQcAil545K02/NycBP372mkP/u9nuh8XdK7f%2buRNe%2bIOE3znurhLCKn39QkCGI%2buO3fzNA34M3M42uOoPgnJn0/Wmz4Dd5Kvwm%2bcGfGEdf9KQFnEs8j99%2b/RdesdV89eoNXpCE509fK4SnNUhLeKQg4REtob1VQYK0BObrBpbI4rm9eINTxUCZl5aLK4ePID5iDY4vW4Bji%2bfiOIk4HbEKd2L2oPBMHMovn0Hd7Wt4WFaEV52PJfnvuAYp0C9KAijk70oreNdD%2bJ5WIOZ1kfDrm9%2bkVQgyfvrhF/zx%2b79pyS9YKG2BioiKhjQFY1HpMc1pqmoz4I1C8sUbZO03vH71ixT8u%2bc/4MVzjs9eS6EFAZKERxwfE50v6G/PZW0grEBYQGNtG%2brK6mW5WpFfiUoGyjIi/3Y%2b0s5cRuGtdDQUluPp/Q78SC3/RKJ/fvUrY81veEeN/0aBxMJ/VUb995H/jx5Ck4zugPhHd1B828MKeuIXkvEjSfiF1/z5h7dQMTMSn5fastCxlNgWGY3nT14xooIm/5MUXOLpK4nnxFMh8MPvZA4WggsCHj96gUcdz/Cw7Qke3O/EfXZoTezWGquaUVdaj5qSWtSW1nGsQ2VhLQpYM3Q%2b%2bI6L%2bqcU9C0X/avSf7v8%2bK1S%2bJ6QJLz5XSmsAu%2bU%2b8Lfu7Xe4zddwVFuk4A3ggS6xOvXPysIMGaqG8Ycn3YzQwYaofWnT77Hc2r7mVLgpxRQ4IkQtPM7CvucAjzFo/ZnNH9uEw8fPKEbdNIN6AIND0hAK5pqW%2bST28bKJjQIVN9npdjKgNTAeZ14Qy389PoNx1%2b6A1c3flKMwod/5vmfe8wRQv3y029KvJXo%2bVth6kLT4tpd6LqGOP6DAI%2bpmJvYsOMzxun48/QNUJPfSY0%2be/q9JOEJfeUxBX5MASU6hbDUNNOL0LYEtzs6iLbHeNDSidbmDklAc30bYwEhHlwIcLuFx9toIY21rawkW/D65U/sKX7CjyxmutC14K59cb4Lf57z4byf8ZpzXnWB13798kcWbj/g9YsfFXipgDj/PUcVHfbRM/wDpZYfUThBQDeEpoV2adqd7U9kThV4yO221kdSkHYBbj%2bg8G0tSu03KoTvgiCjrakDD3iuveWRvEYbx/LiOhmMXj5/1Y3vGQvEgr%2bXeC33u45LvFCc/zPEuRff0U0Fnn9PvJJ48YzbT1/K8c8Q8%2bgClvKdvjBtoc1OmnSHFPSZNPHONoVmhZDd4OJb7lPQpnZG/HYGvQ5q/aEcxb4koKENTfWt7wngeXEdcU1pMQ8Uj9KExYgFPnv8HWPPC/YYL%2bR%2bN7qOdR1/9lIu/IUQ8tnLbjx/%2boJWq8DTJz3A6/bEsx4Q%2byrioUYHfbeJC26jUAKtXNSDFoWgAiKoCbPuQktzuxSwgQIqhGylkG1ScGn6SuGb6lsU58W1ScDDtkeMEwpLeUCyy0sYHCsapRU8eviULvaMwVWBx3%2bCPPboucSTxwp07XfhUeezD9DJaz7seCJHCW4/kpYs8FhCpay4CjXVrOHr7kshmhpaJe43tkm0ND0gKHCTYr9ZgOcb61pQW83Or6aZTREDW%2b19Br2W96h9f0wQJK7R3iKs4BGv9UBaUBULJNFAiQWJ4z0hgmlHW0/w2AOe46K78FCJrn1xvv1BZzfa2qjM1g45Cjxgj9CFtvvtEir1XGRxUQVqaxTC1FGomqpGhWBCiLr7UlgFFEKJ4%2bJ73%2bpK5vgKarGykQGtSR5rUP6uobZZzhW/k9bAvv0%2bSWxpFsJ34N7dAmzZFI0MFketze3KBXFhLcIC6Vb3xbz3aOV5cbyt9eF/QQjZ2tIhz8v5LYrf3L9PZTVTcc3vx5YmoVxhlS0SKpUUoDC/TH4ZXllRh6ryWlSU1qCCY01VA2pJxgeoVIw1lQ2o5JzSkiqUl1YzrdXJY%2bKcILGbCJJWX8%2bxXozNEm3U7ro1m1iXRyDtxl35u5ZmxcIUi%2bXimkgc0dhEEpXb4lhzc9ecVsW%2b8pxEI%2bd3g79rUNy3Qdy3jgqpEwoSihJrFGiAihAgN6cY5WWs0tjxlRVXopjVmbCKSvbYVRJ1EpVltWxxayVJYhSCF3FuUUE5hCuJ88Iqqqvq6R4kquZD1PCGYkH3sgowL3ARZk2dh5WLw5B6I51W8ICENbKTbFYuuAl1tR9CHKuvb1ISqdz%2bX%2bYJ9LynQHU1LZXrqq7kGitqJKrKq6EiBMi6m0ehK1BCFOaVIp%2bE5NwrRCnJKCMRAqUSYr%2bSwauKZFVR%2b5UoyC9FTnYh8vm7Es4vLyMRvElVZZ1EZUUtUSNRQTLFQtLTspAUdw6H9x9DgH%2bQ/D9BC92juqJWscg/oaqqTqL7WPWfzivvpUDtB1Dcm/0Iha3g2ipKxfoVEHKp5OYU4c7tLOTnFlP4EuRR8By2vxnp2XSNEhQXlKCIYwHPCwh3kVovEiiTBNzLypfI43lxrKxUQYSA2BZECouSvyMEkcKCSmg5N9mrXzh9hQurkuhaXLm4RmlV93X%2bfygrq5T3%2bjNKS8SfJ4VFl1HJREGplEegMK8YKveo/ZSb6d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\"seeds\"

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About

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SEEDS is a regenerative financial system for a thriving global society. A global movement that aligns radical empowerment of purpose with finance with the mission to bring about a modern day Renaissance. Since its alpha release on November 5th 2019 and its public launch in March 2020, SEEDS has gathered 150+ alliance members from across multiple bioregions. We're leaving the age of siloed competition where people and planet were exploited by systems and entering an age of cooperation where the people are in direct control and ownership of the abundant systems they inhabit. We are in the stage of cultivating a grassroots movement uniting the people and organizations dedicated to a breakthrough towards genuine sustainability, freedom, and peace.

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\n\n
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Mission

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SEEDS is a global movement that aligns radical empowerment of purpose with finance with the mission to bring about a modern day Renaissance. SEEDS is a regenerative financial system for a thriving global society.

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Impact

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Holistic approaches are accomplished by evaluating the effectiveness through all four dimensions of natural, human, social and built capital. We measure effectiveness based on the valuation of all outcomes with the understanding that human activity should enhance the environment and the community by providing benefits to the majority and not only a few.

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Powered by ThreeFold

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SEEDS and ThreeFold are a natural pair of decentralized cooperative internet to run a decentralized cooperative financial system. We intend to integrate our systems. Together we provide essential tools for shaping a civilization which is more resilient, rewarding, and regenerative.

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Join saving our planet!

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The evidence is clear, the current system is reaching a historical moment that demands a paradigmatic shift. Join us!

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\n

\"selfkey\"

\n
\n

About

\n

SelfKey is a fast-growing blockchain startup developing digital identity solutions that empowers individuals and corporations to truly own, control, and manage their identity data. They provide non-custodial wallets whereby you are in full control of your data, documents and digital assets.\n
\n
\nCurrently, ThreeFold and SelfKey are exploring various use cases including potential KYC for ThreeFold Farmers and more.

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\n

\"sequoyah\"

\n
\n

About

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Sequoyah is the leading provider of diamonds, alloys and prefabricated alloys to jewelers and designers in Denmark and Scandinavia.

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Mission

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Ecologically sound, conflict-free sources for diamonds and alloys, and provide a safe haven for their customers' data - the gold of the internet.

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Impact

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A partnership with TF Tech to build a decentralized banking system where by each user will have access to multiple digital and market assets at the palm of their hand.

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Powered by ThreeFold

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In partnership with ThreeFold, Sequoyah will build on top of the ThreeFold Grid to secure both the identity of their customers and their digital assets. ThreeFold represents a gateway to to both fiat & cryptocurrencies and Sequoyah plans to create a token that is fully backed by gold and that is exchangeable over the counter with other cryptocurrencies.

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\n

\"shareitt\"

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About

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Shareitt aims to do good while doing well. We believe that changing the economic system and moving towards a sustainable business, cities, and communities is essential to create a healthy environment. Shareitt is an impact technology startup to empower communities socially, financially, and environmentally. Our unique technology redefines collaborative economies and mutual support and provides the tools to “Community Assets Based UBI” by nurturing long term capacities. All of Shareitt employees, management, and shareholders support the social impact, purpose, and objectives of the company.

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Mission

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Enhance world prosperity to create a better world, where doing good becomes easy and rewarding.

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Impact

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Facilitate and Empower communities socially, financially, and environmentally using a unique technology solution. With our tools, people, and organizations all over the world can create collaborative economies and develop thriving vibrant communities. Among the company goals for 2025 is Recycling more than 250 million items and creating an additional average save of 200 euros per month per user - in over 2500 communities using Shareitt.

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Powered by ThreeFold

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Threefold provides a unique decentralized, uncontrolled Internet solution that will enable collaborative communities to exchange resources directly with one another without any controlling 3rd party. Communities all over the world with or without a stable internet connection will be able to operate a sustainable community that will serve their values and purposes.

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Join saving our planet!

\n

A community of several hundred active women using our platform for 12 months resulted in: over 40,000 items reused within the community with zero footprint, a value of $360,000 exchanged and saved by the participants, hundreds of new friendships formed.

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NdNkA3qgsxmZOMzvgwDCVFsDlKw1e1hXjQVY8n3bV4wpp/rTYL6d4eOOPhgW1GhnT%2b0%2binlBczo9Ebfwb1pz9FWcwZZO/zQc7BvWhk/jcWZMlzBeUpGgCBe%2bVEqIhQA6jOiEFD7hKArN8Ev7oVlo1QdnKcNLxlD3gHQIcEMMfHRT6KLtF/1zaYsRS6m1vCjylwZLs7kg/sxUxuGi5VFeJCaS6UUcFQMFVSfT0R4%2b6GdC9P9MeE4HZDPp73NeAJS9/V5hIUHTyA9sQE5AZ%2bigtMsQc9DWybc/GNqhpPlZWYr8tHwz5vDJ45gd6WWtTnZWCYA1JZSgwiD%2b1mK7yPEHYjN/w4AYRKAPW5mhRYfVJ0hQJaVlaBHPYBb6tA%2b%2b8DEGkw0IFxVSOd3wbrPngf9hx7vR2ccGqPL7ID/LGQn4mzzKtZVpXRhFg0hwTD38UNu61tkOG7G90x4ZhUpFDm6biYFY95SnSRKllIiGZLXIhn9IwfhjvwakSJv342jB8HG/AFy%2bpFzg1jEafkuQehgMHWBg2APUg%2bfgBx9AFxarwsYRWAkszfHYZ%2bc06wkgc8IQE0SQBy5mcfMMVWVuS/BCAXn/cr0cABR3/jenzyH%2b/BlpXAz9UVp5kGg5mJmMzPwlhmKhoCxRQYiLiDh1AcdAID4WE4x6lzjLCvZCTil9YKPO%2buwYPmYjxtq8KT5gq8ULEp6mnG69FO/HpxkmapxE2%2bfy%2bfkLISoKqvkucGB5pqpQdEEUDqKX/EHPGWJ0ZLVwIo%2bh8AFK5SQE1eKsb7OjUe0K4pg0yFFQDmxaIRzoiWmZ%2bp4AR5eNcOeoAN9rq544C7K9L996OIXlB97ChG48JxsSQfd1myvqBzn8tOxeOmavYJpbhbkodX7ewUmQoPGgrxihXm1%2bEe/ELAv/I3/jY3jL9fP4/XU5242VaKbxjMhexEdDbWyHODvQ3VagCH9yAjOADRn3oh48wReXXoLYC0//58QOGqYaiCspxYBrCiD9AAmB9UybUwpJIKEOcD5sf6McWDbowIQzp3OfKIP5SsBHOZSbjEqvIF13l6wpVSBe62VOPl5BC%2b7WjG7dJs3Geuv%2bTzn7sbOSipuNNskpRNeM0c/5Up9vfJfvzj2jkqoQ03GvLw585KXMxPQ2d9NWWbh%2b66CgKIkwCyQo8jxt%2bL84I/SgSAdAEgQQ2gJPM3F0aWALSsbIXL2MCM96qrwOxKD/gNgE4qQYVJjT9MTQxhoaYCE6EhSA08gtboMFxijt6s5M7XluEZPeUvbKdfD/exyRnFo/oK9gk5%2bKaymLvfjTccrf/KnP%2be4/F3dWX4pb0Zv3Y145%2bL4/gnFfDTUBNuVnNc7qrGDaaJkr/VUV4grxlWpMVLE8wJP0EAnrIZKhYXRzLeBdC8GkDBiitDy7NAUrQEIKrASgAzqwAschoUjyIFZoZ6MD0%2byOqgwvX8bEzlpqMhLpp5noxbZXl4UF%2bKb1vr8aKdEPr68JfeXjxmDn9dVoDzifH4PDkJtwvSoTyyD3dKM3GTB/aMqfFrTxP%2beXEG//hykdNkPR425uKH%2biIsNldDWVsJVWURlFXFqKSPRB7yZfk7JRUgeoGi2GB5fbBOXB4rTOUu/1YBy1eHigSAbDWAjNgITQqIRoh9QM/vK0AAWBjsVAOg/GfHBjA7OYILNeW4U1OKjux0jCRG4zIHo7tV%2bXjWUI4fOtq4k0P4rpHlLT8Hl7lSXVxRtHsv5tgf1B72w9n0ODxm4DfyU/C0Jgd/XxzEr%2bdG8UNvLe435eFiTSEGW%2brQVVuBruoydFQUEkCCBJAXHYxYmmBi0D4UxpxaBtD8OwCaCHwlgFYCkONwSVocxpZToE1eKJXDkKYMCvN7BwCNUAIYHcDCzDinxB48qKtEHwE0hZ3GecrzZoUCj6qL8OemOvyoasM19hq3K0poiEXojIlBd2wMhln%2bLteV4HpHPe6za3w8rMR1AnjYSCUs9uE75v6d2hxMNFWiv6VenhPoYf6LeWAJQAF7i4Sju%2bW5wYJoAkhbAaBkReD5miUu3mpKYdsSgBo67EiPehaYFdLvXgLQiRlNJyjyXwIYUgMQV4XnxgaxMDWKz2ZGca2pBuM0varTx3COB3e5IBV3ynPwXVMF7jLfzmcm4FpFMc4W5uNsTQ1mi4sxnJ6GRcr%2blrIBX3e14OHsEL7mRHi5LB3fsVP8lmXy66pMTFNJ4vR4F5XWx0rQXJKLyvQElkFfFMaFIZHdYBxb4jzOA%2bICqQDQUpgmR%2bLlS%2bOa4Jcukb0LgDV2qJu7KgG8rQJTmmFIlkFhgixXAsC0JgVmNADOzY1jsbMFN%2brLMJjOpopNyoXsBNziZPiY3d5icjgu0bgW8nMxV1CIK02N%2bIrrZkMt7tRV4VFrNf%2buxAIPajIrCueLknG/uQiPORB9XZ2FSfpJLwF0VpezB6hjfmejnCoTVaCA5Tb5%2bD6mgQ9yI46rrw6JC6SaFGheCn4lgIKM5SvEohlaU5oSJQGIRugdACv7AE0VkArQmOASgPOzY/Kc4iLrfh89YCAhEmdzxFyQiS%2bLUzGVGoNpjsuquEjKPwrdYaFoCQhEa0AAKnbvQYnfHpTt9cN8ShIe9tTg89JUtsxURr0CX5WnYYhdYi93XlVViiGmQhMrjQTgT9lTASk0wBj2Atlhx9RnhpcAEGjTSgD56cs3SshKUKTuBdZU0DgGO9s1KbA0C7SpW%2bF%2b5TIAtQeo5GU0WQVoghLAzJi8stRTV470Y/5oCT%2bNkaQYzOex7c1Lwlx2HEa4hlglkj28EeW8Hek7fFHkvQ/NBwPZ6mbjaQv7gpkBPB9tZckrwvX6XHxVk42rpWnopvOLq88CgJgDRADyfIC/H/JjQpHOHiD6sKfsBsVZobrsJQWsCn61CjSVYE0Za%2bcgjWp6ZQp0tanPCPWuBtApd3t6qBvTo/2YZxUQAMSl9MHWWpTR0WvCTkIVGYphpsJCNhujsiwslmXgVm0Jvi4vwTVFPu4XV%2bBxSRkel3PVlOE5jfbFRDce0wPuclD6kpPilZIUfEYfEVeJhQEqK0swwl6hMT8DFWyEYlhC8zmd5oQfYzrskt1geVLYMgAxDywF3shG6rcA1D7AFKACutQKEOcDxVlhAWB6lQcsVwHZJhPASD8WRBkUAHo6mJ/VqOUPlEedQeuZk5R7OPqZEnMchS/UKPB5pQLXyhT4gvPCXEYqhuPjMMHZ4IIiDd%2b0VuHZcAuejLfjDg3wankqLhYkYKaxUgIQV4bE3SOjHIUlAKZAzJH9yI0OQT7dP/LQTnl6vDQhRAJoFiZYpFZAY16aei1DeNcI14iLDIOdbRoALXKNCRADncvnA5Y7QT5OauBMjagV8Nn0qOwO%2bwmgkV9YnRGPYnaGTadPovHMaXRwl8YUSVgoy8Z55txZ5vBZNk%2bL%2bQpWBQVus8l5PtiGp%2bMdeD7bh7s91bhcnMj04cTI3kTcKdJRUSQBjClbGUg6ipOiEHv0AHIJuzguBJEHd8pzgyXxZ%2bTVIVkG/1sA6SuaIXpAU1YM%2bvjFSwoQa0xcGWIKiOFnqRmSswBhTIj3JIA%2bzE0O4%2bzUiITS11iFBn5pR2UBMo8eguLAfpQFBqCOamiLOYNxesLZshxc4DxwmT39l1WVuNbciNuNtXjc3YJHHIOfz7EUdpTinCIaVwuT8Rm/V9wp0sZyqQbQJgHks/4nHvdHbmQwStlQCQWknDqIYnaD8vKYSIGi9HcB5P0eACpAWZCEHrasAsB0pzoFRlnWJsVpcQFghQrEMDSueW9K3B80LgCo7/cT1/NbKfGk8FDEenki3ot5uX8fyo8HoCXqNLqTo6iCXHzBVLjEqe6LslJ8UV2NL4oLcau5Co%2bnB3BvXIWzJUmYSQ9nH8E%2bQXMtsoVjcIcAQK9qYBC5bIHTTwcii35TzTFcVAFxx1hhzGl5WqypIIVBvg2%2bYRUE2R2K8wICQJsingCaJYApSk5AGBX3AIiLoz3qW2SWyqF4HOdnxEnUCeEDohRyKBKfF9fvavkDFhbOKDwZjOIDexGy3QMFRw6hITQINZzc%2btkkzZP8bH4mH/MxnZ2F8ZREzDJFLjWxZ6jKwbDoBfJi8aA6G%2bcGe2l%2bhQwggzNAqQZABh0/CDmhJ5DJ1VyQKa8RittlCqJPooamLm6UaipcCjpVrgb5%2bNYHRC8gFdCcHY1ejQKmNGtE3gShAaC5TWZW3CHCR3mPEF8f6%2b/COA9wmkoYamtgiarFQd%2b9WL/JHH0dA%2bgLO4MUXx/E%2bXgjx/8A0g/tQ5r/QdRHhaI1Lgqd8TFop1oqjx1FDTvINtb0fsp3WhGLLwsTcJcl8IuxMXTXl7O2pxBEGUY6WuUdpenBgVBEniaIE2xoctkM%2bcl7BcTZ4Wq2w%2bIegSaabyMNtoGjuVwSgsYLNGkgpsI1JQmh6FeuBtDECVHcEdIuT5Is3SwlgIgbJMT9QSM9KtkOn2crLO4lyk5MxIYNxti00RTKkYuYr25AowicaZCwZw/SDuxDhI8XTu7chTBvX4R7eiGYCgnZtRM5gUfRTfOcVsRx9zlLlKXhq4JETDW2oL6iXNZ9VXWFvD1GVZ7H3T/OfA9VA2A6pQTtlzOBIuKYvE%2bgnopqzBeBp7wFoHhXBaISSADJ8ZEYVIr8F/JvxiQ7whEGOc7SNs1AxXwglSA6QP49xDF3gnDGOArnpGfizMkQ7Nt9AKamTti8yRRr/6SLjIIW3L7zZ6giItEcFADFoQPIObQfeUcPI/PwAUT5%2bOCYmzuOODoh0tsLjdGhWChm45QfL5ufuxyKruYloD4xAw11rbAytoSLvQt27/LBmSNHEEWTFXNANgG0lSq484HIPLUfRdFBqExRd4N1imTUcz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yCyFWqmT5G4oTz6NjrJk6jOvUxxpxeJgAe/Mt3DjQhGLI%2bVcak/D00kNI6ODqEsKPJ/hz69npfDxVv5FAcD0MF9ev8gXI118cbGdry518flIN58MtvPB%2bTqethazUZ3BVGEc/SkhW/TPk%2bJTnYyItdMnxNqAACs9PMz0sDXQxtX4OFG%2bdgQHBuDm4YeDszHuUbZ4ZQViI7bdxVPm3l8Pa2sVdKVp5mckFOm/RqiYniQJOwUhqjLvCsrrUJOgS32SPk3JhjRJ8c3pJmKF4z0FdV2xhTayhx2kw6qYqW/H0/woXUV%2brI8WMtebw3RPNj/c6GbpaiVeXjpoG%2b3h5NnXaEh04z9mOvjF9Q6%2bnh3mlzeuyPwP8rOBdj4fauMXY%2bf5arSHz4QBH3VW8VZ7GSvnsrmYE09dTAgJbtYku1kQZWNAhLUugWaa4uM1cDfVwd5YnwBXE2JDvXB19sTOwQJnDx18El3xyQvGIcgCT28dQkOM8HDXQlvnIGePvYSr4Q6SvI6TI%2buuWNS%2bPFpna97rpPiGFCk%2bzXjrtGSYopTsZyHrQpfsCEcqcvwoz3Qj1kcHX/H1ncW%2b4vpiuNiczOpYBctj5dSWhWJhfxxNk13sV3mRYGHD1xPNW/T/99l%2b/n26n68vy0YYaOOnvc38QrTgi8Fm3hEP8Lghm97UKMJsrTBWVUH10CGUd%2bxE/dA%2brDXPSOE6hFhoy1ULN%2bOzOAsAYT4OhAX54OzkiL00ylNE2z/FAz/JKS4hFvhKBgmRQOfuromewRHxDNvFnu%2bTuT%2bz5fQUAFQoAIjTFwAM/gGAovutmWayBcTfx0iYyfAxpkSEpTJdGOFtgIUof3qYGaUZ7nTWxXGhLZX8LG%2bCwk0wEeOhIXbzgAQSTbWX%2bWS4hn%2bdFgCmuvm1ggmjDfxiqJ6fn6/ilxdq%2balsiYW8KFl3bpIVNHDVPI2L2hECNI8RpnsK%2b5MHUNnxqsz7foIsDQi0MMTNUA0XIy2xyKGkeTrL%2bjPARQKWf7A5QZJB/PND8RAAggINCAs1xsNTC2Pzk%2bhp7pVVeFB8vir5IWoUR2huAVAlANQmGtKQrOi%2b0Vb327MsxAoHGFAsrq7RUZNqCUO59lpEiL921d%2bDj6tE3yBJgNHW%2bIvbs3GSNyuW09ZaGU39lziu8yLKktEnylP4UOb9QVcVK40FPGrO57PeEv51sIxf9hTwWXsGq4URNPpa0O5nQoOLNl3iIEdllbV6WVAuBivN5iwOZ5TxFIBCbUxljtWJtdGhwcuBIm1VUh2lSBFhPzFe/hk%2bAkAIvuFWREhDYqPMCQkywFHqMDU4JJtAecvq5oeoi9nR%2bjsAetQIAHUCQHOadD/DjI5sS5RaArTpdVNlwPUsrbZCG519hKttx8NwLx7e6riJvbT1UMPWRQUT6wPY2B/G3uIAZzW/z9GzP2DfoeeJ9bAmN8Rb/LcNyS7mdEe78VFbBv85WsZ/yPlQjNJEnCcVYrCKLFRolMhd7%2b2Aj7Y6NkeVsTslrs3oNDlC8TDRgHDFGtRTI0cEr9LBmDTV43TamBMbZodXmCXewoDA3EDCo22Ij7UkIdaKSHG07p4ihqYSi52ObYlfwZb6iwDG6MraEwYkCQNSTIT%2b0ogsKzpzrFEakzR4xVuDIQ9NWmWn5uvtJUjlNfH%2bsgolXrr6q2ElUdPU5hAmNgfkehB9g90cluy%2bV/L5Lklt/haa9MS4sFbgz%2bM8P5YTnHm/JJD/Gs7nd9eb%2baeeejqDnPE%2buYdknRPUOpjQlBCNr44GjkcPYHxgN14qB6jzt6LAw5woaxMCjLUElDOUyWaoszVhwNqWigRf/KNsCMjyIzgvkNg4W1ISrEiMEwAizHAXT2NneWLrk9//3%2btXxEj34/X/0f3GNDOaMywkhlvRkWuL0ni6A5N%2bulz2M6RN4nCe9i6CVF/BzmQ3dm5HcfQ4iZ3zMcwVANgfwtjhKGraOzh05EX2SkRVVv4ByR6G/NtwHvclO1Q7GFJucoaLLro8zfTiPy7W8dOePnoDPQiRmc%2b2M6HKyZL%2bINEWX9EcO0PCtY6SaqlOe6Qz5X7WxFgZEGIm61BL7KuhKpfCfOh3d6ckyYfweAciCoLlhBAXby8AWJMUb0WUJFo3cbOOIt7JXqdl9jXE%2bGj9g/q1SUbUS/cVALRkWtKWbf0tAN2x%2blyXODsRYi1zqScM2E%2bgrDcLvW2YSsy0cjqKmdUh9E13Y2S7D1Pn45zV3cXJEz/gxPHnUVV5FS87DW5k%2bzOeEcHlilzCNQ/T4W7NYqw7X0tI%2bun5Afr8Pch3NKVY7q/3d6M3wpuLEoTOBzvQH%2bHKSHIgXfHelPjaEiNGyF9fgywHI2pdbJmJjWAwyI/kWGdik5yILgr7OwB2JCeIe4yzlhEw2xJJF9uTEnfF9UVpUy7dr04w%2bH8DUCG/uBBrQ1%2bIFW1iiStESML092Ou/grmlvtE%2bI7Lzt%2bFivZLaJtJLHY9iZO4QVW173P6jHh0/QM4mJ/gUoYfb0rQ%2baivmXWxuKuxnrxVGi0a0Cme4CpDoQGUezrQJDZ2JD6Ia5nRTGZFs1iYyP2yFJYkIvcnBFIqpidGzJC7bIpcZ1MuRPozExVLZ6AnUWKAYhOdiS4II1w0ID5eRiDRjgQBICzMHCcJcB52JyTaq0nxulvdVyj//xOA5HgLanM9qU%2b055y8SL3MWHmYKZEiis4uJ7EQBmia7ETT4HXsxGcnxliRFe%2bIsfFOVLRext5WEqQw4FpJjKy/ar7syODLVtkK1XH8sreM/xofEkd4nStx0RS72VDmasVgpOhEYTq3yzK5V5rKg7wkbqVFMRwfQIW/g6i/IQ4ifEmWuhRYGdLu4co5SYnhAkCUxPQoBQDZAQKAHalJ9lsMCJMRcPHSx8tBRfa/2N54va3uK%2bb%2b/yy%2bOcNS5t%2ba9hzbbwHwshOkM2yoKXakNMFcUBNxyPegKssV70BtjMRSahq/irbYywgxHA0lIeSluGAm7Dij%2byoWIjr2Nuqczwrhm9levr5Yy1d9ZXw9UMOvR1v4j8krEpNXxQfkkmVjQoa1Kc1%2briwXZPGoooinpVncy05mXgDoj/am1MeOCAuxwerHRSQli1iIhXWWLRPsLKpvR2yyq4xABOFZ/sSJCCYJA%2bIFgIhIC9y8ZHScxf1FivFJNPiH6CmKb0g1pSn9W/Fry7b5OwB2KHmYHyY6Ro2CAgNKU8woi7ekLtuRzDQbHHzVMJVIqWPyKipqz%2bHocIL0BHsCA3XRMduBuuE2zC1Ooq93iBx/CzFBffxKXOCvxPt/c7Wf/xIX%2bKuJi/x87BoPyvKpkfnvCPHlnJMtN1Kiea%2b6kHcqcniQm8jN9AgBwIdiT2tCTHSwUjsmY3CCPFvZ276upKUFEhnrSEyyGxElkYRn%2bhMTYy0gWMnVguAIS8kF%2bgS7nKYkSlcAMKQ%2bVZ4r%2b74xTVG8uVD/2%2bIVnVcU35lnj1KQpMCI4DOkpWpQnmxOdaoNhYliLMINsHI9ISNwWOLm66iqfgcN/W3Y2BzB2vYQOubbtgBwcBLN8DEi3l2fL4eb%2bc1Qx9b5rcz%2bby%2b38/vrAkh/He%2bJWVIofr1siW6Z7dEwTz6oSef96jQeFcRzMyOYvmgv8hRx2FALa7UTeGicpFhWYH1sILnF0QSE2RAU50xYSRRBaWKGJKkGBJtsmTQ3fyNsHTUIcf4WgOpEIxrTTbfmXbH2FDPfle/A%2bSLnvx8Xzhe7oBQpghbtd1ZUVIXkYC2xwyKEafaUZbgSFKCLm5ghC/HWeurfx0BnGxYmB3AXYbSw3o2qzmskiGYMNyQSJ9F0oyaLv4x18dvhFn431MRvhxr4rYzC74YqeZYfSbHOabJ0VSm3lYgd5s26FP5GZTL3C6OYk1TZEGxPspMxAabaeIgTtBKLHGMral4RR2a%2bKH%2b0A5HJHkSWxRKcKgCEmMkxxtNPXxqlgYnpUUIdT1ASLasvSei/1XXLLdqfL3JipNqX8eYwJlrCuNoYwrWmUJTi3M8S76dJROhxgr1k74YYMiIB6M5kAz1NSSTKng3y0sZOZycmqq9iqLoLR0tlbMx3YKy9nbr8IG4OFxLjK/oQ6c7fZrr57aU6fjfSwq8u9fCLwV5%2b3lvNx7Up3C%2bKoS7Qiyx3Z6qDvemIC2ayMImpzBCupnhzzt%2baVGcT4m0VPkATG7HG8Z6GVJ5LIFcASE11JTVHZr8ygSgZgXjRgFiZ/5BQUywcNGQjKb74OElpjMG3AMj8N2aY05ptS2%2bxK5drA5nriWN5QLZOfzLL/akopYfokxSpTWLiScICjxDrqcP17gx%2b/t4095d6Kc/3IVfUNi3QdOtr8LMHvouRxsvYGr%2bOlc4uanOCuN6TSbp49EBLDf5lrJ7/nm7iV%2bPnJRaP8qOJSX54aYgH9Xl80F/LXFk6TbEhlIUFkCerrTEhmP7UIDojnMl1E19va0imoxERkggdz54g0duEiqoECsT7p6eJFkgMjq9KJjrTjwTRo4QEO8LCLbBUAKB3gOgtDTCgMk6x%2bkyoSzEXJojo5ToKC9y5JCBcb4mQEyknWtJgpDFJYVpEBisT4noYT5PjtJWE85M3xvj40SW6qyPoqghmTNJgsr8J%2bicU/9PjZRxMZRw0dpAV4cRlicvlCY4SaZVZq0nlj7e6%2bPl0L5%2bOD/Ojq5f4enyAjzpq%2bVFXLV80FfJmfjwzKWE0BzjRH%2bfFuHS3KdxZHKA2yfbGAoAhgcZquIoGxLgbUlwaS7aofmqyM2m5wSRUpRCZ4SvFO2yBEBJmgbmdOsYCQIzraQoj9CiNNhQLbCJiaEZNsgUN6da0ZNvRVeAibHAXMDzpKfJAqSDKlPxIE6KCThLkdARP4yPEe5mwMnaODzZ7udoWz%2bXGKJYvFlKd5omN1h5MtF8T87NLANhOtJcZQ7VxVIqPMJIsXhFgy%2b8XOvhquouvrjXwq4Fqficp8b9ayvnninzeiQlnwdODVgtzSkwNGY7xZ6UhlUYBMshEjVQnU5JsdfHQExFUUybJz4zy8lgy0nxlHJ1IzQshXsRTAUC8WOG4ODsCJSKbSJo0VQDgfpqCCF3RAUMq4hQf%2bZsKCObUpFhSnyYgZNrTkmVPc6bd1s9Kbfme9FUFUpRpjZ%2bovuKTYB%2bLE7IRvJg6n8VgZQDdBW4iIEHUptjga30ca5M9OEoitNHZtfWNUXW6BwWR5qITe3HTUuYLMUT/dqOVT7tz%2bKw8la9Livk0t5QPUgt5GJfNdHAk5308uBDlJQ4ylMmSaDFAloSYqhFlqU24XF01j%2bCnvo/UAAsqFCKY7iOpz4mUgggSGrKIzlD4AHsiY%2bzxDbLA2Pos5oaHiPNUJTdcn/xwPYoFhNIYY8rjzSRIWYg5spTtYMW5JAsBRQxgkqTByc5Ebg1m01nhS7C7Cq7CAH9rxVdhalv/g6M%2bzZaaBGNa0q3oyXciM1T8tmwBG8v9WEsmsNHeT6KvAYovWPytjnPmwA%2b4mB7A724qGFDL72b7%2bY14gl/19/J5SyM/ri3lSUU6a4VxTGcEcSXVl94EL1LsdIgWDQk1ViHY4CR%2bAmSUzhHifIQpxRFkSwROinchVTZGUmMusZnBxMbKVpDjHWiOsdVZbE2OkOCltvU/UFIDtcgO1RcwDMkLNxJWmFAYKVkk2ozSWHPKYi0oj7MUALoSmOtPp6PCm%2bRwHTysFV82quBtqUqEhKPKRIVrcmCsIZTVoUz6z4UQ7KuFsel2rPV3Y3F2Dy6Gh4nz0CDcUQWdU2KONPbzQW8h38y18JsbHfxpsZdvptq4LbP7ZmMOn3fn8UZ5NLfEz19K9qXQR5TcTI1wSZEBOseIMT5Bsulxko1O4WulS0ZGAFkKBsS5kpAbQUpjPvHiPOPjnYlLcMErwAoTaw38XLRlhXtQn%2btLXZbYeznn0l2pSHGiItlJPI4TdWnO1KU705DpQn2GM0pDQu2LjRE0lblRKisjJcgQP2tVghy1ifa2IE/890BVMA%2buV/DJnS7uX6%2biNM0FSxkDO/29WGvs46zyyzgbHiTKVU3uU%2bbwvheI99Dnl1er%2bWamhT/MtvGnuTZ%2bKZ7g4%2bZiftSaz7OaFG4JnZsjPYmU%2bOttcBofPfH/ZieoclCj0lGHLIuzuKsfwUvcoImJHgZGeljb2eIjwSo%2bVZEGXYQBLrj724hfsaKrtYK3H6/z0XsP%2bPDZJu89XeXZ/XmebE7zeGWCR63To5IAABOLSURBVItXuL8wwu0b/WyISK9OdKHUIWrYWxtCU6UXDULx1jxPobmsNLuzBDsZEOZmLCIXy4/v9fPP713lo/UuYUEEfnaq2OvuF1Hcy%2bk9L6J37DUB7hhmGntQOfYK%2bjoHqI1349cihv9yvYt/Hu/ns4Eu3qg/x2ZVCbNl2RJ/Q0hyssBFDJKL1lEyBfhub30uyLY5L10tsNXBS0NGUk80wcgYbQ0tVNQ10dDWJyIuTpJhMNHRboSGu5KXl8CbT%2b/x5z/9nr/97X/461/%2bzF/%2b8if%2b8j9/4H/%2b/Hv%2b9Mff8ac//IY//v4b/vDbX/O7b37Fb/7z31BqLZMZ7IygodWPc6Uu9JT7b1EnVny1r7UajoanKEv3590NAeCdCT5Y6eRSfTSp/vq4GCgLA/aivv8H6Bx9BR/LI5hr7%2bHI0ZfQEGC0dPdwPieEH1/t5KP%2bDj7pUHw6XMnDmhL6k8PJdLPF11gLL/3TVLhqcy3ClLlYaybE8Q3JVih1lnWoe5Ika22KPayId7QSpmmjKUD4BQWTmJFFbLgnyWGutDSU85Of/pi/8Vf%2b%2br9/429y/vf/On/9%2b/V/%2bV9A8a9Se0c4LQNhVHV4UlJkT0OeO21FftRkeoq5scbN%2bBSu5ur01afzw/U%2bPtzoZrIjkZY8r62vxi3Vd6N16BX0Tm/D2/YEVqYHOK66jRNqOyRCH8bb257Nnmo%2bGqjiR%2bereFqfw52KZC6lBlIW5EC8na6kQ2NuJdlwO92RNZnT%2bURXLkY6c87DjFgTdQpcTOgKc6JJrLLiA5M0VwtiwoLxDo3E29cbf4nYhTkpvPPWY37/h2/4459%2bt9XxPyg6/sff89e/ChO2jjDjb38Rhvz1H6AodQxGU37el4JqewrFN9eJURhsjmCyJ52rndkUxLhiq3NUNEGXhYtl/PDOBRaH8rjRl0u5KLj52f1b/6VV9%2bQr%2bDqewdnmNKYW6rgFB1LQ2EXdyCzjPS08bUlnqSKWhbJoJsXVjUmevxDnxGCIOVMxlmxkOPIkz4N7WV4spXozKtRuDLAhSzxBg58t15L9mcoN43JmKB3ZccTERhEYGkp0QgKp6WkkpqVQnC/brL6C7pYaxkYvcGmol7nJMR7cWebRvTXeeuM%2bH33wjJ988j6ff/YxX33xqYxAfzDFHS6kFRlL5BT72ODOxZE4Fq4W8PZyF8tXakgOssFK8zCFyT6sXDnHyuUSni12crE1F3v9E2JAVCSpBZNTcY6cmhYKm/touXyLS4sPaRiZ4drQIL%2bdbeKriwWSDTL4XDbPkyIf6bQNsxJnl5JseVrgyVsl/jzO92NNfP61eG%2b6Qpyo9LSgJ9yFeSn%2bcV0609XZ5GelEJ8QR3JaEhnZ6WQX5JCYni6MiCBAQDHQOsupA3s4c3g/huoqOJrp42ZlhL%2bbHTGSQdLjwshPiaEsJxmlxlZfyhscSM3WIilFPHSzDz2j4YwPJ4sTPM8X704y1lWAt7UWzrKmylI8mBbv/8PbvVzrryQsMYWc1iEqBiepu7RA7dAUVX3X6L2%2bzKWbm1TLz8O9AyKGzfz3fDN/mTnHN0MZPM1x516OK/el628UevDxuSDeKwvmcYE/mzmBTMt6HIzyoCPUlStJ/rIxorkiOSI7I4mU9ERSMlKIS0ogNjmJqCQJbZnZRKZmEJaWSVRqFi4ePhiZmHL0wH6O79uF%2btEDqCjv4%2bShPage3Y/miYNonzyEUn9LLN1NIdSJAFYXuFNb4UNHdyD9HaGsXS3nqw%2bmeGdziFJ5Q3ZiT11MVGjM9WfpagMtFy5S1j9L/ci8dFqu/ZOc6xqlY/wWowu36Zu4SculWZZXV/l8rJE/L7bz3zNijq4V88vzifxEwsjH1aF8Kh7jZ82RfFARKgAEcUcCz1JWEJOiE8OxvlzOEJHOTiIrO4WiohxSpfOJKUkkpKYSnZRIfEY6mcWlZJdVkF5USn5VLfnVDZQ0dhCVki1b6SiHdrzGsf17OC7MOClH5dBeYcg%2blKZHshhpT6Ku0J2cVGsqK/zo6ouit0vmtCeR9%2b9e4PN3p5k4X0SYq7HM/GFiQjxpG71O49UVmi/P0SI0r78wRkP/NXqk813Xl%2bi9tkD32BzXFu/w9O1nvHlznD/Mt/C/Ky38eV7i8ngp/zKYzlfdis8Ok/lFZ7JE5hielkXwoDiSu9LxGzkRtCeGUpyeQExcNBHRYoLSkklOTaawMI%2bq6kqaWuppaG6gpr6G3t52KurqKappJKeqjpSSavLrOwmOS0VTS5t9O17nwI5XObxrB4d2bUd573aUrs1mcW04m4YSTwKD1Mko8qW%2bK5zLAzEsXs7no/sD/Pz9GZauVJMRao%2brmYhS7yj9N%2b/LnN%2bgUajfMDBJ4%2bgcnRMrXLyxTtvItNw/wSVhwa27j3j6xlNWN9d5tjDBv00187elJlhs5E%2bT5Xwjf%2bO3Y4X857A4xLYU3q2J541zicwUxFIpqzIrNZ6c7FSyMpOIjo%2bSzis%2bG8imtqaCVim%2bvb2F9s42ahprqWluJruyRjrfSVJJDVF55aRWNJJc1kh6vbAhMx9tbS0OCggnD2xD94yMwLWJbCZGMmiXGfTzO0NUoD6FuS4yFkEsXczhizdH%2bemzMW70F1AitrPuXCkL995kcGqJTqF3%2b%2bgM3eM36Z9aZOj6HLNLq5y/eoPWSzcYX7rHrduPuPf4Cesba6yvrXB35hIP%2byp5r7eY25Vx4gni%2bLg7g2dNaUwVRNGRHEp9QghVmTGU5KdTX1VIU3URve3nuNLfwoXuBpoaz9HaWkdXZwut7a0UV1bQ2NFG/8go5c1d1Hb1k1PXQXJlM6nVHaTWyqnrorB7hJLOIeLScwlwNsfZ%2bCRKNR3iAtsiyM11wN9XTRKXDUV1kRTXBdBTE8Zbsgk%2bujMgcbiYsY5sVtaWWLlzj8sz8wxcm%2bXixCxXpmYZmZzhyvQCixu3ubawygUZgxsbD1m6fY/N26vcv73A3ZVJ7i5dZWV2mNXrgwy3lHK1SwrrrKS/pYz26jwayzNprMiiu7GU0Z46RqXg0Z6GLQAuXWhmuK%2bFtrY66Xwj54Xyja2N1DU30jswwNXr1xm%2bImN4cYzOi1eFhZcp6xymqGOQjIbzZDT1kdU2SNXwFPkNbXi6O6BU1BBIVb1463RzoiQ9xWW5yhMSaGwOob7Qj/7aBOYHC5kfyGVzfpAHj%2b6zurHK9fmbjE7N03d1hqszC0zL7dm5eSl2g7sP7nNjeYONO7dZX73F3fU57q7Ncn99lrWb11iZGWHjxghTl7qYGm5jcriVK711W2dmtFVuN0vRtVzua%2bSSnOHuOoZ66qX4Zjrbaulor5fuNzF8sY%2bGliYGR4a/LX5snEE53cOX6bs8QfeVSeoHrlLZd4mi7mGyWvrIbOsnu0NA6RsjuaIBpfQ8c7IKHIlLsSAgUpeAJEuZmwDqZSTqcr0oSnSmNsub7qoY7kghDx6sc/v2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NdNkA3qgsxmZOMzvgwDCVFsDlKw1e1hXjQVY8n3bV4wpp/rTYL6d4eOOPhgW1GhnT%2b0%2binlBczo9Ebfwb1pz9FWcwZZO/zQc7BvWhk/jcWZMlzBeUpGgCBe%2bVEqIhQA6jOiEFD7hKArN8Ev7oVlo1QdnKcNLxlD3gHQIcEMMfHRT6KLtF/1zaYsRS6m1vCjylwZLs7kg/sxUxuGi5VFeJCaS6UUcFQMFVSfT0R4%2b6GdC9P9MeE4HZDPp73NeAJS9/V5hIUHTyA9sQE5AZ%2bigtMsQc9DWybc/GNqhpPlZWYr8tHwz5vDJ45gd6WWtTnZWCYA1JZSgwiD%2b1mK7yPEHYjN/w4AYRKAPW5mhRYfVJ0hQJaVlaBHPYBb6tA%2b%2b8DEGkw0IFxVSOd3wbrPngf9hx7vR2ccGqPL7ID/LGQn4mzzKtZVpXRhFg0hwTD38UNu61tkOG7G90x4ZhUpFDm6biYFY95SnSRKllIiGZLXIhn9IwfhjvwakSJv342jB8HG/AFy%2bpFzg1jEafkuQehgMHWBg2APUg%2bfgBx9AFxarwsYRWAkszfHYZ%2bc06wkgc8IQE0SQBy5mcfMMVWVuS/BCAXn/cr0cABR3/jenzyH%2b/BlpXAz9UVp5kGg5mJmMzPwlhmKhoCxRQYiLiDh1AcdAID4WE4x6lzjLCvZCTil9YKPO%2buwYPmYjxtq8KT5gq8ULEp6mnG69FO/HpxkmapxE2%2bfy%2bfkLISoKqvkucGB5pqpQdEEUDqKX/EHPGWJ0ZLVwIo%2bh8AFK5SQE1eKsb7OjUe0K4pg0yFFQDmxaIRzoiWmZ%2bp4AR5eNcOeoAN9rq544C7K9L996OIXlB97ChG48JxsSQfd1myvqBzn8tOxeOmavYJpbhbkodX7ewUmQoPGgrxihXm1%2bEe/ELAv/I3/jY3jL9fP4/XU5242VaKbxjMhexEdDbWyHODvQ3VagCH9yAjOADRn3oh48wReXXoLYC0//58QOGqYaiCspxYBrCiD9AAmB9UybUwpJIKEOcD5sf6McWDbowIQzp3OfKIP5SsBHOZSbjEqvIF13l6wpVSBe62VOPl5BC%2b7WjG7dJs3Geuv%2bTzn7sbOSipuNNskpRNeM0c/5Up9vfJfvzj2jkqoQ03GvLw585KXMxPQ2d9NWWbh%2b66CgKIkwCyQo8jxt%2bL84I/SgSAdAEgQQ2gJPM3F0aWALSsbIXL2MCM96qrwOxKD/gNgE4qQYVJjT9MTQxhoaYCE6EhSA08gtboMFxijt6s5M7XluEZPeUvbKdfD/exyRnFo/oK9gk5%2bKaymLvfjTccrf/KnP%2be4/F3dWX4pb0Zv3Y145%2bL4/gnFfDTUBNuVnNc7qrGDaaJkr/VUV4grxlWpMVLE8wJP0EAnrIZKhYXRzLeBdC8GkDBiitDy7NAUrQEIKrASgAzqwAschoUjyIFZoZ6MD0%2byOqgwvX8bEzlpqMhLpp5noxbZXl4UF%2bKb1vr8aKdEPr68JfeXjxmDn9dVoDzifH4PDkJtwvSoTyyD3dKM3GTB/aMqfFrTxP%2beXEG//hykdNkPR425uKH%2biIsNldDWVsJVWURlFXFqKSPRB7yZfk7JRUgeoGi2GB5fbBOXB4rTOUu/1YBy1eHigSAbDWAjNgITQqIRoh9QM/vK0AAWBjsVAOg/GfHBjA7OYILNeW4U1OKjux0jCRG4zIHo7tV%2bXjWUI4fOtq4k0P4rpHlLT8Hl7lSXVxRtHsv5tgf1B72w9n0ODxm4DfyU/C0Jgd/XxzEr%2bdG8UNvLe435eFiTSEGW%2brQVVuBruoydFQUEkCCBJAXHYxYmmBi0D4UxpxaBtD8OwCaCHwlgFYCkONwSVocxpZToE1eKJXDkKYMCvN7BwCNUAIYHcDCzDinxB48qKtEHwE0hZ3GecrzZoUCj6qL8OemOvyoasM19hq3K0poiEXojIlBd2wMhln%2bLteV4HpHPe6za3w8rMR1AnjYSCUs9uE75v6d2hxMNFWiv6VenhPoYf6LeWAJQAF7i4Sju%2bW5wYJoAkhbAaBkReD5miUu3mpKYdsSgBo67EiPehaYFdLvXgLQiRlNJyjyXwIYUgMQV4XnxgaxMDWKz2ZGca2pBuM0varTx3COB3e5IBV3ynPwXVMF7jLfzmcm4FpFMc4W5uNsTQ1mi4sxnJ6GRcr%2blrIBX3e14OHsEL7mRHi5LB3fsVP8lmXy66pMTFNJ4vR4F5XWx0rQXJKLyvQElkFfFMaFIZHdYBxb4jzOA%2bICqQDQUpgmR%2bLlS%2bOa4Jcukb0LgDV2qJu7KgG8rQJTmmFIlkFhgixXAsC0JgVmNADOzY1jsbMFN%2brLMJjOpopNyoXsBNziZPiY3d5icjgu0bgW8nMxV1CIK02N%2bIrrZkMt7tRV4VFrNf%2buxAIPajIrCueLknG/uQiPORB9XZ2FSfpJLwF0VpezB6hjfmejnCoTVaCA5Tb5%2bD6mgQ9yI46rrw6JC6SaFGheCn4lgIKM5SvEohlaU5oSJQGIRugdACv7AE0VkArQmOASgPOzY/Kc4iLrfh89YCAhEmdzxFyQiS%2bLUzGVGoNpjsuquEjKPwrdYaFoCQhEa0AAKnbvQYnfHpTt9cN8ShIe9tTg89JUtsxURr0CX5WnYYhdYi93XlVViiGmQhMrjQTgT9lTASk0wBj2Atlhx9RnhpcAEGjTSgD56cs3SshKUKTuBdZU0DgGO9s1KbA0C7SpW%2bF%2b5TIAtQeo5GU0WQVoghLAzJi8stRTV470Y/5oCT%2bNkaQYzOex7c1Lwlx2HEa4hlglkj28EeW8Hek7fFHkvQ/NBwPZ6mbjaQv7gpkBPB9tZckrwvX6XHxVk42rpWnopvOLq88CgJgDRADyfIC/H/JjQpHOHiD6sKfsBsVZobrsJQWsCn61CjSVYE0Za%2bcgjWp6ZQp0tanPCPWuBtApd3t6qBvTo/2YZxUQAMSl9MHWWpTR0WvCTkIVGYphpsJCNhujsiwslmXgVm0Jvi4vwTVFPu4XV%2bBxSRkel3PVlOE5jfbFRDce0wPuclD6kpPilZIUfEYfEVeJhQEqK0swwl6hMT8DFWyEYlhC8zmd5oQfYzrskt1geVLYMgAxDywF3shG6rcA1D7AFKACutQKEOcDxVlhAWB6lQcsVwHZJhPASD8WRBkUAHo6mJ/VqOUPlEedQeuZk5R7OPqZEnMchS/UKPB5pQLXyhT4gvPCXEYqhuPjMMHZ4IIiDd%2b0VuHZcAuejLfjDg3wankqLhYkYKaxUgIQV4bE3SOjHIUlAKZAzJH9yI0OQT7dP/LQTnl6vDQhRAJoFiZYpFZAY16aei1DeNcI14iLDIOdbRoALXKNCRADncvnA5Y7QT5OauBMjagV8Nn0qOwO%2bwmgkV9YnRGPYnaGTadPovHMaXRwl8YUSVgoy8Z55txZ5vBZNk%2bL%2bQpWBQVus8l5PtiGp%2bMdeD7bh7s91bhcnMj04cTI3kTcKdJRUSQBjClbGUg6ipOiEHv0AHIJuzguBJEHd8pzgyXxZ%2bTVIVkG/1sA6SuaIXpAU1YM%2bvjFSwoQa0xcGWIKiOFnqRmSswBhTIj3JIA%2bzE0O4%2bzUiITS11iFBn5pR2UBMo8eguLAfpQFBqCOamiLOYNxesLZshxc4DxwmT39l1WVuNbciNuNtXjc3YJHHIOfz7EUdpTinCIaVwuT8Rm/V9wp0sZyqQbQJgHks/4nHvdHbmQwStlQCQWknDqIYnaD8vKYSIGi9HcB5P0eACpAWZCEHrasAsB0pzoFRlnWJsVpcQFghQrEMDSueW9K3B80LgCo7/cT1/NbKfGk8FDEenki3ot5uX8fyo8HoCXqNLqTo6iCXHzBVLjEqe6LslJ8UV2NL4oLcau5Co%2bnB3BvXIWzJUmYSQ9nH8E%2bQXMtsoVjcIcAQK9qYBC5bIHTTwcii35TzTFcVAFxx1hhzGl5WqypIIVBvg2%2bYRUE2R2K8wICQJsingCaJYApSk5AGBX3AIiLoz3qW2SWyqF4HOdnxEnUCeEDohRyKBKfF9fvavkDFhbOKDwZjOIDexGy3QMFRw6hITQINZzc%2btkkzZP8bH4mH/MxnZ2F8ZREzDJFLjWxZ6jKwbDoBfJi8aA6G%2bcGe2l%2bhQwggzNAqQZABh0/CDmhJ5DJ1VyQKa8RittlCqJPooamLm6UaipcCjpVrgb5%2bNYHRC8gFdCcHY1ejQKmNGtE3gShAaC5TWZW3CHCR3mPEF8f6%2b/COA9wmkoYamtgiarFQd%2b9WL/JHH0dA%2bgLO4MUXx/E%2bXgjx/8A0g/tQ5r/QdRHhaI1Lgqd8TFop1oqjx1FDTvINtb0fsp3WhGLLwsTcJcl8IuxMXTXl7O2pxBEGUY6WuUdpenBgVBEniaIE2xoctkM%2bcl7BcTZ4Wq2w%2bIegSaabyMNtoGjuVwSgsYLNGkgpsI1JQmh6FeuBtDECVHcEdIuT5Is3SwlgIgbJMT9QSM9KtkOn2crLO4lyk5MxIYNxti00RTKkYuYr25AowicaZCwZw/SDuxDhI8XTu7chTBvX4R7eiGYCgnZtRM5gUfRTfOcVsRx9zlLlKXhq4JETDW2oL6iXNZ9VXWFvD1GVZ7H3T/OfA9VA2A6pQTtlzOBIuKYvE%2bgnopqzBeBp7wFoHhXBaISSADJ8ZEYVIr8F/JvxiQ7whEGOc7SNs1AxXwglSA6QP49xDF3gnDGOArnpGfizMkQ7Nt9AKamTti8yRRr/6SLjIIW3L7zZ6giItEcFADFoQPIObQfeUcPI/PwAUT5%2bOCYmzuOODoh0tsLjdGhWChm45QfL5ufuxyKruYloD4xAw11rbAytoSLvQt27/LBmSNHEEWTFXNANgG0lSq484HIPLUfRdFBqExRd4N1imTUcz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\n

\"skale\"

\n
\n

About

\n

SKALE is an elastic blockchain network that gives developers the ability to easily provision highly configurable fully decentralized chains that are instantly compatible with Ethereum.\n
\n

\n\n

Powered by ThreeFold

\n

The SKALE and ThreeFold collaboration focuses on solving scalability and decentralization limitations faced by Ethereum and blockchain developers. The effort empowers the SKALE developer community, and Web3 developers, with the ThreeFold Peer-to-Peer Cloud, enabling them to:\n
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About

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The Solidaridad Network is an international civil society organisation founded in 1969. Its main objective is facilitating the development of socially responsible, ecologically sound and profitable supply chains. It operates through nine regional expertise centers in over 50 countries. Solidaridad seeks to transform production practices to promote fair and profitable livelihoods and business opportunities, decent working conditions and a fair living wage. Solidaridad without depleting the landscapes where people live and thrive.

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Mission

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With more than 50-years of value chain expertise, and an active network of more than 1.5 million farmers, miners, and workers across the globe, Solidaridad can play a transformational role in designing systems that can leverage technology to transform smallholder livelihoods worldwide. We are developing with Threefold a tokenized platform to incentivize communities to directly deliver intelligence and impact to companies, donors, and investors who are committed to the production of sustainable commodities, and will directly support an inclusive data economy for smallholder producers worldwide. It seeks to prove the concept of investment into impact and empowering communities as purveyors of their own data through the establishment of localized “gig” economies to drive producer agency and access to finance at the bottom of the pyramid for the larger development arena.

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Impact

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By accelerating digital transformation in developing countries in ways that put communities in the driver seat, we will help to transform the livelihoods of hundreds of millions of smallholder families, by helping them build up the resources and access the services, markets, and finance they need. We can support a much needed planetary transition towards a greener economy, where farmers receive a fair share of profits and are encouraged to be better stewards of our planet. When we decentralize digital access and services, we can generate millions of green jobs at community level for youth, minimizing disorganized urbanization and building meaningful livelihoods for future generations in rural communities. We can also contribute to the increased resilience of regional and global food webs, and ensure the food security of current and future generations.

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Powered by ThreeFold

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The values of data sovereignty and collaboration that Threefold embodies are central to our vision. We want to reclaim sustainability back to the communities who are the real stewards of our planet, and in today’s economy data plays a crucial role in achieving that vision. We are working together to tokenize farmers’ data and design innovative solutions that help them access services while retaining full security and ownership of their data. Through the Digital Twin technology we are able to deliver a completely new pathway for farmers, and help them generate and market real impact. We are working to set up a development unit within ThreeFold’s Cairo team, and co-design the Internet of the future for the world’s smallholders.

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What's the Latest? (April 2021)

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Contract between Solidaridad and ThreeFold has been signed and is being executed. Project Ping! will involve sugarcane farmers in upper Egypt and is currently operating as a feasibility study for the larger project to be formalized and initiated.\n
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Solidaridad has launched a Fair Data program. The Fair Data program hinges around providing services in the 4th industrial revolution where ThreeFold technology will help to achieve:\n
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Join saving our planet

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Our vision is collaborative, we need to join forces and build a global coalition that shares a vision, but also a common platform with sufficient scale to upend the existing industries that extract value from our planet and our communities without providing anything back. We are interested in finding companies who want to change the way they source commodities, donors who want to maximize impact, and innovators who are looking for pathways to scale innovations that can work for our communities such as innovative connectivity solutions, content and analytics, infrastructure and match-making solutions, amongst others. We are also very interested in seeing how complementary currencies and local incentive systems can help communities adopt best practices and support the global fight against climate change.

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JQmoSPJDXiINWI3pqKyMRlvtInTXMXTVMp5AaPpaGAiECIBO7QGUcJ4igHR/OdeXHcK3qfwR7mrFR7tZIcrNhpYbO4wPl2DfnlG8dHUvrs1txOunVuP7h9QB7h/G84dH8PmNWVxaM4QTZHInaOA5PlyNEz1l2FkWj49mV%2bJAZx7aaRUW5L%2bzrxz7J5pwY9cEzq3twqqOfPSUJqFBHYpmUkFdRogIoK4mGQ0NCeisW4BeqnuCwFNoBlsJQK0EoK2WSkBbE2xOD5SWoSR/brgwnK8W3tFRWPPJ3naIdrVGHAEYas/Azq2DuHBxB269tBOP5zbgh9ePURc4js9v7iXn34ybO8dxZrQKu9tysKUuGVvLY3C0IxvPyTAvTlajyN8K2SFybBqswsltk5gc70RlcQr6aSjqL09Ec34Y6rKC0URRkuJDtR%2bN9powdNfroK%2bRobeB8T31TDPcRn5QJwHoqCMFtGgJoC9PekusNzeEGyoK43M5V8R62fIp5P5xnjYIIS9oLI3H1nUduHhxJ%2b5S3X/w8nb8%2bPgknj08hj8QgA9e2oHrB6exkpJryovB0hwOEyTrWzsG8Udql2cnqtAQIyegRqiKC8WxNZOoqipFUnwUOgvTUJcZgSqVD92%2bEm05wQQiEPVFcVQSduil5Pup7gkC39NIADoYdSMJAJ2y/jYtAQyo/UUAAzl%2b3FB%2bIF9EU1mcrx2fFuCAeB9bBLpYIiVMgaObh3CVpr671/bgszsH8D0p4IsHR/DxtW24MN2JozNjqK2rRHNpHkbSojCWl4RPr2zF9zd34sJUK/ozA1AW5oCcUE9Mtddj31gvNnTWYLQmmzwgClUp3migxNtzQ9FWEI624ng0q43RTzU/0CwG39fMNEu6yA8aJQB0ygY7tATQlSH9XqAv24drS/Pks%2bhFFse68Tk0j0d5WiHe1xYpNJndWdeLNy/vwr0rO/GFYH4PZ/Hd26fxKcH46MohPH/vId57%2bRSODdRjOi8O17YuxS80K/xwZz9eWtOPNtry6uI8UEbftyzWG0uq0rC8QYXplkys78pBfxEZIUFqzwtBB4WwMjenm2CAan6IIAy2EIAWplnaTX7QJAGgUzbQriWAwihpGyyOduYKI51JAXL05yn5wmhXhLtbIDXYDhn03Ln%2bMvxw7QDevXcMX94gAHcP4PnrR/DT22fICGfxweVtuEEzwrGxGtzdPYLnt/fgp1cO4psbB3Fz7RL0qoJQST2%2blrpMDamsnXr9VL0K%2b5eUY0sXqaY6GT0lseguCkVHbiAqwtxpTLbEENW8UPdDrYzvb2Wa0V7ygxYJAJ2yIW0VEO9nIwKI87XmkpS2fHqQHZrSvPgm2sbiaSSNoV3dl0DsJqn%2bfG4bvrlzAh%2bdWUfnTvzwxiH823vn8KcPaQy%2bvZfG3z48nl2OT89twnc0M/z8%2bin8QvPBk9lNWFGciOoEP/IAH1RwcjQleGK0OBorKhOxpDAGg6VxGK5JQU9RCLoLQ1EULKcx2RpLqOaXtBOEdsYPtjHNGAHoewGATtmwtgBCPCxEAOGelpzSxZx2AXPUpnvz7bkBiPGlNqiwgqO1IdaVZeCHAyvw1oYhvLNvEs/u7sZ3Dw/i3z96Gb88uYxv783i6YXNeO/YKjw5MIU/nN2O71%2b9gJ9oWnz30AasLE5DVYw38kPdkOphgjoadyfIXIXooaWoIycC/RXx6CsJRyd1hKbkAHQUmkMwvaUUdPKD7Uwz3k%2bm2CoBoFN7BWRFSO8IqSNdubRQJ74wxgVtmX68KsQJAS4WiPC2gbeTKcriAvEtDTX3aLz99PJefHNrPwGYxR/fv4IfH57Gt3eO4tNLu/FozzKcoN5%2ba/0Ifrx/EV9dP46n5w9iV2sJ6hMCUBerRLzcFG2JfpipTsPq2nQMF8eS7DmSfzSVAZ20CHVlE4hSAwx1kgLI%2bIa7GD/cyTQTA2SIbRIAOrUHUJHgJQIojfPkapJ9%2bNZ0X9QkKvhkJW1lHtYigDCFDZQ0Gb60ZhDPTm7CU5r4vrlFxkdt8OfH5/HHt1/Cz%2b9cxSdz23COWuEUzfQPD63Hk51TeLR5BV6lvr%2b%2bLhe5vi7I9XZAEq28jdGe2NasxtbWXCyrUqGnMBpdRVFUApHoLohAZxY9rrDAECU/QsZH5scTCM3kIBliuwSATtmwtiYYr7ST1mE/Wy5R6cCXklNXxiv4OD972s2tEexBs4DCFh6OJhgqSsO/3T6Or%2b%2bewJfXqRW%2bcQI/vXEa//7eVfz87jW8QaWxhVbdo0sa8Nm1E3h%2b5zx%2bfngFT45vxomxFvRTUtWx/qiJ8UUL%2bcG29jycnawX31DtL4kXAfQSgC5SQ0c2DUG1hsLNY4TqfmkP4wmCZvkQGWKHBIAUob0Cwj2ldTjY3ZKL9bPjK8icWlR%2bvDpMLt68AEAYhwNcLVCSHIZn5w/hy2uHyfQO4fvXjuOnR6fx85tztB3O4jStvxdp4/tgbj%2bVyVH6dyfx4YX9uL1nJT64cABb20owUJSK8YpsLC/LxFRVOnb1FePIWBWGSmjwKeRoRY6kBYlDcaoBaNITbh6jfSIEfqSHaVYsEUtCBECnbGm/lgCivG1FAJFetlwsDUAFMR7ozgvmS2gr47zo9glAKCkg2N0a8UoXvH1oM36%2bdQLPCMC39wjCq0fxHcXrh2nnX9uHT87txqfXhecuUaeYo9V4Jy5NDeIPc4dwbLiFks/CWBVFaTqW5idjpCQRG9ppPaY22FHAoZ9KoSHDH5lJNPDQ6ktJY4yMb6yP8dQCNVNLRCgiADplE0NaAsiLln4xkh/jzhXEuPMVyT4YLuX4klgFzQBOYoQpqBTcbRDkbonq9DBaeFrx5vHVeP7qLAXtBBQfnt%2bEG6t7cYm2vQ9O78CHx3bh7trluLdxJe6uo1V6Ygiry9ToU8WgLZVDbVwAGpOCsKO7BOvIB4QS6KTxeZBaY06UPdLiGITVV5C/YHzjA4wnCJrppf8KgJ7XchIskHYBOrm%2bolC%2bhhaRikRvvoSWoqpUalukCKEUQtwlNQQrLJEf6Yh17dn4%2bvZB2gjpth%2bSF7x2GjemunFisB7PLh/BH04fwKMdm/Fw9zbcXrsSp/u6sKYsD52qOJRH0qAT6YfGhECcm%2b7C1s5CtFIb7KZtsDsvDKFei5GeQAMPARAGn2WDIgSelKCZHhFVIQKgU3sF0PgpAmjIDOCasgL43vwQUkAEP1IZib78YGqJ/kgIcCYvsBVNMZxgVBGc/Ag5Zqc68Pz%2bcTLDs/iFusGHZ7bi/p7l1BJP46f75/HL3fP47vp5vLN3K26uWUZb4SANRJk0FoejNS2MpkEO%2b4dqsaZFjWZqe8JbZMVxCrjaiX8DgN5mSf4igEHG021rVo2KUEQAdGoPYGmJ9BciExXRXKc6hB%2bmQWR9axI/UR2DulRfdOcEIodzFwEEulFLpA2xNcMPZTQvdBYl4ZMr%2b6kMTuHH187gyzuH8ZS6w7f3z1L9nyY4Z/DFlQPUHVbiDrXCs9PdmGnIwXBJMoYKE9GbH4eZlnxM0ErcqubQUxCJKGq7rnY6yEkRJz5R/pNDIgQJwJhoihKAPiYb1RbARGW0CGBVXTzXlUsAaAydrIzi61X%2bNBL7oDzOE1G%2bDmSEdlDKrRHtb49lNVFoz/KjpSUaH18%2biM9vHcGP1Am%2bJGP8%2btUT%2bO7ReZoUT%2bCz6wfx6c0j%2bPzmMTy9dABXNy3FnqFqTNVmYaQsFUsq0jBQlkKTX4wIoC03nEBbQeE0TwTQ/wKA0PoIAk8q0KwkACMvANApm9RaAaWSAkZKOW6gKIwfK4sg2St54ddW/dlKFEd5UAskA3STFFCa5I2NrYloVgnv2lTiq1u0EV6lxeiNM/iOSuH5mxfx7OE5PHvlFLXC/Xj/xBY8PbsX7xzZiPMrerB/sBYb24rI7JLQX5qC9oI42gCjqQNEoTk3BnJHa3g66yA37V8VIHiAoIDpMdEYJQBUAsuHtQQwXhEl/YVISQS3oiaGn6jg0JDizXdlKknqSmSGuZIp2ULpbiXuBlNVYdjTlYS4xBTUzBwlmdMidP0Yvrh7HM8fn8M3NBh99%2bgSvnvtEqngND65SGa4Zx1urFuCS6sHCUADdvRWYrRChY78BDRk0xqcw6GFoq0kDeaObjA3l4l/FEGDjghAiDECMEomOEUmuPQFABqOZOPaKqBTLf2NUEtWEDdcFM530E5Osud71UGoodsuinRBY5oCebFuiAvzQm6OCrF5NTBJ6kDTvhv47NVrtPIex2d3TuHtq/vx3u3D%2bII84ad3XiZzvIQvCdCru2ZwjVbi%2b7tncGy0FZu7yjBCQ1BdRgQq0oXg0K6OQUNJFsycPMDmG8LbayFqSqTkBecns%2bMpcQ3d%2bL8MQsN92v6BRPyLXSDemyujxDOo78f7WPMZgfZIUjojJiwIsakqOMfmYWFECRZE18MkuQPGKZ0o2HoFrz96hO/unaFZ4DzeenkWDy4fwJM7J/HRvZP47PZRfELl8ejIapxd3oa7u5fh/EwvZhrz0Z4bh7LUCJRnRKFBHUfjbzQKCvOhb%2buGeYtNwOYZQbZwEeROOshM00V3i%2bQBM%2bME4J8KoBIY0XYOiPGR3g%2bI97XlIjxt%2bCBPJyh8lbxVQAKMQ9TQDSkFCyiiKIZuZC3MkppgldkLvYR2qFafxewr75IJUhd4%2bzq%2bfnQFH9w7h/cpPnpwEe/TxHj/2DqcXjeA9V0VOLCCev6SZuoeKlRlxKE6OwH16ngy03g0ZEYjvqweelZyzDO0gu4CY1KCERjTpdCBvoGM9/GWaUoKdNFcpyP9brBSR9at7S5g7hsjArD0ieSM/JP5hUGFYCGVPAutBQssB/PNgY5XOlhQKfTim2GQ0AzrvFHMj2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JQmoSPJDXiINWI3pqKyMRlvtInTXMXTVMp5AaPpaGAiECIBO7QGUcJ4igHR/OdeXHcK3qfwR7mrFR7tZIcrNhpYbO4wPl2DfnlG8dHUvrs1txOunVuP7h9QB7h/G84dH8PmNWVxaM4QTZHInaOA5PlyNEz1l2FkWj49mV%2bJAZx7aaRUW5L%2bzrxz7J5pwY9cEzq3twqqOfPSUJqFBHYpmUkFdRogIoK4mGQ0NCeisW4BeqnuCwFNoBlsJQK0EoK2WSkBbE2xOD5SWoSR/brgwnK8W3tFRWPPJ3naIdrVGHAEYas/Azq2DuHBxB269tBOP5zbgh9ePURc4js9v7iXn34ybO8dxZrQKu9tysKUuGVvLY3C0IxvPyTAvTlajyN8K2SFybBqswsltk5gc70RlcQr6aSjqL09Ec34Y6rKC0URRkuJDtR%2bN9powdNfroK%2bRobeB8T31TDPcRn5QJwHoqCMFtGgJoC9PekusNzeEGyoK43M5V8R62fIp5P5xnjYIIS9oLI3H1nUduHhxJ%2b5S3X/w8nb8%2bPgknj08hj8QgA9e2oHrB6exkpJryovB0hwOEyTrWzsG8Udql2cnqtAQIyegRqiKC8WxNZOoqipFUnwUOgvTUJcZgSqVD92%2bEm05wQQiEPVFcVQSduil5Pup7gkC39NIADoYdSMJAJ2y/jYtAQyo/UUAAzl%2b3FB%2bIF9EU1mcrx2fFuCAeB9bBLpYIiVMgaObh3CVpr671/bgszsH8D0p4IsHR/DxtW24MN2JozNjqK2rRHNpHkbSojCWl4RPr2zF9zd34sJUK/ozA1AW5oCcUE9Mtddj31gvNnTWYLQmmzwgClUp3migxNtzQ9FWEI624ng0q43RTzU/0CwG39fMNEu6yA8aJQB0ygY7tATQlSH9XqAv24drS/Pks%2bhFFse68Tk0j0d5WiHe1xYpNJndWdeLNy/vwr0rO/GFYH4PZ/Hd26fxKcH46MohPH/vId57%2bRSODdRjOi8O17YuxS80K/xwZz9eWtOPNtry6uI8UEbftyzWG0uq0rC8QYXplkys78pBfxEZIUFqzwtBB4WwMjenm2CAan6IIAy2EIAWplnaTX7QJAGgUzbQriWAwihpGyyOduYKI51JAXL05yn5wmhXhLtbIDXYDhn03Ln%2bMvxw7QDevXcMX94gAHcP4PnrR/DT22fICGfxweVtuEEzwrGxGtzdPYLnt/fgp1cO4psbB3Fz7RL0qoJQST2%2blrpMDamsnXr9VL0K%2b5eUY0sXqaY6GT0lseguCkVHbiAqwtxpTLbEENW8UPdDrYzvb2Wa0V7ygxYJAJ2yIW0VEO9nIwKI87XmkpS2fHqQHZrSvPgm2sbiaSSNoV3dl0DsJqn%2bfG4bvrlzAh%2bdWUfnTvzwxiH823vn8KcPaQy%2bvZfG3z48nl2OT89twnc0M/z8%2bin8QvPBk9lNWFGciOoEP/IAH1RwcjQleGK0OBorKhOxpDAGg6VxGK5JQU9RCLoLQ1EULKcx2RpLqOaXtBOEdsYPtjHNGAHoewGATtmwtgBCPCxEAOGelpzSxZx2AXPUpnvz7bkBiPGlNqiwgqO1IdaVZeCHAyvw1oYhvLNvEs/u7sZ3Dw/i3z96Gb88uYxv783i6YXNeO/YKjw5MIU/nN2O71%2b9gJ9oWnz30AasLE5DVYw38kPdkOphgjoadyfIXIXooaWoIycC/RXx6CsJRyd1hKbkAHQUmkMwvaUUdPKD7Uwz3k%2bm2CoBoFN7BWRFSO8IqSNdubRQJ74wxgVtmX68KsQJAS4WiPC2gbeTKcriAvEtDTX3aLz99PJefHNrPwGYxR/fv4IfH57Gt3eO4tNLu/FozzKcoN5%2ba/0Ifrx/EV9dP46n5w9iV2sJ6hMCUBerRLzcFG2JfpipTsPq2nQMF8eS7DmSfzSVAZ20CHVlE4hSAwx1kgLI%2bIa7GD/cyTQTA2SIbRIAOrUHUJHgJQIojfPkapJ9%2bNZ0X9QkKvhkJW1lHtYigDCFDZQ0Gb60ZhDPTm7CU5r4vrlFxkdt8OfH5/HHt1/Cz%2b9cxSdz23COWuEUzfQPD63Hk51TeLR5BV6lvr%2b%2bLhe5vi7I9XZAEq28jdGe2NasxtbWXCyrUqGnMBpdRVFUApHoLohAZxY9rrDAECU/QsZH5scTCM3kIBliuwSATtmwtiYYr7ST1mE/Wy5R6cCXklNXxiv4OD972s2tEexBs4DCFh6OJhgqSsO/3T6Or%2b%2bewJfXqRW%2bcQI/vXEa//7eVfz87jW8QaWxhVbdo0sa8Nm1E3h%2b5zx%2bfngFT45vxomxFvRTUtWx/qiJ8UUL%2bcG29jycnawX31DtL4kXAfQSgC5SQ0c2DUG1hsLNY4TqfmkP4wmCZvkQGWKHBIAUob0Cwj2ldTjY3ZKL9bPjK8icWlR%2bvDpMLt68AEAYhwNcLVCSHIZn5w/hy2uHyfQO4fvXjuOnR6fx85tztB3O4jStvxdp4/tgbj%2bVyVH6dyfx4YX9uL1nJT64cABb20owUJSK8YpsLC/LxFRVOnb1FePIWBWGSmjwKeRoRY6kBYlDcaoBaNITbh6jfSIEfqSHaVYsEUtCBECnbGm/lgCivG1FAJFetlwsDUAFMR7ozgvmS2gr47zo9glAKCkg2N0a8UoXvH1oM36%2bdQLPCMC39wjCq0fxHcXrh2nnX9uHT87txqfXhecuUaeYo9V4Jy5NDeIPc4dwbLiFks/CWBVFaTqW5idjpCQRG9ppPaY22FHAoZ9KoSHDH5lJNPDQ6ktJY4yMb6yP8dQCNVNLRCgiADplE0NaAsiLln4xkh/jzhXEuPMVyT4YLuX4klgFzQBOYoQpqBTcbRDkbonq9DBaeFrx5vHVeP7qLAXtBBQfnt%2bEG6t7cYm2vQ9O78CHx3bh7trluLdxJe6uo1V6Ygiry9ToU8WgLZVDbVwAGpOCsKO7BOvIB4QS6KTxeZBaY06UPdLiGITVV5C/YHzjA4wnCJrppf8KgJ7XchIskHYBOrm%2bolC%2bhhaRikRvvoSWoqpUalukCKEUQtwlNQQrLJEf6Yh17dn4%2bvZB2gjpth%2bSF7x2GjemunFisB7PLh/BH04fwKMdm/Fw9zbcXrsSp/u6sKYsD52qOJRH0qAT6YfGhECcm%2b7C1s5CtFIb7KZtsDsvDKFei5GeQAMPARAGn2WDIgSelKCZHhFVIQKgU3sF0PgpAmjIDOCasgL43vwQUkAEP1IZib78YGqJ/kgIcCYvsBVNMZxgVBGc/Ag5Zqc68Pz%2bcTLDs/iFusGHZ7bi/p7l1BJP46f75/HL3fP47vp5vLN3K26uWUZb4SANRJk0FoejNS2MpkEO%2b4dqsaZFjWZqe8JbZMVxCrjaiX8DgN5mSf4igEHG021rVo2KUEQAdGoPYGmJ9BciExXRXKc6hB%2bmQWR9axI/UR2DulRfdOcEIodzFwEEulFLpA2xNcMPZTQvdBYl4ZMr%2b6kMTuHH187gyzuH8ZS6w7f3z1L9nyY4Z/DFlQPUHVbiDrXCs9PdmGnIwXBJMoYKE9GbH4eZlnxM0ErcqubQUxCJKGq7rnY6yEkRJz5R/pNDIgQJwJhoihKAPiYb1RbARGW0CGBVXTzXlUsAaAydrIzi61X%2bNBL7oDzOE1G%2bDmSEdlDKrRHtb49lNVFoz/KjpSUaH18%2biM9vHcGP1Am%2bJGP8%2btUT%2bO7ReZoUT%2bCz6wfx6c0j%2bPzmMTy9dABXNy3FnqFqTNVmYaQsFUsq0jBQlkKTX4wIoC03nEBbQeE0TwTQ/wKA0PoIAk8q0KwkACMvANApm9RaAaWSAkZKOW6gKIwfK4sg2St54ddW/dlKFEd5UAskA3STFFCa5I2NrYloVgnv2lTiq1u0EV6lxeiNM/iOSuH5mxfx7OE5PHvlFLXC/Xj/xBY8PbsX7xzZiPMrerB/sBYb24rI7JLQX5qC9oI42gCjqQNEoTk3BnJHa3g66yA37V8VIHiAoIDpMdEYJQBUAsuHtQQwXhEl/YVISQS3oiaGn6jg0JDizXdlKknqSmSGuZIp2ULpbiXuBlNVYdjTlYS4xBTUzBwlmdMidP0Yvrh7HM8fn8M3NBh99%2bgSvnvtEqngND65SGa4Zx1urFuCS6sHCUADdvRWYrRChY78BDRk0xqcw6GFoq0kDeaObjA3l4l/FEGDjghAiDECMEomOEUmuPQFABqOZOPaKqBTLf2NUEtWEDdcFM530E5Osud71UGoodsuinRBY5oCebFuiAvzQm6OCrF5NTBJ6kDTvhv47NVrtPIex2d3TuHtq/vx3u3D%2bII84ad3XiZzvIQvCdCru2ZwjVbi%2b7tncGy0FZu7yjBCQ1BdRgQq0oXg0K6OQUNJFsycPMDmG8LbayFqSqTkBecns%2bMpcQ3d%2bL8MQsN92v6BRPyLXSDemyujxDOo78f7WPMZgfZIUjojJiwIsakqOMfmYWFECRZE18MkuQPGKZ0o2HoFrz96hO/unaFZ4DzeenkWDy4fwJM7J/HRvZP47PZRfELl8ejIapxd3oa7u5fh/EwvZhrz0Z4bh7LUCJRnRKFBHUfjbzQKCvOhb%2buGeYtNwOYZQbZwEeROOshM00V3i%2bQBM%2bME4J8KoBIY0XYOiPGR3g%2bI97XlIjxt%2bCBPJyh8lbxVQAKMQ9TQDSkFCyiiKIZuZC3MkppgldkLvYR2qFafxewr75IJUhd4%2bzq%2bfnQFH9w7h/cpPnpwEe/TxHj/2DqcXjeA9V0VOLCCev6SZuoeKlRlxKE6OwH16ngy03g0ZEYjvqweelZyzDO0gu4CY1KCERjTpdCBvoGM9/GWaUoKdNFcpyP9brBSR9at7S5g7hsjArD0ieSM/JP5hUGFYCGVPAutBQssB/PNgY5XOlhQKfTim2GQ0AzrvFHMj2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\n

\"stellar\"

\n
\n

About

\n

Stellar is an open-source network for currencies and payments. Stellar makes it possible to create, send and trade digital representations of all forms of money—dollars, pesos, bitcoin, pretty much anything. It’s designed so all the world’s financial systems can work together on a single network.\n
\n
\nTFT lives on the Stellar Blockchain. TFT holders benefit from a big ecosystem of proven wallets and mediums of exchange. Stellar's mission to promote financial inclusion is completely aligned with the ThreeFold's vision for an inclusive Internet.

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\n

\"the_humanized_internet\"

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\n

About

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The Humanized Internet is working to use new technologies to defend the rights of vulnerable people, and give every human being worldwide secure, sovereign control over their own digital identity. The Humanized Internet is building a broad coalition of NGOs, international organizations and other actors to build a global consensus regarding each human being’s sovereign digital rights.

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\n\n
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Mission

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A non-profit organization focused on providing digital identity for those individuals most underserved.

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Impact

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Over one billion people worldwide have no official identity, making them vulnerable to abuses like incarceration and human trafficking. That includes 230 million children under five, and ten million stateless people. Not only can a secure identity help defend their rights, but it can provide access to essential services like education, health and banking. It can enable them to be sovereign individuals.

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Powered by ThreeFold

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ThreeFold has technology in place to run decentralized programs created by The Humanized Internet. In partnership with ThreeFold The Humanized Internet can scale it's mission of providing digital identity for large populations empowering people in places that are most vulnerable to identity abuse.

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Join saving our planet!

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“Human dignity is based upon freedom, and freedom upon human dignity. The one presupposes the other.” Join us in creating Conscious Humanized Internet for everyone.

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zSuZwsTOHkkvmy0jldsIDTi9I5lhDPoclx7A4LZ/vQYawaOICi4SGsTohkb85MTpeIipakUDMvliUJ4ylKn82mrTXSe7z8BwLeWwqoBKiV4CV3Gh9SXlrGhqJFbMuezUEphyekKzxbOo8TRbPZtziJ5VEjKPcPZEOPvmzrOZhN3UPY4h3EatuuzO/kyHQPdyqmj%2bF46Ryuig8cXzqH6jmTKE6J49zZ0ypw5b2Bd/WegM67fC74SgajE6dOs65CJrq8OWJwyZwUAJdXZcvEl82Z5QtkDpjH0bQELqYk0VAgBpmXx7W0NE4nzqRu1iSqUyawd1Ec9ZuKuLK%2bgL1ZM1ifOold6yv44ssnPGxuft7VSxLvzASVyCjP8pX3fe7ea2TPqmL2KQQUixGuFMevypOymM7FigyuCrBbYoYNUu9vSzt8Y0MxF8Qj9uXESz8wlrp5E2VcXqoSVpcex4b5M7hx5aI6%2birO/6b8m7bP3r8C1Befmm%2bSvvzhR66dP8Ou/Lki4XmcX5HB5dXZAn4R58rSuLB8PvXS3ysN0XUBX782nwvynQM5M9iUHMWO9FguyvGRomQ2JkWyMn06Dffu/Xwb/B2%2bPabzLt8LeP0%2bz7MXL/j88VfUleexe9FM8YFUUcEiLlZmCgGSEpUZXFuXz43Ny7hZU8n1jSVcEQWcKklmx4IY9mTG8aH8zc6MKVROH0nSxNEkzc9QH4T8M/P7w03w1xd%2bc6vcK9x3/CzlOQupSpkkeTyNU8WpUuPTObdsPldFDTekJ7hdIy2v9AA3NpZyqTJL2t40di6MExImSxpMYHncUFJHBDLArwudXb3U12eUZwHKHaB/i1dk3vag5Onz5zz44glJ6fkUxEeTEzeavEnDpLRFsCNjqkR5nkhe6QekMaouExJWSBosFVVkcaJgttT8CWRH9SNxiB9RgZ6M6qHFX2uOvoUHfcOiuXTzhvo84KeHor%2bRCJ3f%2bmD012Qo8/nJsxcIC59I8piBrEqMIGV0f2aPCGJe5ABKZ45lf36y%2bEKWKGKReEMuF1fmcrQghWrp%2bBLDejPcpzODuzoyrJuWKB87ejuaY2jVGTe//oydlsiOfQd58f33v3gq9LunwP%2bL4df3B7/59ltuNHxMSUkpQwaF09/PVwaZKFbMHE3B5KHkxQwREkJJkYkuOzqMwpgRFCt3fMcPYtbQ3kT08mKwt5YwbztGSuTHBziROMCTICHA3dObUUOH02/kRPz7DOTspas8/%2b4fnwn8d4nQ%2bZ%2bAfn1eubiSj0%2b%2baaoAyhsiK9dtJnZ8HP2GxeDQ2Z9sAbc9fQLrpLytTYqQmh5F6YyRzIsIkWj3ZFZYAJP6ejPCx5kx/i6MD3RjfG8XYoPdmdHPk8VjAwlxtaKLhxczZ8TjP2AIlub2zEyapz4U%2ba2vzOn8q8Bfn1PuwSvAFcdXXFk1JTm%2bcu0mFy9fY%2bCQKNLnzSc6cQGdOgfT1y%2bQzSkR7MmKY2f2dHYvnskR6fMPSTVYMz%2bGXFFGmpCxQPI%2bL3Yw88cGkTLCnznDfMmKCGTFlMGEdDbDw7kzPUMjGNCtGz0cHOke0J%2bGu41qxVHuDv/z9Hz23yPgbYx%2b/tXPoF9K7ilvft5/9BlXbtyibu9BsvJLOH78NAszirB19GH2rGTiBo/DzT8SO7dQ4oeHcignhkMFMzlQmMjxFelcqs7jwtYiPtyYxxGpDodl1ebGUzQ1TH0IUhgdQlXiaNZMHyJ%2b4IyxhRfGpm6Ym9pjYNQJSzs36nbs4e%2bg3pl%2brch/NW1/IuBtzP0MvOmBg/L4SQH%2b8PPHHDp2ioW5RQyPnIRfn0FYO3mRm7eUPXsO4RswBGtHXwZ69WZM5Dx6jUnBwWMIPbqFsC5pFMfzp8q0N4Pjy%2bbK5LeAixvyuVpbzKVNBXy4NotaUUjR5MEUTQylNn0i%2b7NiSBoZip1jL6wcg9BYe9PG0IYWbQwxMLEjKjqW0mXL2X/4mNokKTPCmyXynwX1Hwh4c/2c18/VcqNsD504TfL8LEIGj0Lr1kOi4YjGSqIiw4uV1oNDh48yO3khLu6B2Dp0x8M9hNCUVQyflIFXz9GigkFMGjyQY0LAkYLpHF2ayLk1i7iwLleUkM%2bZNVlCyny2SAtcMmkQ2wT8qeJ45oyPxMYlBBvXUCycgtE396SNviV/0e0oanDC06snY8dF08nGkanxSdx78AmvfvzxJwz/ypvmOm/KXMkXxVkVM3vw6HOqqmsYNnoCnURu7Yys0dfYYdIMXmPpSHsjKwL6DODY0eOEhITj6t4Ha1tvLNxCCByeK4Qtwrf/VFy6DsPJtTcFceGcWZbMiZLZnFupPDnO5UzlQk4sS%2bOYNErVKePYlBTOkcJ4pkRGo/WNwt57BFqX/nR39sHZrgstWhvTso0JltYeGGkcGDchBlepEC31DAkbGcmZC5dVc1QwKF2jQsSvy%2bWb%2bzpfqMPF1%2boNRuWFx0PHTrIgO59efYdg1ElLW0NLDE3tJNpaNfLKMjJzkM8caNXeTC46lu2Si1279cPZpSe2Wn8s7b0IH7eQXv2y6T4sVVQwVs750MvdlaNLZnGuYh5nV8zlWNEsGZlnikFOZU/2NLalRlAxNZzQ/pH4DpjBwEn5eHiEUZGURG56EQEBI%2bnQ1oi2%2brbYyPjc0dCOkP5DCQ4J5QM5r29sgbXWlei4Gew%2bcLjpxU0xaeXx2WvzfvxGA6Xg1VEMTRkxt%2b3ax6ioyRJtV/QEdHtjG5UAE1lG5loMzewFuD2G5g50NLNTP2vRVkPUhFjWrd%2bCs0TfybUXTi69MLfypHtoDD2HFuAaPhev/jEi5WCsNfZUxEeI3NM4VJjA6aUJHCuI52D2DA4tmkz2xHA8fUfj3XMCyYXb8YldzbDQOKqyMli7qoJIyfn2YoKm0hVa2XWjo5E9/j37ETpwKP8laaFnYEabDia0bm%2bMmbWWweEySFVt5KPGB3z7ww8/meWb6aFTXrmWvgPDMbXuLNG2UgGaWDqpAJWlRN5QIm4goA3l4goRylKUoBAQOy2BakkVJ9dAnN0C6SzL1tEPF5Hr1PhiXHvnow2ZzciImfgPTSJ6yBgCuvfCq0sAs8KDWDgulMLYQWTHjMK9ezh%2bIZOJL91N6LyNuI/OonNABFr7AMICB9E3OAQjrSfWdt2xkdXRyIHA4EEMDx/Nn1rpo9teg247Y3QVEvQ16raDxoruPYOZm5HNibMXmivZD%2bpWSXsdAwGs5LcCViPt5mvwChGK1JWtuhQSZGusnG8mSUmB2OlJUgEO4uYZLCYYpK4u3Qfj5eRHRO/BJMzMo39sGWtW1lG6ZgsjB8aKUfaWa3XH2NqHYX0d8fOwFOl2o%2buAycxeuh7XkWk4ihKcfUdi3jkE1859GDUlFXefQAys3LB3DMDOwUcqgSMDpeMMHx3Bf7boIASY0rKtCa1kqdsOGiHCVCWjjajDxsmDiImxbKzdTuOnj9TqpvOToyv5La5upOS4EnlzJdebom9kIVuFlE6KBzjJ92RZOqtpMiAsklOnzuHtM0jMKERVQSc7b3xsPFnq4smp9DlUSYrsOf%2bQum176R0Sj2evGDx8R6nVIdCvN1oPP0xdexC1qILkJdVMyV3GoIQsIjOL8Ro0lqDBkfQbMR4je0/Mbbri5NZHSqOP5LyWcdGTCY%2bI4j/%2b0l68oRMtRQUt22lEnSZ80K5ptRQSdDua0VqWbkdT%2be0O4k%2bDyS8uQ0eJpLGyFOCWTQSYiBIUgApQhQCFGPVYzhtZu0g9dhXSXOW7Trh59%2bJOwz0mTU7GQONMa7ng//qgHWO0Ltzt3pUb9rZs9%2btF1oJKZkQtxGfwLAIGJuDTbzreQTE4d4ugU1AUDqNi8V6ymeiirWzbt599p09RX3%2bWktqdxKRmYe/qK0p1wMWjL53dg7Fx7IHGwo3MzBwGDBnB/2mhT1sDK4m6Oa30zWkh6vxAtn/RN5NlygcdTGmhEGFgjp40UooiOprbiAIEmJECTkgwUbYWyrGTCk6JtpFKkBAiwE1sBbiURI2dB6ayNHJs4%2bxN6fLVDB4WwZ9EhvrG1nQQL3Hq4seGAYO4am3BYXMNfVz7EjsqmREDp9J7eBq9hyQTMCAB/2HJWI1LxjZiNdrYWqyiyxiXU0v55u2UVW8idEIm1uIBiho72fthLdK3su8hKdMDe6ceMniV4%2bDaTcBZoCdlWtfEFl1RZksjC1oYW9LC0FyIEAIk%2bh8IaGXbQkhoLSS0M7FuIkBZStTVyFs1HatSV86LOZoo4G1cMbV3x0xkaKbtgqmYkamDSFLZFzUYmGrFI7SqT5jIsNLBxAZbCwe22dnzsZM9bnodceuXSrDvGHoMSiQwLFVISCVAtvajZ7JkxTQqiufiNLSUEdPiGVu%2bE98xaWgMvdAIeFvpLQzMXfnPD9ryJ3H8tgb2BPYNY0FmFnqi1LYSqLbym/UkXfXk%2bq3E/FpKWVTAviZA2VdWS0NJFUMLWglJOiZWLk3gBaixTfO2mRRF8hpF8hJpMwFvbi%2bRVwhwaCbBoYuowVO%2b46amhKFZk3kqlUOjmKvGFjuNNSWWVmzrpCHZyQknK1GOmKCL3zh8QqbhGppKbEwoDYVmVCxOYcDU7fiHTaV/5iq8Agagq2eKtWsfDKT0fdDOVFphS9rK//3fbc0YIe34MGmYWshxeysBL6naRsDrScVqLdfVVRRg0IkWCnhRQgsB/poABXwr%2bVxHY%2bOOqa27gJStIm8Bq0a9WREaJfLKZ/aeKmBTbfMSEjQOzeeUvxei1OqhGqhWbZSMO4kS5Ad11NgQZmzOLI05SUbGeJm5YNdrjJjgAEz7xtA/uRzfCTX4pB5jfOl2ukZnCxHxQroT/9XOWnLfXnV1PQMFvJ2A1NJS1NXBzoUOtlK%2b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ThreeFold Chapters

\n

Chapters are independent groups of people and organizations who are representing and promoting the ThreeFold Foundation, Ecosystem & Technology to the general public and assist newcomers to onboard within the TF ecosystem. Chapters themselves may also be engaged in farming, product development and investment within the ThreeFold Ecosystem. In order to start a TF Chapter one needs to become a TF Ambassador.\n
\n
\nIf you feel inspired to create your own chapter, please connect with the TF Ambassador Admin Team to get started! (Owen Kemp, Gregor Sideris, Simin Gerards, Nisha Grimes or Olivia Jurado)

\n

Cherry Chapter, Vienna

\n

Vienna based farm. A company established similar to agricultural cooperative consisting of so far 17 members paying membership fee which is used to purchase farming equipment. Can scale infinitely. Onboarding of small investors via a registered cooperative\n
\n
\nCoordinator: Wolfgang Wittmer

\n

Cherry Chapter on FreeFlow Pages

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Lisbon In Tech, Portugal

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Attracts developers to use the TF Grid and design relevant solutions to the local communities

\n

Coordinators: Stela Suils Cuesta & Osama Shihab Fitoria

\n

Connect via Meetup

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Team Orange, Netherlands

\n

Tokenizing prize money at Golf Club; offering info sessions at Club House; installing wallets with members

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Coordinators: Rob Tol & Oscar Landman

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Team Oragne on FreeFlow Pages

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DaVinci Chapter, Belgium

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Education on blockchain and crypto to youth groups.

\n

Coordinators: Gert De Spiegeleer

\n

ThreeFold Americas Chapter

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TFAmericas is a chapter to include all the Americas and in it there are subchapters from different regions/areas in the Americas. TF AMericas will be used as a section of information on activities/events etc happening in the Americas. This may include cross references to the TFYouthGroup or the TFLove initiatives in the Americas. Subchapter in Reno, NV wants to assist TFTech and TF Foundation to pursue government contracts to put capacity in rural areas, on tribal lands, in community colleges and to engage in projects with the University of Nevada innovation centers (public). To engage in community meetings to begin TF farming and other use cases for industry, for individuals and small businesses. ThreeFold KMC would be a subchapter of the Americas Chapter. The description of that subchapter is below.

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Coordinator: Jennifer Long

\n

Americas Chapter FreeFlowPages

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ThreeFold KCM Chapter, USA

\n

Community engagement and TF Farming opportunities in the Kansas City Metro area.

\n

Coordinator: Michael Gaffney

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TF Youth Chapter, Ibiza

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Creates partnerships and projects that promote TF among youth communities, and aims to make youth engagement programs a primary social impact activity related to TF.

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Coordinators: Isabelle Peeters

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Youth Chapter on FreeFlowPages

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TF Istanbul Chapter, Turkey

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Aims to serve ThreeFold in grid expansion, fundraising, strategic business development, networking, PR and Marketing activities via utilizing the favourable demographics and the technological hub and ecosystem dynamics in Turkey and in the surrounding geography.

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Coordinators: Simin Gerards

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ThreeFold Talks, UAE

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A meetup style forum for free flow discussion, talks and community engagement. Focused on topics such as innovation, collaboration, decentralization, social impact, tech for good, digital currency, sharing economy, circular economy, green tech, blockchain, Dapps (decentralized applications), sustainability and ThreeFold technologies. Based in Dubai, UAE - sponsored by Mazraa.

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Coordinators: Olivia Jurado & Adnan Fatayerji

\n

TF Talks on FreeFlow Pages

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ThreeFold CIS Chapter, Ukraine

\n

Representative chapter based in Ukraine for Russian speaking community to assist Russian speaking farmers, token users, projects to join ThreeFold ecosystem.

\n

Coordinator: Valentin Korobko

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CIS Chapter on FreeFlowPages

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Co:Inpetto, Belgium & Netherlands

\n

Co:Inpetto connects projects to the TF Grid.

\n

Coordinator: Lieve Vereycken

\n

Co:Inpetto FreeFlowPages

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\n

\"threefold_foundation\"

\n
\n

About

\n

Today's internet is fundamentally broken. Less than 60% of the world has access, it is being fragmented into pieces, its users (and their data) are exploited by big corporations, and it consumes up to 10% of the world's energy. It is powered by large, centralized data centers which benefit specific geographic regions and leave the rest behind. The ThreeFold Grid is the answer. \"Nodes\" distributed around the world and owned by independent ThreeFold Farmers create the physical infrastructure that empowers a new, democratized, peer-to-peer internet based on our values of equality (access), autonomy (digital sovereignty), and sustainability (for our planet).

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\n\n
\n

Mission

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Growing a green and responsible peer-to-peer Internet that is available everywhere and owned by everyone – across geographical and cultural borders, empowering people to be digitally independent and providing equal chances to learn, partake and succeed.

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Impact

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ThreeFold's Grid will help to give data sovereignty back to people and countries, give access to information, knowledge, communication and financial tools and more, to billions of people in countries lacking in internet infrastructure and help dramatically reduce the footprint of our current internet by using smaller and more efficient mini data nodes.

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Powered by ThreeFold

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The ThreeFold Grid provides a global mesh network to run and store our internet applications and services. It is the fundamental backbone of a new internet that empowers our planet and humanity.

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Join saving our planet

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The world needs a new, more responsible internet – one that is more accessible, empowers its users, and minimizes energy consumption. If not us, who? If not now, when?

\n\n\n","tags":[{"id":"impact","title":"impact","path":"/partners/tags/impact/"},{"id":"community","title":"community","path":"/partners/tags/community/"},{"id":"farming","title":"farming","path":"/partners/tags/farming/"}],"members":[{"id":"kristof_de_spiegeleer","name":"Kristof de Spiegeleer","image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/kristof_de_spiegeleer.dea1acb.4beca8a4879254536a729b04eab83027.jpeg","size":{"width":64,"height":64},"sizes":"(max-width: 64px) 100vw, 64px","srcset":["/threefold/assets/static/kristof_de_spiegeleer.dea1acb.4beca8a4879254536a729b04eab83027.jpeg 64w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 64 64' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-a1a962a77a5370a5992602276f3fc187'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' 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s2h0ccHLrqmsHgk%2bHQJJio7KuHnx8ZENW7E70yzgx7AXyZXxl%2brWcxAssfLm6Wfzz17n2zo43RdD8SmQpvL4UVpdfCS2ogJfU1JXDGioR2IZGeh2pCYGnQrFUGL4JtLVYKhx0GkBLq8Q0FcHJRXBKEaypGEEHQPTNVL2KatHznWaJoUUg5FMIZAyFiuMLWTwBD0thoAg0dCMbQ%2bHDiOxydFNxHb0Ew63AsrJePrl6Znfsse1HwwPu7V%2bfdW77u/Pb4raufnpyW%2bH5rdSMC9Kqx0p4sotVbBUgeKhsDbNKoxL/6pdFUMSyCqoLKlGF1chiKDKvHPq%2brOZ9aVVxFQLM5hoUFoUng3SCYchlSFxxLbawGlNUg/lYi66uJ5YhiR8R5BJkYxGM/BFJKUHSIFIZUyphCsUsNo9GZ1AaaSQ8mYAj44lNIHlwRdC6vOr6EgShvJ76EdlYjmZUNLBhjeKSitLY49sexB3IvHni2cktKcc3vjq1Ke/8zmdHgo%2bFrCyM3a0svWfCpvcrkSN68oSDZWGX2HlVBlnjT59nNHpDcnZxbhniQzkAnlNcnV1U8b68sqiy5mMVtLQGRqTRWiwuhd7GlWsauVI4gV6DbcqHYz8AJzB8MZJcUEsqRpBBOgAgOptdC5ZfjVrWrAL1ssVkMtsdNrfb5HQIlSoEgVoAxWSX12V%2bRLwqrntVjH5dRiyoJaY/v3M8YkNuYiwy7XrNg1Mfrxwoit2Zf25L%2beXdWae3ZUdvs6OS%2bsXVg8q6Lz7TQk%2bzz0r3WWldWuLsWJe0WZOWW55ZUPumqPZdKexVfmVWfnnmh%2bK3xeXZhSUfq2uFzS3G1naDq90IcLZprU612S7XGflKNUOiIHDEqEZ2NZYGnHyowUIMDofZ5bK0uq2tbXaPx9HudXm9rV6vu7PT09Xl9HZobXamRFGFob4prU8rQLwsaSiAoh/fOnv%2bYMjHJ3GIpCt1D882Jp1nJ8eIUmOYicd4KWcciJQJLWGxTTjt5P5uwvmrcet8j%2bqnEetkl2J6wMIUqZ5klWXm16Z/qM4pqcnMK0vLKUp/V5z2tig568Pb4gqV2aU2tzVbXGqLU21xaMyOFrNTa3UZ7K16u0tnc7RY7Uq9SahsoXDFEK3ZprU69DaH0eEwOVvNrlawRbe2tVndbTZ3m73N4/B4nd5Oi9sjbjE2NIFSzalCoU8e2haxdUPq/fi0qyfvHN6ScjS8NHbXq1M7U49vzT23C512nfbusQn9ukNOYKNK5ai3XRr8uFfmURO7rQICXXj/ZUnCq%2bJ7GYWJrwofZRY8fVWQ%2brYo6XX%2bo/S378vhcr1Trnd9bx1yvU1usMoNFkCzEewr7RqLo2WptX%2bX7YIoDWa10doCbFgcAHBLb3cDrwZnq9HlNrnAxrXN5HKbXW2Wtg6zy2PxdJEpjZtD1iQmPasoSM%2b8uOfxkZDHh0KiNwee3bj60d71Z/aEV987V3x%2bR9WVPb0q3NyABXrlIB%2bV264hSnFvO62Sahzt5osP914W3EzNvfY85/rznNtp7wA3kt%2bkF1Y3CpolOodAYxVpbCKw6WqxSlpsUq1FojVLdUY5OJPogROg3qkDUp1uiFSjl7XoFTqzUm9T6W3NBnuz0QFQm50tVpfW1tpibdVa3Tqbu8Xm1lhcxrZuDBqReOV4bvaL/McxmTE7o7etO79tVVTYylcnd2jy7lY8u4G8eSQlavODgxsFZSk/jztMTFQ/OPNg8nh1mQ4N5yOScDPt7b2XH%2b5kvL/94t315NdxjzOupWRXYGkclQnAVBhYCgMbIP8jHIWRqzDylAa%2bSi9oNog1RqnWLNeBbY8Vwpdp%2bPIWgVIrVOlF4JnaCB6LNQap1iTTmWV663fsMoNdZrRLdTa1oxuJgJ8/ugNDbqhMjkuL3hq/N/TCljVHN64pvXSok5wvhuVB75xIidryJHofPfehlwt1KxsnnTz0u8elqZctGuGbcsS15Dd30t7dAeqfv7nyLPNNGaKWxAa6aZIWmrhlqZVoaGJNk6SFDhC10EQauriFIdYyJTq2VMeVf7ehNkg0RkgTX0oXyBhCOVOkYIub2ZJmlkSzhLSFI9fxlAA9T2UUqC1CjY2vtkl0XiZfcf/ioZzUu%2bj0q3kX9hTE7HhyePONyK20x%2bcG2TW6hnxJ6QsLLMtV/3bBxhqycMa7df/3X/9qcchOKEwa8RpT8yquPX9zKzXnetKb60lZhTAcOL6wZLqmJfWaJlEzVaSmLrXNFKGKIlA2CVQAmlBFEyhpwmamRM2VacCIi5uXgGBpXBydj2cIiUwxmS1rXEJB4TZT%2bZofhyaGWMeQ6JlSE1tu5ShsXKWTr3FX5GXAUuLz4o4kRW1LitqacCC84soRa1ny72d6x3SN%2btIngzyoT4yaVBOnuwz/8PupP/zd3O8WezrYUC2y5EluGZB%2b50Xus5ziKhyVLdcyJBq6pJkhBqjoSygADLGSKZYzxFKGWAY6LLH0OzK2TMGTKQRylVChEik1kFoiA05iI8g8ZCOvniLANIl/nIaILAWJo2rkaSh8LVWgaxLpaUsnLwtLZuVp2/F1NdzCx6SnF6vi9tXE7cXdPyl%2bc1OXe%2bNvZrr%2beqpNX3Afd3GHLC1uRIL533/z7V/%2b8O1f/mHhq8/kqE43SbjPPlTk12CgeDqJJ2XJW0Co2VI1SwLkKtgSOUe6BFsi5UikXKmcK5VxpaAj4ckk3O%2bADl8u48mkIoUMbPchFQ3kKiy1Gk8Hez0okQVfcgJOQGJMk6SBLsOxlAROM4mjIQMbQgMNnIClRpaqlcMXiQsfCFIvcJ%2bcIt7YC7sWWXfnSHPuDS8%2bT1P2gpZ25ePpcNS57c3Zd3/p1f3ht2N/%2bP3kYoesl1zSM9BfjqUSuFIyT9bIl1GFCpoAIGeIlmAKpUyRlC2SsIVijkjMEUu%2bI%2bSI%2bVyxkCsR8aQioVQilkkBEoVUqlBAytGkcgypAkuuwJOrcPRqsGslsGvBWYEsQDaK66ngaCfDAhusZiJH3cjTUkRamszGFSklpQn0xON1V3bXxO8uvXLw/YW90BsH8Q/P0N7cZeQlVd08VnB8I/FqZD8X%2bo8/9fzTX0/%2b9Zzn7/5qrtvnryHQ6mk8dBMfSweHQyGBBbJXQGIJG9lCCptP5fCbuIImDp/G4zEFfLZQwBbxWCIuW8jjivnACV8iEkokAqlEJAU25JAiJL64jlhcTypBk0vrm0rRjHIMo7yBVYVnQ4k8GEmIoIjraBI0Q4plgWWpmcxvoYjNbLFGUvGUlHCw/tY%2b5L1jlOTYxsdn0dePNNw8Knz3QFX7pjHjRt6pLdVnt3YyS//%2bc%2bc//83U3/489K//5x8d3s4SNAlJYSPJLBSZXUdhoansBioH28TB0zlEGotEZzWyuI1sLoXNpfE4DD6XyecweBw6j8MS8ABsgYAjEi0hlvAlUkheNeodlPAOin9fi8%2bHEQvgjUVISjGKVlJHL8cwq5dscGtJfDhVhGJKMeDozVWRhNommVlU%2b4qRFFV3fc%2b17euqH8cI8h7yXt2SFiRr6/NViFePDu94sG0VMn5XF7vo7z%2b1/3qha8Cj%2b%2bc//K3CYCyuI9QS6DACHU5kIEg0FJkBqG%2bkYyiMhiVo%2bCY6gcb4AYnOJNOZRDqDCDpM4I1DZXOaOFwGDxgDqSWGYCvSK6sqiuGYAjg%2bD0bKRzQWIho/ohpL6xvLME0VOEY1OLyR%2bLBGIYIuRrKkWK6cKFCRZQYBKoedHo25HVEef/DRwZ3ZMftrHp3HvbjDeJ/KrciuuB/z9tAG8btr/fyPfztjnxpy2B2Gv/%2bH3yt1LblVqPJ6chWGUrU0/cjVeDIU11iLa4ThG2E4MhxPROCJSAKpjkiuIzbWk/5MA5kKvAFLFCabxgFh4bIEQgix5AEqPxFV/IKIzIfVlEKRUBgaXVJP/oimFKMppVhGBQgCOKqSBQiqGMGQoLkKPF9BlOqF%2bGJBzkXi05OszCvUp5eQFw8hL%2b7nJ8YO8zC/G/e2gxPfrQNOdHo3u%2bCfv3r9Xcb2Nvtvf/vt17/%2bmS0SlddU5lVC82DoYhSupA5XjsJX1OErMQQoGl%2bLwcGweDiOgMCTEAQSCtggketJZDS5EUuhEmh0MpPZxGbTuRymgAPSCYIuvF9X%2bLAs8yb83QNcyXNS1cuGsgxU1ZuG%2bnIEBlOCoZdjmVVEdi2ZA6PwETR%2bHVOC5SlwIj2PhhUXXWNlx7OzLkve3RSkX6Q/O8t6ftZDfP%2b/ZlwLrQIzMsNLyJ404f/pJw%2b/EavTNf/yy%2bJvf/vzb37zdWykR6eTYQjoElhtKRJTjsRU1qFr0A0w3BJwHBaJxyEJeBQRX08iYsgkXCOZ0EQh0sDZkE5lMRkcFovPYgnZXBEPUvHmcn3hfXL1E1jurYaSJHRZRm3%2bs9oPD/DlSXzcuyY8FIOrr8I1luGZVWQOvElQT%2bPgSUQBt1Ehpssx2aKKBNbreDZQ//xs09NoKyJj0kj8zbD2d2PGL72SUQ3qlyHZQo%2by%2bH3epbg4u1W3MD/%2b5cvcr37107ev88O%2bNhy6rKS2thyJqkAhq%2bpQNWhUbQMKjq1D4uqR%2bHoUsR5NasCQ8bhGEpFKJtMbKcwmGov%2bwwBHwOWLhZAXD469eXK0%2bm00oeI29M01XGlSefbD2tzEuqLnDSXJdfmJmOIkJrEaS8KhcShYZX5NURau/BUT9aaFB1MyoUJEKuP9DVrqeV5mnCgzdpBX%2bash9S9%2b9W%2bnzAvd/G9D0i%2bDMsTH3BdpmatXra4sL5ubHRkZ6R0c8PT3uXu6bFVVHz6UlZXB4WA3VI6AVSBhlSh4dR2iBo2EYpBwLApBqK8nNjSQCQQyiUQ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qWRLI84kolCD24ws5f78nh8wtFPHN/NqekibuWqlnQrCZWEmfw1J%2bTFDGBMmckqfHTiPCfgF%2b1ZOoRKWxoOIlyyd/rl6nYNl/DfbusPPqAh6On7Ww/nMLOnYls3aqSmUri7FkX6waM2MWYGAw/Y//aWLYt1VHoCWVJl561C8xyQZl5AUAfH87BWXm8vXcGb%2b/v4SMFAOn4d/cN8/15OS4s5dbVVdx6YJRb1%2bV8fSW3ri3ju4uLBYQhLvUXYdXFkWZQUV5plASYQnmPmKZmjcx5Gcs3pJEqEbdX8slzhzJ4YpGLP23N5NcXXKwUsb53k5PCtDBf94On/AxtzCQyU4JRh08mKkgA6JkdzZl7M9i50UxtWbB49ABObzGwfTSOeZ3S7aMOjgsLju1QsXtrksy%2bJMB%2bNdUZEaxdrJEjhaMb9Fwc99JRnERMxM9IiFE%2bfApRInyG%2bDDO9hXw9r5uKX4On57s58vTg3x/cYTbl1dx%2b8oqfnhgPbcf2sDtm%2bu4dXOU2zdWcOvykI8FlwbLZMVGkaKKkvxhoqorhY4lbvKbdPQMuhhaYWTnSh3zZERXt2kJvvsuDkkDNs6JJ8cezssPlLFeVqT/pP%2bJ/8SfYU4OwCmROybkLnGXIoKrlqZw%2bEQWDzxSwG8fKOfKuJMnBckT%2b/Ts25nAPUd1PH7FyfXTFgFCBO%2bYmbUj0WxdGc%2bVU0auHMmhvTie9OTptFXIzBZMJ8PrL/PvT0jAFNzaMH65qoq39s7k76eW8O3VUSlsLbfvXyPFj/LDjfX88NBmbj%2byiVsPj8l5PbceHOX7azIaD6zggWWVZJnVpFs0ZGWpySgQv1Kvp21uOqNba%2bgV0b66xcmVMStDXfG05kRxfdTLlY2pdJXFct9WFy%2be9LK6J4myXFm/Aopd0mlk4J1ES8bxa2mKYGTUwqF9aZzd7%2bQ%2bAeDFi1m8%2bGi20MjJMxe9fPRSFa89nsmj5yXeHklh0/p4Nm8M5d6DKVw/nEupV2ytdgLV2SpxkHGysqajVYvQ%2bEtMLjNzbl4B%2b7pLZBQq2T%2b3kuurO/ng2ABfnxUdEA34/vJKAWQVPLEZfrUdnt7OD4%2bLFlyXEVhURJaIoCNFRV6eTkxaFHllKjYeaGf/kTqG%2buLon5XAlpFEDm1Wc1iicV1mLE8dSePz814%2buJDBt8dL%2bPT%2bfEYWqJkzI4mmKjFPubIR4ibj58y4m1XLUhnfkMzGZbEsG9QzOmjkpet5vHolkz9eyubp83Y%2bfbGaV2/m8uz1TGGFhV3jao6MJ0gwSuPQmhTOrBXfvcHL7uVOds/LwKWJIFp0YF93NtcGK3lstIOn13dxaFYx8wpEYNsyeHljC1%2bd6udrEcWPDs3nxe29PLy%2bm%2bd29/HuGRmRK0vZ15aGNi6ElMQIsrPiMLsDSBfB27Aqn3v3ZnH5hJO1q3WMr1dzcYeRZzZ42L7MyNKliRxuN/P%2bLi9IPvjbeAFbl%2bu5eaWQE0c94nXEgEmT/FyS9Lo741kwM5JtG5I4v9tBe2EC3fVxrFyo4qHDLq7uTeaxE1bevFnIYxfKuXqylPsOFPP0uSr%2b8EQtf71cxtu7y3j%2bcjNX%2b3N5oqOEA50ForTB3D9cyVNrmtje4GK42MqKKjdbGyVDNLvFEzSIFqzgizOLeX60hoOtAmZ3Ho%2bPtvLKjlm8fWge25vSZHVNx2vXUidGxy009uQEcHDQyxP7yzmx18yy%2bbH88mgqZ8aSODykZtPyGIaWquhvjuLYGi1PrbOzsiGR%2bvooblyr5Pj%2bHGKj70AXNQm/VDEGbr3YypSJHBgzcHKrmbaSKEzi/uxZkyktD2FsUSI7VsdxZrOVjaMmCUAuzm/O4f49eTxzqYTfX8hiebskv115nO1M48W%2bRq4tqqPZoeLZja08v7GdK/1VnJ5VyuleiaZ9NTzSV8Eb473cfmAT/760jNfWV3OsM4u1tR4uD8hz29r58swijs3NQxXuL9Y5mr4lKuYtTqS/38CF8Tru31rIlaMu5rTEs28olT/eSOf4Xp2s5FTula113/4Qrh4SZuw0iGeJYOFwGKuXp7J6iVU06m7KcqLxs0dOJXna3VjEWfX0RDCjKxB3wRRyy8RyFgUJ3abjdk5m%2baBQSj5497iZSnGI24dMPLQjnesHxXicyWRIutBUE8GuHguvr5jByZYcxmrs/GFnL%2b8fXMSH%2bxbxwfZ5fLh9Pp/uH%2bSdHfP5YM8C2QBbRPGX8%2bm%2bWfx6SR0nOgo42VPAE4MlfHu6j/NDZRSZVVzqK%2bSQWNolKyMkecZyYm0xewbN7FyRTpk3Hm3UNC5uz%2bKPDxfx2%2bMZPHYsgWuHI/j1WQ2vXXHx3OlkyS4aTo4lsnGpkfltOvZJM/1MsVPQBN9Bql4SYNE0GjoC6JwrgWhmCLVNMVSIN2hqnsbhDUZeFl04uyUdk2kCQ3PVvH21lGfvzaS2Noz8ojABy1/WaASPLW7m8YEmtjR4eGVrN58eGeabk6N8e2Yd351dx1cnVvH21tl8fnQJP9xUABjhh0sr%2bPLEIJ/tnceXR/v5Stwi11ZybWkl%2b2Zk89f%2bGh6dbRcGJjIunuXw0lSq08NJjJlCXOhkpk/%2bXz6/f2xFGt11IRzbqOKx43Fc2BnP9S0O/i3J9fn9Lt644ObZ%2bxyc2uaksywevziNfIAUbxL/X1sWwjIRj/Gdet8XkgsXizmq9mfBvDCeOJDGxdVOeksSKS4OJTMviP65CaxdrsOTH0BmUShZxRHEJ9zBqND4rV0LWCQu7ldrWvns6FK%2buXcNt86vk/Mq3hUWvCcMuHVJdv8jO/heVuP3Mga3H94iXmAz31%2bR18qa5NoKHhYmvLqukY8H6/mDdP3ps4VsnGvAqp4qnn4CqojJhEy7kyyrzPsOO6vmSYcXmrhx2MC9W6OozwmkWBLptU1pLGiM4PruFF47J7om4zyrRoWfKll2tiYIq2o6Vu10iZ%2bhdLfF43H5UyFRsmVGJIOLwtkwoCI3OQh1yERshikkJ06SqBsguV30wzmd4pow2iUVur2B4rQieG7TbNbWuLk0UMYHB/v4%2b1Hx%2bkeHeW/3Av732i7%2ba%2bMsvhVAfnhwq1jhDfz71GK%2bPrVUAJEV%2bNgOeXyTgDLEowOFvD1Sz5tDNYx1Gzmy2UlLRbSErLsJl10eHzFJPP0vGOty8OzZbJ67x8pHl7N4/3oOT29ziCZpqEmPwhA3lfKcUJ4/5uGLm9X8/Uox754tx8/sjZGgMBldwESxrf7olCN6isyUFKqbSnudih0rdGwfScIiYEUF34VO%2bZIhfiL2uEkUSZbobYhn3Xods0cSaF%2bYJDk9DLesLSXlHZmVy%2bvbunlj1xz%2bsnsOb%2b5YyK9FI853F/Hq2hn8VR5/Y6yVb44slFXVydcnh/nhqmQBYcXHx%2beJre3g63vmcU78ic0xidzCAKrqw8n0RBIReBexoRPlnsSD2KLF48v%2bH8/mqY3Zoi8VPLnRw18uZPLgQTNb%2bxJ4YtzN19dr%2beS%2bKv55uZbPr9Tj53ZGYIwSIQwXLYibgkETiDE5mNjpd6IOnsRgXSQHZEVeHNZR7Q0iTjVBIqjsYsd07IlT2bXaxNMn0nnznIfRNUnUdMaxfIHs5X4ra9tS2Nyazms7u3h150yujrRydqCRe%2bY3sKohl11tuRzqLeTJdZ0y8yv4656Z/GFNHV8cXSCjskiAa%2bG9Q7N4YKeDSxcN5OcEYbEEUVIeQVLsZOLDp0rekGZETsZrCCF02l1UulQUmKLJ00aydbY4WNGst27m8PsrZt45m85z23N542AlH5%2bu54NTtfhlaKajD1H%2bUjPZ99caY1KADwCdiEu0/924EqdwYG44e%2bfFs75TL6IzGXeGP0XFAeTmRLJ3iYVvd9fz8tFs9u5OpU5c2opZRv50o5JTotCr6538bryb5dUu3Anh9BVK6mwr5Hh7CZdmV3Gxu4zHlzTz3IZunhqbweMjNaIRHXx6fC73Cf2vjLlZNidQ9r2GAbmH1MRQ3OYQX%2bfV0UHoJHKn6cNx6kOJC5tIWOAECT53EiX3maoJxhgdwJFhGY8DXu5fY6MkJYwXttWKy%2bzh5BIXflmmYHLEGxemBJKuDxILG4Ba5iUpcgJJ4ROIDriL6tzprG4NpsQViN4wWQxFMOU1k2mpS%2bDQYjuvjRXy4NpMTo2nM7bMzMAcnYhQPrsG0qh2JrKpM4/5hans6SrgaKt0fFUvL8oovLV7ER%2bLLvz1yGJeXtPO6twUDvXk8PE94gq3tjHY6uTU9lRGpQGj/XEckZ9PbE2lJT%2bOWEmaiVH%2bvjFIkiJjQqcIKJMlhU4kUlKeUepwGcMJm34HqjB/UuMC0IZPIyF8Em0FSezt9TBck4xfoTWUxY1G8fHheGwhJCVMQW8M8/0RQxs5CYd1KmlZwdQU%2b1Mpau/KDKZPktbS4XgG%2bxNZtCCOtZsMPLQmh0/2tPHMxkJWN0uaHHCypstOZnIEVWka9vUW8cKOeby4eibvrFzIF8fX849LY/zr5na%2bvn8TX%2b8Z4LXNPdwzN5/fbG5lx6xsBofz2H24in0SbI5uTeTKSRsPnrIzMlsjzYqW4ifJMUGKn0xkiDQseprowd0kijAeHDIzpyqesKl3oI8LJk60Sx8bgF4bRKJsvrDoiZJcp%2bB3ZWc%2b1e4o2guicJtE5eMnkSjeIF4oFiPoauMnk2ycgqswlMCIO0lLmc7aARG83jhmNsdSKSuxu19i8nwr747n8/vDxTw46uHgUjfblzjoq0rBGBvMCvEED69qkb3eyOMLW/j70gXc2iqrb/co/96xjK/EE3x%2b33Je2dXD3u4cuhqdzF2UQ55Xcv9cG5cOpfHwGTfXjtv53YPZrJlnEiurfCMd5dOCEJn/MP/JkvAmY4oP5PS6DK7tslOcHoM2OljYPEnGezoqlax9Ee940a8ElWSB/kY99oTp5NqDSRE2pDhCUcdMIjl%2bCklRIooxAZh1Qn3xCoW2KJa2m5jfneT7%2b31%2bRgS9nYmMLDL6vhfYUy/UH3LxsOTxp7dkcmC9lXsW5lFoiqU4TcvjG7r49boZPvEbLHAwXuXh%2bsxy/rhxBn87Pp%2b/nVzEhaV19EjqW9dvZoNoSH%2b1iso0Na2lGh466eH0VhOLOo30NBmxaaMxJ0SQLJG7OC%2beTSOpvvFTfi6qiqOlKxmPPQaLKkyaOUF8w12EBtzpM0/RAki0sMbv5j7JzruzqC1PRGOUOZEjTZhgE0%2bgCldc1iQ0YjNVQVPYNsfN1Y1ZLJmvo3%2bRlYZGuegGFz1Vama3J/j%2bmFkuBum4iM7xQRtDiyK5vLSI8RYv%2bphAVrQU8PLeRbyys49zA/Xs6sjh0ZFGicYL%2bdeFYZ7c1MGCEjsPjRbx4cNe9izV89wZL5vnGGkqM7B0sYXNIzaq85JoqdKzQUBqLIiloVbPge3CkOtuTsja23KoiGFJphv21MqKtlHqUpNhCGdJTwoza5N8WyMqRPlW%2bE78%2bK9GnjjlxSkGSKv3x5AqxbsjSYhWXqSo6l0%2bpOJlS4RM%2bDkm8QhlJSHMW6BhUZ%2bBkSGrMCFMMnsYK%2baaObMnmyMbRRC3prF%2b1MKNDT3cWFzG3Jxk7OpYBmT9XRnp4NmxWTy/fRZvSk546%2bhiHt0yi54iC4%2bsrBSVrmOtFN1bo2Nlt02itpv57SpamvWyCZJprU5idJaFPz3u5Y3n0ti8Il7scSo3Jf9v3mdhbH8Bu%2b5pZbkAWZaj5YnzFRzfLPfTJ6t5gQW1uMdwqStC%2bULk5fstfPachbMSebOyxM%2b7Y0gxRxKlaECYqKpQJV4CU4x4ArPMjTt5OkVZ4VSViW40R9PWEMO8GUbJEoFs6ZPQcbSSpfM0jM03MNDfylP37OSJ5VVcHapkuNTmo2O%2bVUtrjp15MgIDtZn0FKdJ8Q6uDxbz7dkFPHJ2P61lDhGxODqK1cxqE3u7Rs%2b%2bbakS1w3sW6Vj1fxEieUG3ns1S15vwRB/N13VOk4fd7FgoVqA6CAzLZYci4SiIxW%2bv2InhwehCp0qIin1CLMjlO8E//myl09/l8bt1z2ckw9XRwWIoPyCoKm/IDZsCqrIKcKECb4Xp6gDfS4xSbaDSoTHY4oUdxhMgUdDeXYc57emc3NrJsU5ceiSo6iobuXF53/HjZUdPLWyjoeX1bOzLYdqi4osmd9yq4q%2bEgtbWzy8sKGZT3a38M1LV/jlb39LedZnw/EAABK1SURBVGEGwzPUrBxIYHSlmg0S1bdvS%2bbaQQMvnbFw79pklvUmc3mvk7%2b/WMqcOg1p6gjmNVtYNWCTFW3Bpg4izx7HktlJbFhi4t6xIrJTRTRla8SFiQYE3YXfrdfL%2beGtMj5/wcM3r%2bVQ4QljyuSfExEqRQdOFPoLXQLu9gWOyBDli86JTJ3yC5oz1dS5Epkw8edkOiV17apkqDuTwiy7CKaZ8GgtOQXV/PHPf%2beZB67ywEAlv1nXwa9G23hMfP0jAyW8sLqat7e38fGBHt7ZXMc71w6g/NsyvgtLWjYN9V6W90u2F40a35LM4OIYto9quLZDPP5aKwvr4zk7lsOle3JEhxKYUWgUA%2bdPclIgNaVaMs3RUo%2bW/HR/VvVrWNCUQqLUoI350Q/YkoLxGx8x8o%2bXKvn7r4v48pUSnrqShVOERSfGKFwACJl%2bt7x4mhiMSYT734lHPEKcaIPLGC3rMpTwKNELtR61zkpQpIGIWCPqZBtxCUbM9hx%2b89zr/PXTb3nu/tM8OVzB79a28MpYJ29s6%2bFP2yUjjLdKJqjmLzfv8RX/wkv/m9KqNnKKasjIrSQhySxs8LBxYw6jI1qObzXQ2yJaMlfHyd1Wesu1dM5wkaf8BTo%2bhExZm4WZWnLT4qT7iXjNcXK/Mr5ihByJolXueKyaEKrLzDI2/vj1zIuisSmSnpnxNLQmsGrIQKkEoPjEaTIGP/fZSsVyKn%2b6josOx6iNR50QT0RMEvFqM0mGNDQpGai0acRr5ENT3WgNThJ1dhK1Dk6ff4R3P/iaDwWE1x46y6%2bWVfP8aDMvb2yTVFjPSwLIe8/e8BX/739/zdKRMfLKWiisaqGougWVLpXYxFRS7VmUlxcwND%2bbpqY4du5M4Q/PlzHQoaVMZt2kiZCRFdPmiGVGnYtyr4ocWwxVBXqc5lCKMmLpmKFneL2NBQNmRsfL8Xji8Tt%2bxk5udTglorA1XakYnSE4M6WricFERUShStCSpJVCpSC13kGiXgpLlqKNGWhNWeIbckm2eFFL0Y6MQszOPJLNWRgs2UQnmFm1fj8ffnyLN//yGZ98eZu3njjPs6IHv1vdJBlhIR%2b99hw/8OO/Rx59gsqGHiobe2WPt1Nc3YHRminOLRVbWp4wqoBURyG29HwKS3Pp6shj8QIv/Z1WdLFRItSSULXBtFYZmFmlI8cQRnepmeqsJBoqNMycq8eVHsDCFQ4BIJ/GTid%2bW0dtNBRHU5AeTnGzpLnZBkE7UkbAgd7sQWdyo5Euaw0uNMkuKdSNLjULo9yM1V2G0ZZHXKKFaJURbYpLVmiRzG%2bR3HiuAGChb/F6Pvr4e95691%2b8%2b/5nfPbZx7x0aCW/FRZ89u5/8dk/PuSbr/7hA2DZyjHpeoeAMIuS6k7ySptkFBpItWT5PteeXohDDrN8vsleSIpN7iGjROx5Ka6MPOw2O3aD2GQR51m1skar9RR6RDsazcyr0aAOm0ZVdRyrlus5uLfQt2L9sovjqCiPJT1FTFDiZJy50SSnCOUc%2bVKoB60PBA/JpkzpbA4GWz4WV7F0oUxupJik5HTi1DbitTZiNXZhQy4p9nxhQK5vLPoXr%2bPt977k7Xe%2b4G8ffciX337Lnx%2b9LJlhNrduf8snH/6Z27e%2b4tXfv0Zt02wZv268%2bfXkFjdJYeUCZBZ2uY4rqwant0KuW0qqUwFZwMgoxS6Hw1MueaUKd04d%2baUtVDV0MmewjINn29mws42%2bNh0v3qhg46CdrWvN3HfCwnNni/nioRb8dq3LorhGJUcCNrMoqFnjK8IsFzBYFXrn%2bDqebM6WwvJ8Xbd7KwX5MnSWTCnaRqKww5VdQ3pugzxXJTdYLB0qEnA80tXt/Pntf/L2u3/n44//xtff/ptXLpzgV%2bOSA374ng/ff1N6f5tjJy9TUD6D4qou0jIrfYdybb2Mk1Ouly7FpWVWS8EV0gABwVGMNa3U95xbru3KqRHgGskv66CudREdc3vZcqyJvuE0cnKDmNUZzzOXSvnlxXxuHPPwx4sivJdr8Hv6TBHrVxqpnKGjoD6StFyTCFuGFCpFOAuk6AJ0UrxeZtriLhWka3AI2mZ3ibAj0/faWI2T9LwGMgqaccjNKCBYBCidKYede87yznuf89577/HxJ1/xyadf88m7b/HJ%2b%2b/x%2bRf/4J23Xuf7775l%2beqdFFR0kV/eiSevXj6jAqt01p5R7uuwO1sBQK7tqfQ1wZxW4jsrjynAewqbySlpI6uwhfr2BZTXddLWnkX7nFjmjaiZv8zFldMNfPDLel5/sJZnLuTxp0fq8bvvVCZv/KaAsS02Miv0Ms9yJFlweMtIFRAUtFNEeHQCgF0unp7XiDu/yXdzybZcYUkBCckZ8vpqskraSS9okjFSCqiWGS3ixOmbfPkNvPmnt/nrh5/zt79/Jp2/9ZPqf8Wt72U7/PENoe1c6X4vuaXtsv7qsXmk0%2bnl0uEq3z0oALik2P8wQDkUMDLkfrKKWqX4dnmvuD8BIL%2bsjbK6LuYOZLF6q5kFywxs2OZlx%2bFmzhwt5tXH2riwM41nzlTg9%2bxvSnjrhQr6ZiaQYNBJGPLITFsF3RLsmVWyEaqwCc0SjV7f3GcLxdIFbeU5k4hRqoyC3lGAWW4sv7ILb1GLsKgepzDF4i7n/KVHfcX%2b47N/8fs/vMWHH34kM/8dPwgIt29/73vu5Omr5JR2yurrIbu4TWa5HqsUb5XumxyK2Jb7HnMKALb0SmlIsYxZiY%2bNmdL1nIoZFFT3kCXvzRMQyut6REy7JA02ML7bS0tDLNU1WrplHOasLeLi2SYurkmj0B4hafCxEm5cykUj7ik6XkOCrDtlhRlFyJxZ1biFju78BpIEAJOzkDwp0iNF2mUeLXKDzpxaKb6cVLnh/OpuMsvacQsL3EJLl3Ttwv1P%2bdbcd99%2bx3%2b9/gHvv/%2bx/PbDjywQDfjyq29Yumq37%2baVEVC66cyqle6XCQhlJIsOOX%2biuXJOlc4ni/pb0it8jCupnUVp/RyK5Zwtv5fWzqSwopOimm5h1UyGV3gZWmWlZb6XsUN1HLos4exSOydWpJFtFABa2/XMa1VjSI6TXW8VR%2bcUY%2bMhTWZZASC9qBlPSSsaEUKDiGC2MqPKTYooKaOgMMKRXYtJ5jG/RrpQ3uF7fYaAkJHXxJXrz/oA%2bP6770UIv5A1%2bJVP9H7s/m3%2b/JePaO4e9nUur0w%2bW95nUeZcRsAsYpoiDHDJtRQAlDEzSGNSZAvkyHWLKrvFL/QI3Wf7flberxwFlTOobpsnwj6b3tkljB8tpWtJDuWicfc%2b1MrVh/u4ubuIQ0uy8du3Jp2nD5fiTTMQJ4pusuWI8MmOldVjz64mo7gFb2kbSamZPwEwgyy5iFeKzJJu/weAFOlMrjAgS9BXaOmVMVG6%2bcDDv5NZl1Jv3eKjv33F1//%2b9v8D4Mlnfi%2bGZ6aI3wwyi1uFcQ3CrEphmF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nDdigrxgjAhkAwIxMTUMz0/Lxm9bmzFweCLc/9mA62/fg6sfnMZf757CP28cwND5XcDr2zD42ma4xeNbOzH47j6439wF98ubgbMLcW3fBDzU4UB%2bhBeJMEDagKQYrrqB3kQjXGKwtJ0ObmaaRmwkiU3y%2bcR/XKAEhwJa3QJBiBJB%2bqPN6o8uTrwvLxKdDqoZjd7UfBn2LszCa491UwZj/NhJgXt/ZJJFD63KxfdvjsVHT4zCC/eWYVVPIlJoeoQhMkb4w8KCRfGxcm5EZADqKYlHm4y4uLgM1/d0wH1qNn4/sRC/3LcAP98zB5/tmk5jNBkvru/Bp9sn4eqJORh8ZDHcjy/B4DOr4H56BdyPLcbgydn4bNNYrK1KRha3LYHF6yPkNEWhSE9QIV0fwa8FV4XQphMKAg7chv9rgnB7WVrhDmmMRPARJoiKUEElqEsKwmhLCJrNvphaKMfWrjjCIATnDjbDI5OkYQin7xeTpEl45WgZ7lvrwivHa3HppbE4usJG40MvQFNk1cjo1wOgCvCBMZqujY2ZmiKjoXHil411GDraDffDczFwei6Gzs0BHp4OPDQdf903FV/v7cOXeyfh27v7cf34LAydmYtBKsDguYUY4us/uaMHp%2bfU4NjEfKwdZUMqi02MCoGNkTotPoIDCIaJkDSTi5KjBT/dUis7lSmDic/JiWcwl6TF0RbHRcOiN6AqIx7d%2bXS4JeHYMo5ynRbE6ByCGquIx4F48QE24OG9lZg7zixJ3ryxSfjilS68eqoR%2bHMhfnizE5t64lFmkXMivpJZUlOjY0P8kMj1tyo9sbYkFpdWVuH6vnEYeqAHgw/1Aaen4Np9Pbi0aTSeml6E52eW49N1rfhp1wQM3DuZrD8dQ6dmYvD0PDZoBq4f7McXdIafrKjDZ8ur8GhfDp1mGMwxYUiNUyGDXt9KqBpVdKwq0QBurJBrXg5ygVPaAvoGO82bzcQgZUeKuQBZ9iwU0we0pAdhz9RoTKkIo7rRJtPL1KQE4ZPnuuDx3H1VOLmpQLKOr58ZQ4OwBvhjLh7ZmYcNk0w4NN%2bMPBoLXYgXCUgmFa8N9YWWGLUTqw%2b0OXBt1ziu8FROlObnYCv%2b3N6K9%2baW4d6ubBSZorFjSj2%2b3TUZZ8fn4rMlNbh2ZxMGjvVj8D9r8ePW0Tja6CCUlFjdmoPnFjdic6WB%2bT9GMloZ%2bigJAla1GEIA/YG/tAVWybwFSdkhnY2osMqZY%2bQoTbfAnpQHe3IlbIkp3Ahx4BqIDDYpXStgHiypRCGt88t0hB64uRznz7bg2ftq8MeFabjwdDOeO1yMdZNN%2bOaFeixqimD4GU7yo1Ul42vDKYV8I7oQH9SQad%2bYXgAc7cLAo7Ph/nAfrj2zHp8tLMLb/U68s6AUzy5swlsrxuCVaUV4eKwDb03Jxs9Ly%2bB%2b9xiG/ngHn%2b/pw/aKREzJTsT9M6pxujsXHVznisRwrrISmaYoboGSKhUGXZg3EshDpkg2IVJsQZCUXYQatGQrkUvFSk0qgN3aAqt1LNKtZch2ZLEJTLG6EOl8IZNBKodNSCOs792QB4/fP%2bvHx0%2b34MSWPOxbmoZ712Xjw8eb8MUj%2bbirNxLOKBZOC5xA9jcoA0hMwdDQqelDR2B2hgI/rK8D7u/FwJO0tZfuh/u3V3Dj07O4ct8sXN/ewubwZ/t68fPWsfhmdQ1%2bWJSPfx5eg8FrP3LbruPXl/fj0tom/LqzF3/tnoAf%2bLq1%2bXR8/LupcRHIMcdKG2ChUulERiAUjYSBWXCSZONpeIwhlGuaOJ0aDnMFHNYJSLFMhTOtA7muDKTrwuCMk/GS00CFSDCwR3lh90InPM4/0ojOEiX2LXPhvXPN2L%2bMTVhsxpyqCCYukgxVIonYEwFFI%2bcEuIIxASNhJ/7vaU7m%2brdg6P5uDDxBJn9vD5tAy/vbixj6hQHoqS00Rm24vrUJN%2b9qwbXNo%2bA%2bOQvuy69j8PpPGMI1BqWX8cfeblzb1o7Bfd24vrsNFxcVYoZDSayHwWXU8IohCQchjinRoBAwCJII0RIdKJFjPrVf3ENISbAi3VbF6DweKdbFsNvGwJGg5vTlbALdIRWi0haKuaNiMLdWhan1cfB49aEGfP3mePz4zjgcW5mOOZUKdDOEmDn15KhAyRYnKr2goTtLCPeCnmuYRww2MWE91efilJswdIQccHaWhOnBN6jx7x%2bA%2b%2bvH4P7pRcLiMAYeJtvfT/KjR7j5%2bt0Y/PNDDLp/xyBb4Hb/iJtPrsMNNun6Xa34a%2bMo3LyzGU92uWAm1ByGaGkLjCrKIjfQFCWTHpOkLfCTCqtxKFBGAsywFCHFmA6bpRap9oWwJRXBrI5gdiEHcPW78iMxvUaFOTVR6MgOQSEzg8fSSQ1494lOPH2XA9u7NRjH4k0RgvEDpHVxJoQR/540Pz4wMxqrmNkLib1%2byt9/%2btJxbUs9hg610f/TAJ1mBD5HeXuF/v4DWt1Pj9L%2bPoQBOr9BZoPrD1Aiv36F0/8vhv66APffX%2bPmtf/iJo3STUbjm/f0S8EIh7rx4cJqGGQ%2bSFKHIytJS/mlAtGAxYsN4NdJHFBSlD/y6UO6SlRUsnjkEu/mOCesCQ5CoBWpZhuaaeP7S1Vw0SzVpylRnSKg4M%2btoHGiy/To7WjFq4cKsLBOAQt/qYk6b2WBQmZSiZl0XkkKGiF%2bX80AFDTSA0Vk1pkuFR6bkIrrZPShA2M44QlsQi9jcJ%2bk7e7/rIP7pc10ftsZiHaRJJfixrm1tMdnyRGnWPRuRuUTGPjwPtx85S76h/mSLA4cmwqcnIa35ldD6TuC0w5GukErHaRqCMM4hT/dYQgMETRwpgRuQLh0s6SRUteUp2fR2ciwO1FUWIscWwLmji9EX1sT0ixOqgo5gKohfIMgxAzW5rFvlhEzK0NgYdoTsiKdENFhpTHnOxJNcBJ/aSQbI81SZMBwBHveDifxN8%2blxP1tZlwjtocOtEkNcB/vJRx6yAnchlNT4T47H%2b6nlsP9/Ea4Lz6Ca6%2bx2HML8M0dHfhlRzfAMPTnQ0tx7Rxf89Bs5oF5uHF6FsAtOjIuG77DbkNMKL1/XCziSb5aKpE2zA9xSuES6fRS4ugQFUyo9PvOYMyuj0VDcSZKC4tRXlyAzGQDijNTUVXegZ7e9SjMSoGDiuHUy6TiSy0R8DizOJbaGEDTEUSZC5KYVVjNtAQNbIZkpBpipCOyOPqAWPJAmO8wOLgNczKjsaEoCr9trpUg4BYNOMYGHO5mM7gJD9EX0BZLNvdN4v6vD3Hj%2b/O4tn0cBra20C/wdcdn4vrOTpomTv4/jM7n2DA2AWfnoC/TAP8RnohmKEqMUSBZLUM1sS4OZjS0ycIUpWtFImQeoUMtsipRnuNAljURGVYjivOyUF6QTwWJkm7YdHf2oqqiknUpkMZUa6eqtOVF0wozNiZFBd4qPFZsAKWFjbBxzcQhpcsQwRcHS9FXyyaoAkYgOtiXhChHhzEAX68sA%2b4Zw%2bkTAg/0c/q3YDB0ZhqGHp5BOCzC4Pm74f6SUfjyeVx/Yi1u7miGe88YDOwgdHaNwY2j0zD4zkFK6RLg8fn4%2bWAfTZY/QgK86Dz9Ea/khtIIJWsUMKp1hIEvyTCQcA2iCgQhmba4rLgYhXnZsMVHYWxbG/r6%2btA7cSI62saiqiAPDTVVcNIllriSaYJCkB7PjMEAJZ0J2v7FvGiACDvismvl0uXSh0m%2b2xwVjPhwSqDMm03wQngQiUTpjVem5mKI7m/wBCf60GQMPTiZj1PYgBkYOjubwYcK8Mw6KQni0wfg/vwJ3DyyAEMb23FzXTvcW7qAIzPh5mtukjvw3FI8vXAUZCNvh0rmR9z7w6BiCCLW9ZHhiA2TSWbIHC2X7LFQA6suGo31LVz7fIwZ3YLJk6ezAVPQP3kGZs1ZhAldPZw88wQHOaPBiBmjogkFWmiGJo9bhQdLk7dKxdNd6RQsPkR6nq6VSRthove3qBU0I/7cAC9CwRNR3rfjrloDU2ADBu/tZKiZKk0epzjRh%2bn1H5%2bHoacE%2bS3G5QOT8OeB6biybQb%2b3jKdkjcL17ZOx%2b8revDjsnG4%2begKDDzGBvxnMZaPSsEIDw/EyAOlM4HEKDksnL5GHoSoYHFQ4i%2bdGcaFkq/0GpSX1qOzezqmz16AmXPmY/b8NZi//C4sXrsbk6fNR649WeK3DA4zi15ASGd6PNUgQSY2IEg6Fhc3JJJjw9gAsi7XyC4YMy4MmYZIKoCwnsEocZgkCxxJGIgtSI4IQgeD0qV1Fbek8PRkKQ8MnpnOBkxn1J0PPDEPV3ePxRsTXHizPhUfVNvx1bhS/NQ/Ct/1VOO9Ovr/Bieu3s/k%2bOxi3CBscjWh8B7GDQj2gTrUX2q8hTjPtkXByiKcJiVykhXYumwUxo9p4vo3oKWlEw3NY1GYmYGSnDy0No9BS3Mzipx2WuVQBiqFVE8K60oTxogNyGCA8hCEZ9NGIUnPRBhv5JpEIIvElxqvlMxDXlI0bOIEmDnAoYuQGqCW%2b0DpNwK2SBkKaSkfpR%2b4eTdhcJIweJSG6BE24RFuwFPz4H5wElWig2vehX9odW%2bu6YV73ngMTqV5mtKFm/O6aKb6cJPShxeX4LlldQgYNgxynxEI9fek/Mlg4lCMZPr9a0pxZGs5zj82EX99u4mG6hC6WwuhU8YxqitYR4h0L0MM1cEtdtACC1VzEMrpbFwmA1eemVnAqJA4IJXf9xDdTYpPQ6LexcsOUzT9tzESLfkGTKvR0mVFSFqbphPbEUL2DZYORJR%2bI8kLchRGjMTmcg0uramjAnRwCyZxCwQEKIPcCPd9bMrB8WT9cbTBU8jySxiHyfaHaInvmY%2bBE/NuuUR6CDw6DROy9Bhx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s2h0ccHLrqmsHgk%2bHQJJio7KuHnx8ZENW7E70yzgx7AXyZXxl%2brWcxAssfLm6Wfzz17n2zo43RdD8SmQpvL4UVpdfCS2ogJfU1JXDGioR2IZGeh2pCYGnQrFUGL4JtLVYKhx0GkBLq8Q0FcHJRXBKEaypGEEHQPTNVL2KatHznWaJoUUg5FMIZAyFiuMLWTwBD0thoAg0dCMbQ%2bHDiOxydFNxHb0Ew63AsrJePrl6Znfsse1HwwPu7V%2bfdW77u/Pb4raufnpyW%2bH5rdSMC9Kqx0p4sotVbBUgeKhsDbNKoxL/6pdFUMSyCqoLKlGF1chiKDKvHPq%2brOZ9aVVxFQLM5hoUFoUng3SCYchlSFxxLbawGlNUg/lYi66uJ5YhiR8R5BJkYxGM/BFJKUHSIFIZUyphCsUsNo9GZ1AaaSQ8mYAj44lNIHlwRdC6vOr6EgShvJ76EdlYjmZUNLBhjeKSitLY49sexB3IvHni2cktKcc3vjq1Ke/8zmdHgo%2bFrCyM3a0svWfCpvcrkSN68oSDZWGX2HlVBlnjT59nNHpDcnZxbhniQzkAnlNcnV1U8b68sqiy5mMVtLQGRqTRWiwuhd7GlWsauVI4gV6DbcqHYz8AJzB8MZJcUEsqRpBBOgAgOptdC5ZfjVrWrAL1ssVkMtsdNrfb5HQIlSoEgVoAxWSX12V%2bRLwqrntVjH5dRiyoJaY/v3M8YkNuYiwy7XrNg1Mfrxwoit2Zf25L%2beXdWae3ZUdvs6OS%2bsXVg8q6Lz7TQk%2bzz0r3WWldWuLsWJe0WZOWW55ZUPumqPZdKexVfmVWfnnmh%2bK3xeXZhSUfq2uFzS3G1naDq90IcLZprU612S7XGflKNUOiIHDEqEZ2NZYGnHyowUIMDofZ5bK0uq2tbXaPx9HudXm9rV6vu7PT09Xl9HZobXamRFGFob4prU8rQLwsaSiAoh/fOnv%2bYMjHJ3GIpCt1D882Jp1nJ8eIUmOYicd4KWcciJQJLWGxTTjt5P5uwvmrcet8j%2bqnEetkl2J6wMIUqZ5klWXm16Z/qM4pqcnMK0vLKUp/V5z2tig568Pb4gqV2aU2tzVbXGqLU21xaMyOFrNTa3UZ7K16u0tnc7RY7Uq9SahsoXDFEK3ZprU69DaH0eEwOVvNrlawRbe2tVndbTZ3m73N4/B4nd5Oi9sjbjE2NIFSzalCoU8e2haxdUPq/fi0qyfvHN6ScjS8NHbXq1M7U49vzT23C512nfbusQn9ukNOYKNK5ai3XRr8uFfmURO7rQICXXj/ZUnCq%2bJ7GYWJrwofZRY8fVWQ%2brYo6XX%2bo/S378vhcr1Trnd9bx1yvU1usMoNFkCzEewr7RqLo2WptX%2bX7YIoDWa10doCbFgcAHBLb3cDrwZnq9HlNrnAxrXN5HKbXW2Wtg6zy2PxdJEpjZtD1iQmPasoSM%2b8uOfxkZDHh0KiNwee3bj60d71Z/aEV987V3x%2bR9WVPb0q3NyABXrlIB%2bV264hSnFvO62Sahzt5osP914W3EzNvfY85/rznNtp7wA3kt%2bkF1Y3CpolOodAYxVpbCKw6WqxSlpsUq1FojVLdUY5OJPogROg3qkDUp1uiFSjl7XoFTqzUm9T6W3NBnuz0QFQm50tVpfW1tpibdVa3Tqbu8Xm1lhcxrZuDBqReOV4bvaL/McxmTE7o7etO79tVVTYylcnd2jy7lY8u4G8eSQlavODgxsFZSk/jztMTFQ/OPNg8nh1mQ4N5yOScDPt7b2XH%2b5kvL/94t315NdxjzOupWRXYGkclQnAVBhYCgMbIP8jHIWRqzDylAa%2bSi9oNog1RqnWLNeBbY8Vwpdp%2bPIWgVIrVOlF4JnaCB6LNQap1iTTmWV663fsMoNdZrRLdTa1oxuJgJ8/ugNDbqhMjkuL3hq/N/TCljVHN64pvXSok5wvhuVB75xIidryJHofPfehlwt1KxsnnTz0u8elqZctGuGbcsS15Dd30t7dAeqfv7nyLPNNGaKWxAa6aZIWmrhlqZVoaGJNk6SFDhC10EQauriFIdYyJTq2VMeVf7ehNkg0RkgTX0oXyBhCOVOkYIub2ZJmlkSzhLSFI9fxlAA9T2UUqC1CjY2vtkl0XiZfcf/ioZzUu%2bj0q3kX9hTE7HhyePONyK20x%2bcG2TW6hnxJ6QsLLMtV/3bBxhqycMa7df/3X/9qcchOKEwa8RpT8yquPX9zKzXnetKb60lZhTAcOL6wZLqmJfWaJlEzVaSmLrXNFKGKIlA2CVQAmlBFEyhpwmamRM2VacCIi5uXgGBpXBydj2cIiUwxmS1rXEJB4TZT%2bZofhyaGWMeQ6JlSE1tu5ShsXKWTr3FX5GXAUuLz4o4kRW1LitqacCC84soRa1ny72d6x3SN%2btIngzyoT4yaVBOnuwz/8PupP/zd3O8WezrYUC2y5EluGZB%2b50Xus5ziKhyVLdcyJBq6pJkhBqjoSygADLGSKZYzxFKGWAY6LLH0OzK2TMGTKQRylVChEik1kFoiA05iI8g8ZCOvniLANIl/nIaILAWJo2rkaSh8LVWgaxLpaUsnLwtLZuVp2/F1NdzCx6SnF6vi9tXE7cXdPyl%2bc1OXe%2bNvZrr%2beqpNX3Afd3GHLC1uRIL533/z7V/%2b8O1f/mHhq8/kqE43SbjPPlTk12CgeDqJJ2XJW0Co2VI1SwLkKtgSOUe6BFsi5UikXKmcK5VxpaAj4ckk3O%2bADl8u48mkIoUMbPchFQ3kKiy1Gk8Hez0okQVfcgJOQGJMk6SBLsOxlAROM4mjIQMbQgMNnIClRpaqlcMXiQsfCFIvcJ%2bcIt7YC7sWWXfnSHPuDS8%2bT1P2gpZ25ePpcNS57c3Zd3/p1f3ht2N/%2bP3kYoesl1zSM9BfjqUSuFIyT9bIl1GFCpoAIGeIlmAKpUyRlC2SsIVijkjMEUu%2bI%2bSI%2bVyxkCsR8aQioVQilkkBEoVUqlBAytGkcgypAkuuwJOrcPRqsGslsGvBWYEsQDaK66ngaCfDAhusZiJH3cjTUkRamszGFSklpQn0xON1V3bXxO8uvXLw/YW90BsH8Q/P0N7cZeQlVd08VnB8I/FqZD8X%2bo8/9fzTX0/%2b9Zzn7/5qrtvnryHQ6mk8dBMfSweHQyGBBbJXQGIJG9lCCptP5fCbuIImDp/G4zEFfLZQwBbxWCIuW8jjivnACV8iEkokAqlEJAU25JAiJL64jlhcTypBk0vrm0rRjHIMo7yBVYVnQ4k8GEmIoIjraBI0Q4plgWWpmcxvoYjNbLFGUvGUlHCw/tY%2b5L1jlOTYxsdn0dePNNw8Knz3QFX7pjHjRt6pLdVnt3YyS//%2bc%2bc//83U3/489K//5x8d3s4SNAlJYSPJLBSZXUdhoansBioH28TB0zlEGotEZzWyuI1sLoXNpfE4DD6XyecweBw6j8MS8ABsgYAjEi0hlvAlUkheNeodlPAOin9fi8%2bHEQvgjUVISjGKVlJHL8cwq5dscGtJfDhVhGJKMeDozVWRhNommVlU%2b4qRFFV3fc%2b17euqH8cI8h7yXt2SFiRr6/NViFePDu94sG0VMn5XF7vo7z%2b1/3qha8Cj%2b%2bc//K3CYCyuI9QS6DACHU5kIEg0FJkBqG%2bkYyiMhiVo%2bCY6gcb4AYnOJNOZRDqDCDpM4I1DZXOaOFwGDxgDqSWGYCvSK6sqiuGYAjg%2bD0bKRzQWIho/ohpL6xvLME0VOEY1OLyR%2bLBGIYIuRrKkWK6cKFCRZQYBKoedHo25HVEef/DRwZ3ZMftrHp3HvbjDeJ/KrciuuB/z9tAG8btr/fyPfztjnxpy2B2Gv/%2bH3yt1LblVqPJ6chWGUrU0/cjVeDIU11iLa4ThG2E4MhxPROCJSAKpjkiuIzbWk/5MA5kKvAFLFCabxgFh4bIEQgix5AEqPxFV/IKIzIfVlEKRUBgaXVJP/oimFKMppVhGBQgCOKqSBQiqGMGQoLkKPF9BlOqF%2bGJBzkXi05OszCvUp5eQFw8hL%2b7nJ8YO8zC/G/e2gxPfrQNOdHo3u%2bCfv3r9Xcb2Nvtvf/vt17/%2bmS0SlddU5lVC82DoYhSupA5XjsJX1OErMQQoGl%2bLwcGweDiOgMCTEAQSCtggketJZDS5EUuhEmh0MpPZxGbTuRymgAPSCYIuvF9X%2bLAs8yb83QNcyXNS1cuGsgxU1ZuG%2bnIEBlOCoZdjmVVEdi2ZA6PwETR%2bHVOC5SlwIj2PhhUXXWNlx7OzLkve3RSkX6Q/O8t6ftZDfP%2b/ZlwLrQIzMsNLyJ404f/pJw%2b/EavTNf/yy%2bJvf/vzb37zdWykR6eTYQjoElhtKRJTjsRU1qFr0A0w3BJwHBaJxyEJeBQRX08iYsgkXCOZ0EQh0sDZkE5lMRkcFovPYgnZXBEPUvHmcn3hfXL1E1jurYaSJHRZRm3%2bs9oPD/DlSXzcuyY8FIOrr8I1luGZVWQOvElQT%2bPgSUQBt1Ehpssx2aKKBNbreDZQ//xs09NoKyJj0kj8zbD2d2PGL72SUQ3qlyHZQo%2by%2bH3epbg4u1W3MD/%2b5cvcr37107ev88O%2bNhy6rKS2thyJqkAhq%2bpQNWhUbQMKjq1D4uqR%2bHoUsR5NasCQ8bhGEpFKJtMbKcwmGov%2bwwBHwOWLhZAXD469eXK0%2bm00oeI29M01XGlSefbD2tzEuqLnDSXJdfmJmOIkJrEaS8KhcShYZX5NURau/BUT9aaFB1MyoUJEKuP9DVrqeV5mnCgzdpBX%2bash9S9%2b9W%2bnzAvd/G9D0i%2bDMsTH3BdpmatXra4sL5ubHRkZ6R0c8PT3uXu6bFVVHz6UlZXB4WA3VI6AVSBhlSh4dR2iBo2EYpBwLApBqK8nNjSQCQQyiUQ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RXKAC4ubmJ1ysBqKiokLF9vz%2bAubk5UAkKQpAU0NPTi6HhYfT2dOHmjSKkxoeh%2bpI77kbYojLKAZWR9nhwyQvTJUns%2bRl4QgCPCWCuKAFPbqbRDHGnMp6WphNIAhbyOCNcjWLvpxUmPMkJshtMsBYIBzhKCMMZXlIKDKS6oSPWDtVhVigNt0desB1S/a3haarB098PyzMHkORtDB9HMxxXUhL2V9wIUURHRwsVSwCoBBkL%2bLsBDA4O/g6AUMDg4ABzvw1XL6dB94wqNPesw3nl3dA5uQcGSrvhqq8CV0M1BBiqoMjdiJaV7SubJ1sYz7YYg2elaTRHYZIiHl1PxWyuMEIslPnsAnzOfL6YFaKkljhB4zPM3j/AmjCQ5okBKqGPKdEaZY3KABPkeZsgw8cc/uancV5lN4yVd8BS6xCyg61gY3oWm77bzNF4mdQGc3JywFgkAJxeZSzi7weAu3x%2bfl5KgZGR0ZcFBXlQO3UCq77%2bHEf2boE8yBEZwfaIsdWFh94JONKV6akchLvWAQSqbMHRreuge3Q33DmxFXheRH24IxrCHDDBwGeuREv%2bYP56IqfBOEwXxKI/1Q89Sd4chEKkljjALtDLjtD/GkAPr5sirXEv4ALS7M4gmv/XUe84Tu3ZAK0Dm2CjcxRXwmygramCNWvXSXeIVq78RkHZi0OUADD/ZUzldwMYGhr6DQBRBCcnp15Ghgfhk7/%2bBWtWfoVb11JJtQ4NNDWVchdku59HvJcloj0tEe9hgjSL4zj%2b7Qp89Oln%2bPCTT7Hpmy/gcHgz7GlbY4xV4E%2blBJucQZK1Hi47nUOp70Xc9jFDses53PA4j1bmuQDQLyBQBV00Q530AU3Rtij3NkCssTJcdY/BXPMQNPZvgvLO9YRxApkB5tBQPY71324Qt8HEHWJxQ1ccogSAtUDGeP4cAJECAwODL9taH8BMVxXqR/egqeEmh6EKNBPAbeZ9AVtRqJ8HbH19EJOahLu0x2obVuBD2cfYvOZraKz7Am67V2LFsk9guncDTn0vVWgc3rwOxid2w4GTnNbhnXDVU0GU2Wlc5rhbS6m3MuCeRFe0yO1RH2mFunALXHM6A3e1vTA4tgOah7dDbe9GaB/cDDdDJURZa8Lw9FGspgI%2b/PAD6X7AsKhZr2uAuNfBdPjzAHrpA0YnJnEt6xJCLyqjqfEmWpvvoJ3V/QH7eEdOJG5E%2byHY3R6FfM5I7Q14G6pjzTIZQgyVUeZ2HnkW6nA4thnhmrsRyuHFnaeXwBzOdDiLJHtD2Oqo0M6qwu2iLqz0lJFwUQU3XbRR5W%2bM2hAqhCdf7qmHOI29OLXhG%2bzftg5HCHL3plU4d%2bJ7eBpyIDqzD5bahzgFvgLMwUchvAwLeMrSqM%2b43g8AdwkAibEL9L4cGBxCY20lQi3VUFmei86mcnTSx/ewjw%2bypw8wlzvSQ9GWGYXOtHDIbY2w%2bstlSDXXQl%2biL0o9zeB5aiciDI4jykAFWbaGyLY7h0gXc8RF%2b6A4PQJlif6o5HNzAm2gfmQHzI5/j3zHM7jpdhbJF44j4PR%2b2Jw%2bBuUju6Q3VNawHm1c/SU0dq%2bHh/5BmChtg43GbmzeuI4APgAHH8XCwoIwbylLk%2b4fAqBkfgeAKnhJCBgZHUNkgCuyLgVh6MEt9ORGoI%2b9fJTDzXhpMkbY37vZ2no4IIVYG2HzV1%2bgMcga44leiNE5DqWNq%2bB9aj/kRqeQ72SCQlsTpAe5wzHQF9ZBgfANC0RxUijnfXMYqx7Cim9WQGnnRthqHKAqVGBzUR9ehGZ0bCcOb/wGm79ejgMrv4TOtjUw2L8B%2bke2wEFzJ7Z/t0ZKv6jISMWjR4/eABCDHuN6fwAPHz6UAHC9JAQMDg2jsa4KxbSkw%2bUpHICi0Un3NlwSj9GbiRii%2bektkNMWpyGCCvBjB3jE/j6R6Ikc9mvlzWsQdPoAUqy0cIM9/JanOWqivHA13AdJgZ4oT45ES0o4ynxtWByNsPW79fj0y8%2bhpnoEcX62uOppgmIHTXgc3wrdrWtguWsDnHZvhM7m1VDdugqqrAeutMS7%2bX%2bWfbYcl7OzfwfgvRXA/Q0A/tJL7ujv68PA0Ahu5yajNNQUE5zrB1kDxujqpugAx%2bjzp9jaJq8n4zLzvifBG3OZIRiIdEIxJ7Zdq75AiPpe5FhpotDdBLVRrujNjsDkzQyMX0tGP687U0LQzQmzLsYNewngwPYNSOHQI%2bpAfaApqryZNpp74Xd8OxJ0DsJt33fQ2rIG2rvWYee6L2GvtRf7tq7FqtVrUF5epnj8%2bPGbLiBM3sjIyLsB8Amy17tc5A%2bDfwNALBZEDLKyFsUHwJWyLvWxxEAG5396/RkqYObGJenObSnb2mOOy7NpoWj1tUS5hQa0v98Ag90bcM/TGA3hTuhkqoxcT8Pk7WxCSMVIoRz9nBzHOEhVyT2xf%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%2bMpDUWcwGHo4JLKI9wR6KJGoaS3DGW4Yf%2bRA/0JriikypoibLHPd8LtNQW6OUwlWuhCZvDW3H24HewObUDZ2iyxFxwUumIeGMUfn5%2bitDQUHh6er5RANXw/gBEAflXAEIBvf0DGL1/EwvladLI%2b6L8Mn4oz8HslRhMX43F07xkPLlKONkJmEwMRAcBlLvq45qNOgrMT/H0XdGdGAQ3LVWEcohqiHDATe%2bLcKOkbZX28XRNMZkuBiIfDKV4oTfRDd1UQkOYLe75XEBzsr/0/5M4Ajue2gcj%2bgUnziDnj26GqcZ%2bnFQ5CXNzc1D%2bEgAfHx8JAHcZH/vzCmAavCQEUQ%2bkOtBDTzBQlY%2bFinQJwI93cjBH%2bztAI/O0NBMvrhHIrQI8K76M6ZRQdES6oJInX%2blpiFIbTZTa6WOOBfL5zSsYyYjkzB/MUdcLzREemOL1wyuRmMwKpQIC%2bTNf2mE3tMkdURdsgSoW15GG2%2bhix0g6Q2NEG22ptg9Wp3ZzIBMfs1GC0smTsLOzkwAEBweDJ/9GAVzvBjA%2bPi57vUsKYDHkNDjyUnhqEfzw8Ajq66vQyVx9XJmFp5z7F/Li0RPtgWmOtk9vE8DNyxKEx7lJGEkOQlu0G%2bXLHI5yxD035q%2bzCQYTAjki83m3svGE0n%2bSK4pmFCZSAzGa5s%2bROBQTmeEY5JTYwfxvjrJDtY8xGjPZOepuoN7PAmWu52F6YifshVE6tQteF05IH8w6ceIkHOztGbinIiAgAO7u7hIA7n%2bcAhMTE28APHny5A2AoSEBoB8trU3ITo5ACy3w46oc6XZ37yVvjPHFTxUmYIBzwRhBDGdEcJQNwT3a2ssWWiiwM6Cvt8JdtwvolvtggLVhviARz29n4bG4J3A5DJM88WEGPMJ9LCsEI%2bnB6LnkIb0Z0hRhjQpPI7QX0i8k%2b2I00hU55towVdoJK9U9sNPcB29zFehpHsdJKsDW1laywsx/sPBJALjLXFxc3g8Ad/nTp08lAFzSDZGm5kYU5GUgjCam6WoEntXkSG93t6f4oTc3Bh08tQepAWhM8Ud1gg9q6AGKA6yRYKaGSxe1UOhyHvWhThjh48OsDaPJIUyVbDyifZ7ODmLwPhhMI4CsYGkNsQ50xjmjNdYBDcFmqKShKo/2RnOoM4LPqkCFVd9SZRcsuJw4YLmaqkJX/RDU1VVhYWEBKysrBYMGq/%2bbLkAwfx6AqAEDg72ob6hBKAuU1dlDaMgJx9PKTPRkBKApMwj30wLRmMadEq5PCcQ91oObMR4oj/NGaZgDioRkg2zRIPfAgxh3FjZ/dEV74lExCyYHqQk6yj7prXFvtlI/DIkOkOqNthgHFk075r85CkPdsOGbL/HN55/gs0//Cq29m2Cnxn6vsQ8e507A0VQduqcPQ0dbHRcvXhSFUMEWCFNTUwkAdxkfezeAycnJ3wGQjNBgP5qaahEdaA8HSq/mcgQWy5LRfZlOj6uWJ1efJgL3RQ39QHmMJwqD7FAR74NyFsFcGqVbIfa4y45QEcKAIp3RSDc4kBKMp7TOk1n0C0me6CWEAQY%2bmOaNbra/Dvb%2bByHmqIt1Q4CBFj7/6C/4fPlfsW3t17A4uQO2BOCmdxTuhsdgpq8MbfXDuHBOB2YEYGZqqqAKYGxsLAHgLjMzM3t/BYgasNQFuKO9vQWZ7O1ezmYoivPFIgei3qJYPGDO3otxQVu6eJcoCl05Ebgn90ZJiAPuXfJDVbwnboba4Va4I8pC7SXHWBZsg8ogG9SFOuAxbfAkc14E3M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The ThreeFold Grid

\n

About

\n

The ThreeFold Grid is built by independent people that together create a pool of connected compute and storage capacity. This is a tokenomy where compute hardware mints a stable currency (the TF Token) which is used to rent capacity on the grid to run current and future IT workloads. The currency should be a stable currency and ThreeFold hopes it will be a currency that us used in local economies for many other value transaction ad well.\n
\n
\nThis WIKI presents the basic information required to participate in the ThreeFold Grid. There are a number of different ways to use the technology:\n
\n

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ThreeFold Love

\n

About

\n

A tokenized initiative promoting the TF Token Economy while supporting the growth of worthy causes and projects.
\n
\n

\n\n

Mission

\n

ThreeFold Love is a people-centered movement behind the technology, working on the ground to activate and engage communities around the world to come together to become more responsible digital citizens and inviting nonprofits, grassroots organizations and the rapid expanding global conscious community into the fold.

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\n

\"threefold_tech\"

\n
\n

About

\n

ThreeFold Tech is a company based on 15+ years of tech experience. (Established in Belgium.) Their Autonomous IT technology is positioned to disrupt IT infrastructure across sectors – internet, banking, telco, etc.\n
\n
\nThreeFold Technology empowers a grid of IT capacity, which today is 10x bigger than all other blockchain players combined. More than $15MM USD has been spent creating this technology.

\n

Mission

\n

Empowering data privacy and sovereignty through decentralized Web 3.0 infrastructure. The cure to the cyber pandemic.

\n

Impact

\n\n

Powered by ThreeFold

\n

ThreeFold Foundation is focused on democratizing internet compute and storage capacity to enable a responsible Internet for all. This is the primary reference of ThreeFold Tech. TFTech software empowers people to create neutral, green and private capacity across the globe that’s blockchain-driven and 100% decentralized. This “hyper-distributed” network enables developers from all over the world to bring to life decentralized applications and solutions, and digital service/application providers to host their applications closer to end users.

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mSMC9Iwj3ZINZTnE4ZbM6j3mtJIvmYHq2my8rnpBWor85iAwwi20%2bO0Em1FFIqh2lJ7%2bLlpx9TLWppNhSUPFfRwAikt58IkAX4cuerxP399NwKvr56Hq%2buXvh/Dfj2%2bhU24Mr/b4CAgLssmIh4y8J/eHATPzxk4fe38b14XMO3dzbx5fV1NBfnIdCdDack9thsePPdV3wsJwqUyEgJpSkKpE%2bQsHgFyVyw4ZRHEvdofy1jPLOHTgF5rB9zjJJu05NoiYFdX0chOhpIdHXZ6GzToa%2bLoadJg0aaoIbKLLpEsv5wLeGTiYGuSnzEC/zmq5c8aQuUcgncuJuubIDjfgdR3k601OLp%2bgqeXzqLl4T%2b14T9dzeu/GPyW78fQtEPronT/4FF/4kF/8jjpye38fNH9/HLsyf4y7OH5IE7XAUi4PYVvLp1GWMNlQj2oKc4fBgp5J5L66fEWCyEoNa6Amo7lUGXwGEVoLZCw0J/5wBB7ytogJITgugP8mClqRNWRBbrDbuBrmJ6e6KgJhMNNUoM9hpha86mm1LRC%2bSiukSBUn0M4Z%2bMjlYTtjfXcZtTrK0w0OvHwNvDk5B0oubvgyVNgYdk%2b6fn19iAc2zAJXxN0vv21nW8vXNdLPbt/evinguFvb1PErwrTP46/vRIaMBd/PnpA/z6yVP8xuOX5w9IiNfx7d1NfEMUXJ4ZRGJ4KPnGEeGBgWirraIhymVx6YzspWimz89VS5gM5aiixptp2cuLVNz1dCRx7/NyZJTtaZHHTPkqEqOJWaC/nBKST0NhZDzUoI3Tr69KRxXjoykviegw8iQyfkAh4%2bUUXvLCbnOnK4rSOQUJSekwmdkR7ocOYbC8CI/XFtmAM/j0MmXu6obYgNc3r4lF//CATbh/ixO/S4hfI%2bNviY9vue9/4us/CQeZ/0ceIho%2bvoc/Pbklvu/17Q08PH0c6sR4HOVnCYcuPYXqpBYNUF2FjigoRGZyNML8D5Hpw0XXZ6L3V8lCxfsEbVyLO9tnWbgFBXo5%2bYNx%2bNikFSMDJgaGPPKAjvY3Ha0MDs1VTIHkh6kRK8oKEtldA/2CcGPxNjbOL4txWCVPZIhh2KFLC/f2wnJXE56cXcKzS%2bvi9L/c3qTsXcXr68IKXBFX4c0tMv79OyS562JD3gqHwP7kgG/pAb4jQb65dwNvHt3Cn589wm8vPsZPT2%2bLDXixeQZZ8bE0RY44TDlM5QpW0ZkKxQrTFaBdqFeIqyAQYF6OkA%2bE4v1QRUSbuQ4Xzy7QwFWIKGnn6ttNDldyLzSEdCoboCfkVbAWp9H0pJIcM9gEHSGWwjSVh5H%2bZpxankU/c7alJBXS2CimPHsc3H8AicFB2KB5%2bWj9JJ5fPEvDc1lswJfXruCLzYv4ksbna/oAsQl3bnGvr%2bM1jc%2b39ACvaIJeX6NH2GLjrqzjj0TO861L%2bIS//5TneUnp/PLmZUriFVQbNbTKHzJHHGTcTRMdYDoVoJQ5YJxkZxLiMMNSoS4ZsaFu1H6qgjERjTVp4k2Rfuaaeq5vvpYI6K6EXTuzgEAidRUZNEBaQioZZnanxpxKYsygROajm6QyQrlZOzmNzc1VqkKtGDNDaVmd6PH3EwHSIH9sjnXhEU3Pp1cu4qsbN/DVzd%2bPL/nzi60reHz2NO4uzuDj1QU8nBvHk6UpusGzeHhsDPPVJtRq1chJiEdWghSZkkRokxQoz9airbQUS702vGSDpttqmQ920XscZVapx0B7OVchnAjVM6MYmfaUXOlilOamIczPhbrvzekrOWTW0lEkhiRBGaxcj66WEtjVWNgZTru%2bQs2iNExMKSgtiKeBiEdTbRaGe8uIgnx2ugiL9OvCbeieNhPRUcS460Xjsx97GFiSw4KwPd6NB0JxZ9dwZnwC400taCgohkmdjRypHOkRUSiWxKBXn4E1ZoGHs8O4NdWPycJs6PzcEe3shEgXZ8j8GF4iw5EvTxCbUm/Qw6rVYGWoA2cm%2b/mZ9pDFRfF6etkAM8o58V4WU0yz1lilIVoZ8Grz6WAzKHsBojxaLSpxzQeZIC1EuZmepo0Zx66xRk2915PxDagtz6AHSEFxXhzhFUkHGEsU5PKXs5iusjDS3cAccIxN0vAkGiRLE7H7gx3YvetDyEMCiIBOrDDs1OoN0CXIoGRCjPP1Q8RRV0S6OkPu6QZtoC9qZDE401iOBzP9eDA3gNNNJrSnSdCnTcZsqQ4j%2bWqMleXieK0Jiy01WGfhJ3tacaKvCVdOTMGTMpgmjceDK2voJ/sXcd8bK3M4VSpZpQ4F5IOSXIXo/oQVERQgOy0cfZ0G0fa31mspkTLWzAaUFSbR0maz%2bGymI3a7OkM8hChpyI7jo0K8E1tRSl5gIpxhahwft2J0nCdqrBHv6OzasRNJRMDlYRuqKIVFSTLYCo0Yr7GIQWiivABd2nT05KShKTke7SoJtkdsIgcIru/%2b8UFM0LkNaxWojA%2bH0t8Xvg4O8OV6ZQT5wRDigxmGsntrs7izdpws74PUmDAs9TXCYkyFJomMX5pFFOtgVCeIRw5NjiB1A52VTH4SGh8PVJapMDZoIR9oRG6oLdfCroiwqTZliAW21OlhazJy4hmiuyrMlVEuEjjxDHqEjN/9gTmLhevRN5CHTlsNDjGl7Xp/B3RJ8Tg/0IYWTRpOtNdjnEW35WQgl0QZ534UUu5spvsRmCL80JUpwQaN1Buqwc80PZ%2bdO4kTvPhaSRhM4YHoMeSgUqWENSMdU4zMtmwlOpjz7ywN45PNNWhlUlTL4jBSlQsDLW0uQ04XY3opjY%2bQ/zWpkSTGUDrCZNEFCiFJHufD4BYkfrnSQsTnZiXAnJ8Gu1JqvZXwLicxCMahqSZXdE%2bNNTksPpEZIF6859bWoCMyUlFo4Aekh3LnSrE2PcLY64gd776Par2GUG3DUks1BoyZyPb2QEFUKFQ0LBK6N2tKEloUiWhTJWKyIBNbw530%2bWzA00eiL7gx0Yu11mosWYpxylKCc/Xl2CLJ3eZafbwyiefrC3i5cQpf3zqP0Woz1iuZYiljgmr1thfRw%2biZ9bPYgChRFjWp0WKk72gqFo1PZnIUVcEd%2bTkJbICWHieZnCGHnT4rVszRQjwUbiRW0DUJBCHAX68maRmlokq00y3WlNNx2dQoLeKJ60oJ434UxkTDxf4g6gpycW1uCCeJipaUONTLJJgtK8BaYzVWqkxYNuVjodiIFUbk1ToLbs%2bMUfOv0/o%2bwS8ff4Q/XjpDdVjEk5XjuDs3hTsk3JsMXI8Xx/DF5WV8c%2bMS/cJVSuEGLo/34aytGlYWUc%2b8X1GawmtLQXuLDvrMKOgyYkSIFxtlNEd5XO1cURZTEoOJBF9YBHdYkkYUSGBn0EjELzmEYKDNjOHJVNz1TBKhDOnJgeIdleqyTJgpjwIihGYI5CiowNXBTlwsL4SGMLfm6fBkbR4bo91Ugx7coSJsMTBdaCnHuZZKbPS04ObEAIubxL35STxeOobXlMa/PHqEX9kA4R7BV/QJ396mceLxisbpWybEN%2bSJH2mXf2Iw%2bkFMildw7fg4hpvKYCFPFarjkJMSQq1nvKXcCUPLUoVwgDGUv0zxzlCtRSd%2bcVKQI0USG6CSBdDdpvA9sbDL1cRBrYqkewoTi7RWprIJChi1cUhO9BGNRWONFiVcFbUqWjyyCS9bkxlLPY24ygK7czPQxKT2ERsg3Px4efE0Pj2ziOen5vB89fdU%2bMWV8/jqyiW8vMCccHqJsJ7H1xuX8PO9%2b/jXp0/x5/u38YpmSEiGPwnBiHb4l8f3eNzFb0/u4%2bcHN0Sn%2bM2Ni9icH0M399qQEQ69KowNCIWlkAWpeW0ZYVCnhojFFVMeK0mOAgcU0CFWFKhEwlck%2bCFTGYY81mhnKlD8fpuIRZlL5CgvkZI1w0XZEDK2cIOxrlLDkBEr3kkVvnwQjMRYXwNm%2buux3l2FoXwqiFGLB8wKH9EHfLGxjlf0C9/R4X0nWmCGme3fDwHqn6yewCenlvDt1S024B5%2bIwr%2bxia8vcUp37oqZoI/3b2Jvzy8h18fP8Bvjx%2bJzfiOa/D11XWcH%2b9FV50Rxbo4GDOjoU8NQ5E2HiX5UhQZJSwuCIacaBYtEVOgcB9AuAdYWajC5EA1KsrSxG%2bSdUS8XX2lmgUpWXAUCvIkKC%2bTo642E2UlSTxRCLLTI0XYC1yRnBDATJ2IemquoK9N3K1eOrATDRWoylRhe3YQDxcn8Dkn/poO7w0nJmQA4bbX97Szr69exouzy9T%2bCTw9eRxvrrPQO3fwE4%2b/3H%2bAXx49EO8Yfbm%2bjNdE0Y%2bM0D/fu4mfH97nqtzjaxtE0RlcmOhDi0WDPHoVdXIwShmBi3XxYsFlhVLUVMhQYZKJ65CnpZnie4tyyWXkhO6WQvH7AKXUXzzsmsj2Ha15KCqQk93D0cBccGyuCeXkAl0Wu6uOER/VqREiuxqyJeK%2bCeHCQvIp4QevdjWgNisda5S2O/PDeLYyh68unMa3m%2bfwlg14y6K%2b3%2bbFnzuNx1NjeESSe7a8iFdXNvHDzVs8buLH20yJd27i1yf38HbzAh5TFb44s4Dvr5wTm/LDnRtE0EV8evEUHq0vwladAzM9fkGORERAfk4s1UpGrZeiwhxHJAgIiBevUfhm2EqT115vwIDNRFQoxelLY7xgJ2h8X3cRWltzReYX7v0J%2bm/MiePey/hzgrgOqfJArgEhx/eUFSagrTUFHVSEolyyfXsVWvQ6zDSYcX26B48WJvDyzEl8ffkMvr/KhMcw9OrSGp7ODOFmXyderK3ii/U1vFhdwfdbXA0er/iez8%2bv4uZgN57MT%2bOTkzN4NNqFl3R%2br4iGV8Jd5I01PLuwjLurx1DFa2uiX%2bnlRM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TCkhkHk7o%2bjUAVRdOIKBgFtURzBM2QmwFKdglARYSIC5NhvD5XxekYzJ5iIszU9RAS/em4Clt5SBpAD7dfd9CVgVBPz5O0bba6HJjcUTWTPmGisxW12IidIMmFJDIbvvhPyj%2bzGUGgFLeS5rOwKqSG8YmOH%2byEfo8HRGt58b2n1uoPDCT6hxPo7%2bsPtck0OhL4iHqZw9QPSX%2blwYqzJIQBKmGguw8nyRC5G1BLYTsFMjfCsBC5sEbP/i450kiF7AabAw2ANjSijmexvxpK0OT1ofY7QoBbpYL9RfPY5cx58hi/RFbyTnO4noCbqHrqD77PwP0Rb8AG1hnuhgNJGESjdHNHlfgzzJH1r6BkNRHElIgbk%2bB8baLIwVx%2bKpupvy/3UL/Gt9YP39%2b8DWV2YL868I2EkFu5EgEcA%2bsDRqhCHaCzOtzD5joiwThqQgKELcUe18DE1%2b9zCQkYju1Hi0Rgag%2bI4TfQHdov9ddMf5o1NErD9a2RsaAtwZN9Ab/YB9hKt0CVXA9XpEEMA%2bMF5XgFUuOeucAOtvIcC%2bDN6lgAV7At5GxHYSJAKYieW5SVhyozHZWIIJxjDLQRnrgw6vq3h8/xf0pcbQ16dClpOCnoQw1HjfQq3/HXSzFwyw3vvjuPjEB6Et/AEXomto8LuOvtgHLAH2kNIkEpAs9QExCeYtBrxg3xHg11%2bs/X9RwMLCwpsE7EbGThNhlTeyaBnCVEspRrgW64riKWE/tIW6o4X13psWA21hOtQ5yRhkE5T5P0Svpxu6PW6hixnv5WJU7uuC2/s/Q9rF71Hpforv85HAD5cm0wekSiPQWJ%2bPpcU5bLxn9t/lCF8j4P2%2bDd6FhJe0pPyg%2be5ajNTlYqgkETo6uC4uQE0sjbrguyi%2b74oa/9uQcTQqaGW7Ex%2bhO9cXzTleqOHClO3sgIKzP6PF4zIq7ztCnhIAvfhWSRBQTfDVaTA2FmFl5Rk22Pzelv0dzdCubnAHAt6HiDeVQBUou2HhOiwIMFamQZcfg44EL1T5XEPMCQekup7jssQVtyoGbWkeqA%2b/gVKXM6g5cxQDN69Awx7QRzPUFnQTMpokQ2UKhsV3i%2bz%2bBqrA2Fwqef%2bduv9u4N9FwJYC3vcnsR37gYiXG1jmB0z0NUNP6RqEJeYMl2dxN2BDNOUkQRsdgYGQAPTeu4WWSyfRfvks%2bt2uQeVPc8MJoWIj7A97wInxkP8vlHY6iUFTxVGoI6GGmmysiAa4y/izB/9vGSHRBN/12/9OJFiJYGxYCbHZ42HeqIHg9TU53Ozi2ATDoM2Ow3BxFvR5WVCFB0Pmw1H4yB3d/vfZBzwgiwqEIpamiR5AnhwAZXYE1MXx0FZwnLIEBAl69pblp7NWAnbI/L/jAd4g4G0nP%2bzJeL0cVl6RwFh9IRal57DIGqCvTMdQbT7UpalQcCqouTrr8lOgzoxDb7gvWgPuocX3Dtr976EzxAM94V6cCnd5vQd5WihUhXEEnwwtpa8S5VQQB312OBYmzPQAL94q/feR/%2btOcN56QOJdB5%2b2nwlYWnu%2bSQJvgj1gesaM7s5idNakYqgqXdoMlWximvIMaIpSocmJgyYtEgqOPlmkD3pohLpIRA/NkJgGPax/WYQn%2bjPCoeToUzPzKpaAmvvFcE6U9K3ytF5p/bJmdUkqgd0yv1P2d94G57kNzluPyNiTYHu%2bnYgdD0cwC4vL89AN1qGjMR01JZHoKouDmjev4Raoe5zPcsiHlu5QTtOjYK0rwr3RTy/Q60PgXrfR8%2bgWugPvop/9QkkLLOc%2boWADVBfFYkj4gaxw6DKCMTWkwLPVdYyNjUpnAZ7v4P3fBd6eAOkwlfhSVADeLd5GxCI9%2bTLlPzdrwrC6HgPdJehoykA7CVBm0Pfnx0JTnQVDQwnJyIMiPQ79URyFod7o82cPCKAb9L2LrkCqIcYfvelRkBcmop/1rqbt1eRHQctGOsymqEzyxfjQIFZ/%2bx0Tk1MwGo3S6Q4BRoDebezt9m2Q7diMdD5AHG7aKbYT8ToZ/NCXL7C0sojpMQVGTV1Q9ZaiLMoVA7EBGLznyoXHj5lkHxBfdVWRgJJsZjkcnX530eblhjqPm6ijR6j1pDsM4U6QFoE%2b7gCq4mjoSqKhzQ2DLj0IQyl%2bqLhzAaPDOjbbPwhmCSajCWaTGSaTCRaLhSU4hadUhS379r8L2IMXX4KIH0TE4QjppJg4KDlnOyhpd%2bxswe5QonT%2bZosQ/tGVFYkAi7oHY3Rp6pQHULfnITv0Gq5881eUujui6Ph%2btMVHoCMlCPKMEAwUJqAzPRJNXHyqH7ig8q4LCm5fQ8E9F1T4ueNxtDe6mW1FIbNeRumTBG1mEPQZAWi6ewYpLo7SQYiVjRfSbxijY%2bMwm0dIgBl6vR5DuiEYhg3SuT8B0pZ9Adz27Y8ALg5GiLNB4pToyKgZIyMm7JmVDhqSIdt129FZ6eARQxAllDEzrsdIcx76071gzo%2bE0v8qah854uK%2bv8Ltm78h4cLXuH90H1oL0pFywxEN4msuujkZ67mRdV4WeAcldIbVEQ8J/CEaYz3RLX4iE%2bBLY5n9WGY/FOpUX/SFuSLqwN9Rl56IX//1P9YfcNY3KN1pGIeHpVIQBOh0Omi1WinEc8soVTE7vSV1G3BxQtQyNgKzxQST2UgCh7FnRpyuXJiXwIurjRBbzG7GHMHPmlQw16WiP9oVrf7nYWSH1iaGou3RZRS7/IAix/3IPfo5Ui/T4VUX4tHpn3D36HeSp9fXZUFdk4GO9BA0x3FhSg9GW4o/2pMJNJvjrySG5odWuigGuuxgyGPuoOjSd4g/cwSTYxZs/P4vTp0N6bvLqelZDJOAkRGLVAYCtEajgVqtlq5WIgwwj5ipFuuZYHG1Zd28CX6LgBlpJMxZCdiMOdtjZn6aBEwbFJhozoGpgp06xRNl7g6ovnkOwykhbG5eDDd0%2bF%2bC7zcfIuTaBaiaquB12gF7//M/0Bj9CJaGXE6FHMjpFrvZ2btzI9HLtbcvL5w7Aglg49OVJXB5imLT80LD/XNIc/gMfRXFWP/jD6y9%2bI1j8CVVsE45z5MAI0Ys4rzvhFQKggwBXqlUbqlBKMNgMEhKMZlNfI95C7zRaJBizxSBT0unrV%2bFeD4jHj95QvaNGJW3wliXA1WmH2TRtyCLdUdr0C8I/%2bFTFJzZjy4/V/TGeUOb4Y1b332IB%2b7uGON%2bEO50Fh/9x/9C%2bLXTmGjIwSBdnWiM/QWx6KPbGyDogYJIyAuioGA5qUiG%2bLW4I9gVxRcPcIm6Lx3iXH3xK%2bM39oBfJRVMz85J2VYpVdBqCFSrIxirEoaG9AQ9bL1SJYIUQYR4bXizbIzGYb6HfcOgx57JuVlMzc1Kp7pn7B5Pc05ODg9isucxJruqYHycAVmKj3SYqTf%2bHgFz03M/DpdP/oKsX75Hb5IPhooi4H3mIOLCw1kuauRx/T38t7/A5bu9MNLfq0oTCTgOMpZODy1vb1aIJP%2bBvCj0ZQShlwtUVwgnhPsZlF4/DbNGTdAvuXP8KpEgCBAqEAoQGVbIFZAP9JMIBZQKOa%2bD0IgyUGuk0A3poOH7DFSLkSqRwLNkRJhGRtgrxkjADMfCjDgyMsNmwU7Jq1DAlFGJia4K6RsZMZdH24qhKghHTxR3%2bWg3kvEItT5XcP3LD5F8bj9k8R60rRGIdfoBeUkJmKVy6rNS4HzkAH7%2br/9AS8Q9mDg1lMWc9XnR6E4NwkBOGAkI46ocjK5EP3THeqGFG2T59WNQ1JRLxufZChevjVfgxePZhSdQqVSQ9/eThH6CFUrQSGoQE0GpGMQgyemXyTDQ3wfloFJ6bZgqsYxyCrBsRPlYLCRgQiLAemRsamZGejw%2bpsd4fx1MjflSXTZ6O6E/JRgGZlEWfx/tIVfREnQNyRcOIuzYV8i5fBhtAVehTvdBhvOPqM7JwPzsBLqqihB%2b0wVHP/jfiD13mOMtXtoVFLnMeGYoBqmCPvGzeWowuhMD0JXgi9r7F9CVkUDpL3O2L5GAdQm4jQBxnZl/gv4%2bmZR9NWtelICodRFSHyBg5eAgZL3dJKlPIkOQombJSO%2bV%2bseY1D/2jE9ZDwyKGJ%2b0wGzsg17ZhNGuSunoy2B%2bGEpuHEXx7V8wXBiD7nA3NAY4IfbUV0g6vpfT4ApklK747V%2be/AhZTodQl5OJZbpGbW8riqJCcXnv3%2bH57Ueo8XSSfj9Q5sYQfBQG6f370kII3h%2byDK7PnA69WYkcWWKECev6jBl/QeAvrNmXCPiNiZpFn6wHaqrAoDdI9S%2buIvuqLfA9Eknise3fRFkIpUh9QeobZhIwPS25IrNpEAZNG7TKBii7KzDK2jc1FkJbnoDeRA%2b0%2bN%2bU1tUWn8vM8gl47f8HGn2vsINHYzAnAgpaVjnrOfnCIbSVl%2bMlO/eoSQ9lRzP8HE/A7fMPkHr%2bMJoDb6KTUu9LpklKDYEsKRA9VNegcIGVBVTgAgzGUcjlagwMcOyaLdIPtqIJLq%2b9kK7Ts/Ps9io2NTHSRjFsMBI8vQABiiwL4L093ewJSqlRyvv6JQJsk0GaElK56LBnxKKHXtvJhaYBGnkdVPIaaHqrYOlmCbSUcrtLgSJDSPMsukJvop517/nlfyLb5ScYaHB0nPGDNDkKRl9WMELPHkZjVQ1yUlNQkZ%2bHCZqOx1npuL/vYyQc%2bwY19y6i5pEzzZMzmn1c0R3tQxOUCA3t8vTULP3GGuf1NAFq0dbQjKrCYgKSsyRWJfBCBbMLi1L2RkbGpHE4pLWC16jUlLuc4LvYG%2bQEqpPkP0ACbNPgFQEa6KmYPTrKXauoh2agHsq%2baihkFVB2lWGkpw6Wrlru9iwDzmkF67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clw43ER742CMJ05GOqGc2XCO/b4iIxylFDslySEomxeO8pQI7CfZrXa3QZadEeaLMdheD%2bts9XDQzw7n5/ijPSMKn61Ph7yVZNdciZdnDuO7w5vw9d6P8Lx0H15UF%2bHNpTr8fLEBPzZX4/fm05hjPZOtuTvirKdKdS/2C0QWqEDgMNRP2hR9ux9g0Jn9gLd1wlUm6kdvcF8JgJmiFHhDPaK7xkwXNeF%2baJgfgwMxBIDDyYkwewmAyuRAOh2I0wKEJD9scjFBpEyT6kwDwzUGYkCP7uwiGnCnTE3QGoSNbmZsm8E4n%2bCPRkrl3yr245f6UhT42yDP2Rh7OCQVpM5GB7PheeNp/HmzHb%2bzBH6tL0OKrTEm9f4nQo0mwpxtUHQAJfP3F3ygEJxAMOQ8JwHA9f0AGKo4gAQoY83LTSl1KXcVFqMGSlOfzdghHGRccDk1Bu3LE1CU5I%2b9ke44GcYhJ9IV5SS90gQfnIhywT5K4zX2upwQjbDezQaRhtqwHNIfXsPU4da/GzIMxmBvsA2Kotw5D7jhhIcFHi6Lw/dHNyF4qiZ0ehGsMcMh0xyFbfMScYLy%2bd6O5fjzaj3%2bbKtCI8tD7Fk6TBgiASA5P0zZDcSGiNQVCIDxUCUHGHeGA8xHDZQuotMyC00NueXoQbAaraGw0tSAheZAuEwagepQP7SwpV2gyCmd648d1POF4SyBaCo76oFzzIJTsT44OdsNFTw%2blzEbFSmROBLmgo1W2khh346ncssynYJtftacGu1REuKCfBdT3GE2/F6%2bD4stZ8Llw39gkc5oagwffHGCHeHUHtzfvhS/VB3DX62n8enudTAbpQEn3s9u/GDYjBkkmRWfk4AozEcOENkgN36bAZ3RAcYjlBcZjWAGjBggF4xPU0itb1hf2I8djGJ3R2l4ubImHsV0eCfTtJhzQMlsZ5xl2telhqAxIwJVsd7I97dDYaTY3/PGPn975DoZ42Or6VhLHtjqaCjtB1Qy%2buXhHih0s8TDrDig5TRub1uDjea6OOZqgU/XJeO3Gjp9uwmv2ivwpHQPFHVFVJjJmD64H3y0R9FxDVi/tdEiWOoKkbEWo9TlVqMHSgBYag7sRAmodIBoHez7ooWI3k8d0FfqsabsAMdDPfFgXRpurEnF6ZTZ2BXGkZZcUBTJASiFw8/CKDSnh6N5bijO8L1DzobYYauLbJsZ2GI9HVttdJFjqYuDzqYciBxxMsAJB0iQx2YZ4%2btFyfh3xQn8u7kcjxjhuoWxBDoFTwrz8LKpDC/OHcOL0weBC1UonBshTaaezBLbcYPp%2bEDMkrKAx2MGKazHSNlLADQkAAjM%2bwHQHaRkSl2OkHqDJBEhbS%2bJLyb0Bym/oNgX4IYbGXNwdf1ClNDR3SHurGNPqZbPs/83ZEZz/A1GLUE5R6F0irWd72qOI87mOMAucMTJVNoPqInzl6wg0BW7Z5mixMUKT1dn4a8KDj5tZ/Fj/i483LgAtzgd3t8yn2JpKX7auwavzxdAcb0F6c7W0O73T3gbacGOU6klIy6VKvnKjCXA6LMU1OVmI9QkAMxHqHdCCmsopbDOwN5sg33kNI6WfRTi25bpA8WXEn2wy8seVUHOqExiq0sLw0Fq%2bhORohW6oZpTXT1bXz0da5jtiXpmwPlAF5yllfk6oczbASedzJDvYYeDHo7YZif2Cu1w1MkGZ4Pc8XjtQvxZegJ/dLTgyfFd%2bNfGLHyVs5zrfDzJzcKr/BzIG8upBC8g0cESWr3%2bgWALbdhMGCoBYDlqoJIQh3MWEDMBy9h8hFIKs0u8H4C3XyBylTH6cj1l1BXiaycCweN%2byHG0RB17%2b3HW9vF4pcA5xj6fTxCqSY41SWFoTAjEReqASyyRS5lxaJkXhUoqv0N2xthoMAW7bS1R4OOMPZTIxwOcUTUnDJeSIyUJ/Ka2Ai8Ob0djYhRqIrzw9ZZleLpzHV4c2oLXJ7fjj8pjnAVakeXrgjEchyNYVlacSzgASa1QGDvAuzZoNkwJgOmwTgBgpOqVXGVGkhSWFKCkqoQUNhw2AKtsTFBHDd%2b2OhXHOL0diQ3GMYJwMsqXA1EoztPa5oahg6Vwc3kaLlPJ1caFYLe1AdboaeGYrzv2zmIW%2bDjgNB0sj2bniA/DdZbVCw4/f11pA5rO4uKSBdgyfQpuZcbi5wPZeF15kkKphkKpCv%2b%2bUItFXnYch7sgzGwqHCaP4Eis/vcsUJgrwWAGvC2BzgxDQ1QkyN5J5SdXkZ9CSYADpCFoga0Z6hfOpeyNxhHO8if48CeTInAyNpBlEYaquGA0caS9mBKOOkb%2bdKQPDrP%2bV%2blNRgEFVEVoIHbbWGKV/gxstjLFXjeWgJ8TrmYlcfY/ip8LTuCXAirBo/tR4OeFhiBXPMtdgTeNZyD/9AH%2buncLf7bXYqm3Pab0%2bQAushGYNXYQLIRmIUmLEuCxwowBo8ktRr4FQK0TSnBwP5UU7kcl2E%2buGoKk0VJkgBiPP3K1Z0rPQfO8SORTxxfS%2bZK5swlAEM4kheM018pof0Y9AIUkyGNk%2ba2ORjgQ6IaCyEDscLZDtpM9Nrs4UU47YJ%2bnK/YFelERRuPJvh14cvAgfty1A68bavHVwd24RJC/XZeB3zkWy%2b/fxl93ruJ/LtVjdaA7DDR6wpnRnyW%2bGhNBksqgPxhthelwSRnKzVTjsFlnxuG3UpiOyjgCyyWNPUJNYSzN2QOkgciDU92JMH8Uc7DZP9sHRXS%2bZB4tmb2fES%2bLD0F5rD8q5/jhbIIfDgfTUaZ7jqcLPnayxceOdljnaI%2btPu7Y5uFK4GaTS6JQEhGAL3fm4HnVOfxcWYnXdefxe0sDHm5dgy/Ydl%2bdy8cfF%2brwur4c/26rQ9niTOhwFvDXHQd7coCVpjrb30BJC1AQKdj/YTl6oJyaQAKA6/sBMBmpvIgSWGYyUo1SmBp7lLrClLUljoUaFKvosU4ThyM31B0FzIBTqdE4Mz%2bOqi%2bGnWA2Z4JgnEkOQBH1fR4zYIufKza4uyDb1wubfTyR7eeJnYz6fh8vHIkMQ463Kw4H%2beLRnp14UlZOK8PPZ8/il8Y6PNy3E4/3byIYpzgEkSCriiFvq8fXxw9Dj9LaU0dT0gEUOsJh0fvFcyqFkOZAOZVh54WQiapOuMpociF8JABYX5TJ0s2F1BQfNmvcEGzyd0Q%2bO8HxhBCcTosiOcaiOj2GAISiIimQncEduYHO2B7lhZwAV84G1lhrZ4U8pv5eVyd2ATvssbWhFvBDZUwUHh/kMFRdjed19Xje0IQXrc34svgkfqoswJu2MryiSnzZeBZPqsqxLMAL%2biwBPz1N2E0YJvV/S9WzUQMoBBfQ5CRGZQaMVOt8FxBKUPy8RMz%2bJqwnkf4mYr9NZIQ0ealJH7jK3QqFCYIIg1DGFljNTKhfmICazNkoZRaUctQ9EOiAdZz6wqaMQZz2BMzRHImkUeORMWkq0idoYem0Gcj39sP5mDm4s2YNvt2/F1/u2YX7B3bjzsGdBOAQXtSU4Q%2bqw1dUgLh9CSVrl2I8O4AYfsR%2bgD2zUYgglfMSAOIZxZ6gyfD/xSzwX1J4qCBBaRdImgXeboYYS%2bwq0FXHMjcrFMUz0nMCUZwUirr5sWggAOczInE2MxJVnAuKI5yx0sEQ6x2NcZyaf7e3IzYYG1EPGGKt1gxsNzTDdlMbHLJxRGtSGh4sW4uvV67C7byPsS8hGI0rE/D81CG8aTmDV5frCUAHcubGQFfapu%2bNCDOZNKWK5xHEZy6yls%2bs2ht4NwwZd2ocfpsBQ/vLeCxX7gEqM%2bAtAJINVwIx39EUBQlBHIvDcIravCotGo2Zc9BELqidH4kzGWE4zGlxr%2b8sFHDiK/TnfB/pS9XIMZokuM/PGyXRESRLjteZafh6zx78UnYab0iAr2vLWefb0bwiHU/zd0N%2bpQ5vOprwsq0WkRb6MCXra/XricCZE2E7fqjkvDEDZjxU/JCiv9S5RBcwH67W%2bS7w9y0xgyH95UZKx3mzAe%2bibzpCGX0jflC8lR7yEymJCUAR6/4Us6CGzrctIACcCIs43p6MpcMEoSjYGcXBbigM49ww2w9Hg7xwKDwIxWlzUb9yKTq2bsIXRw7il9pq/FrNdK8uZiuswDcn97Ez5EN%2bvRH/c70dV47tlSIuBh%2bRAU5sg%2bLreSnyYrtOlKvIAPGsw9XeCSGzzugAw2FqKiWoxhIYIDdStcF3zis3SAjAQGkjMsRwCo5T8hZxLjgR58eWGIrK9Cg0zo/CGR4XJgTgFLuB4IJTIa44Tt1/mLNEcbg3QfHBMbbTsqQ5qJ6fgRt52XhceAy/nCvFTwUH8Ips/5qK8JeqU/itowavO%2bqpEluwaU44TIf0gTPrXgRDbM%2bLjiRYX5gKBCUAYhgaqSRBs5Hqnd8RMlLtCov9AFNVF5A2Q0U7FB9CAjQe3hcJgaE4nB6HfDp7ghlQQDAKOQydJQfU02o4LVYwE8pJkOURPjjh5YhD7rbIpyg66u%2bBw75uqIjh8JSahLvrV%2bP7goN4VV%2bJFxUn8SvtTSu1wMV6/NxWRQKsxcOKQgQYTpXIzpykJ7bq3KaOgiOzwIZdSZj12MHCFOJ41vihcmaLBABfdwIAVZoYsm54LDei4zxWzBSlQAAMRSYw%2bgIEl5nTsHr1Phxe%2bRGzwA9lC%2bNwgkAUzA1BWXoEahZEoWr%2bbBSxPZZTJAmFWEgQTvq54Ki7PY6y9%2bf7e6JuTgSuLUzDN9uyOQscZ/pTA5wpohCqgPxqG151NOPH%2btN4dbEBm5OjJa1vPXYotDmcTdfoCxtmgGiDNmPo8LihBGEorMcNVdiOHwbLMYPlZprK/QCL0YM688WImmpPUE1mMExNbsDanzG4v4Kv6bi6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RXKAC4ubmJ1ysBqKiokLF9vz%2bAubk5UAkKQpAU0NPTi6HhYfT2dOHmjSKkxoeh%2bpI77kbYojLKAZWR9nhwyQvTJUns%2bRl4QgCPCWCuKAFPbqbRDHGnMp6WphNIAhbyOCNcjWLvpxUmPMkJshtMsBYIBzhKCMMZXlIKDKS6oSPWDtVhVigNt0desB1S/a3haarB098PyzMHkORtDB9HMxxXUhL2V9wIUURHRwsVSwCoBBkL%2bLsBDA4O/g6AUMDg4ABzvw1XL6dB94wqNPesw3nl3dA5uQcGSrvhqq8CV0M1BBiqoMjdiJaV7SubJ1sYz7YYg2elaTRHYZIiHl1PxWyuMEIslPnsAnzOfL6YFaKkljhB4zPM3j/AmjCQ5okBKqGPKdEaZY3KABPkeZsgw8cc/uancV5lN4yVd8BS6xCyg61gY3oWm77bzNF4mdQGc3JywFgkAJxeZSzi7weAu3x%2bfl5KgZGR0ZcFBXlQO3UCq77%2bHEf2boE8yBEZwfaIsdWFh94JONKV6akchLvWAQSqbMHRreuge3Q33DmxFXheRH24IxrCHDDBwGeuREv%2bYP56IqfBOEwXxKI/1Q89Sd4chEKkljjALtDLjtD/GkAPr5sirXEv4ALS7M4gmv/XUe84Tu3ZAK0Dm2CjcxRXwmygramCNWvXSXeIVq78RkHZi0OUADD/ZUzldwMYGhr6DQBRBCcnp15Ghgfhk7/%2bBWtWfoVb11JJtQ4NNDWVchdku59HvJcloj0tEe9hgjSL4zj%2b7Qp89Oln%2bPCTT7Hpmy/gcHgz7GlbY4xV4E%2blBJucQZK1Hi47nUOp70Xc9jFDses53PA4j1bmuQDQLyBQBV00Q530AU3Rtij3NkCssTJcdY/BXPMQNPZvgvLO9YRxApkB5tBQPY71324Qt8HEHWJxQ1ccogSAtUDGeP4cAJECAwODL9taH8BMVxXqR/egqeEmh6EKNBPAbeZ9AVtRqJ8HbH19EJOahLu0x2obVuBD2cfYvOZraKz7Am67V2LFsk9guncDTn0vVWgc3rwOxid2w4GTnNbhnXDVU0GU2Wlc5rhbS6m3MuCeRFe0yO1RH2mFunALXHM6A3e1vTA4tgOah7dDbe9GaB/cDDdDJURZa8Lw9FGspgI%2b/PAD6X7AsKhZr2uAuNfBdPjzAHrpA0YnJnEt6xJCLyqjqfEmWpvvoJ3V/QH7eEdOJG5E%2byHY3R6FfM5I7Q14G6pjzTIZQgyVUeZ2HnkW6nA4thnhmrsRyuHFnaeXwBzOdDiLJHtD2Oqo0M6qwu2iLqz0lJFwUQU3XbRR5W%2bM2hAqhCdf7qmHOI29OLXhG%2bzftg5HCHL3plU4d%2bJ7eBpyIDqzD5bahzgFvgLMwUchvAwLeMrSqM%2b43g8AdwkAibEL9L4cGBxCY20lQi3VUFmei86mcnTSx/ewjw%2bypw8wlzvSQ9GWGYXOtHDIbY2w%2bstlSDXXQl%2biL0o9zeB5aiciDI4jykAFWbaGyLY7h0gXc8RF%2b6A4PQJlif6o5HNzAm2gfmQHzI5/j3zHM7jpdhbJF44j4PR%2b2Jw%2bBuUju6Q3VNawHm1c/SU0dq%2bHh/5BmChtg43GbmzeuI4APgAHH8XCwoIwbylLk%2b4fAqBkfgeAKnhJCBgZHUNkgCuyLgVh6MEt9ORGoI%2b9fJTDzXhpMkbY37vZ2no4IIVYG2HzV1%2bgMcga44leiNE5DqWNq%2bB9aj/kRqeQ72SCQlsTpAe5wzHQF9ZBgfANC0RxUijnfXMYqx7Cim9WQGnnRthqHKAqVGBzUR9ehGZ0bCcOb/wGm79ejgMrv4TOtjUw2L8B%2bke2wEFzJ7Z/t0ZKv6jISMWjR4/eABCDHuN6fwAPHz6UAHC9JAQMDg2jsa4KxbSkw%2bUpHICi0Un3NlwSj9GbiRii%2bektkNMWpyGCCvBjB3jE/j6R6Ikc9mvlzWsQdPoAUqy0cIM9/JanOWqivHA13AdJgZ4oT45ES0o4ynxtWByNsPW79fj0y8%2bhpnoEcX62uOppgmIHTXgc3wrdrWtguWsDnHZvhM7m1VDdugqqrAeutMS7%2bX%2bWfbYcl7OzfwfgvRXA/Q0A/tJL7ujv68PA0Ahu5yajNNQUE5zrB1kDxujqpugAx%2bjzp9jaJq8n4zLzvifBG3OZIRiIdEIxJ7Zdq75AiPpe5FhpotDdBLVRrujNjsDkzQyMX0tGP687U0LQzQmzLsYNewngwPYNSOHQI%2bpAfaApqryZNpp74Xd8OxJ0DsJt33fQ2rIG2rvWYee6L2GvtRf7tq7FqtVrUF5epnj8%2bPGbLiBM3sjIyLsB8Amy17tc5A%2bDfwNALBZEDLKyFsUHwJWyLvWxxEAG5396/RkqYObGJenObSnb2mOOy7NpoWj1tUS5hQa0v98Ag90bcM/TGA3hTuhkqoxcT8Pk7WxCSMVIoRz9nBzHOEhVyT2xf%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%2bMpDUWcwGHo4JLKI9wR6KJGoaS3DGW4Yf%2bRA/0JriikypoibLHPd8LtNQW6OUwlWuhCZvDW3H24HewObUDZ2iyxFxwUumIeGMUfn5%2bitDQUHh6er5RANXw/gBEAflXAEIBvf0DGL1/EwvladLI%2b6L8Mn4oz8HslRhMX43F07xkPLlKONkJmEwMRAcBlLvq45qNOgrMT/H0XdGdGAQ3LVWEcohqiHDATe%2bLcKOkbZX28XRNMZkuBiIfDKV4oTfRDd1UQkOYLe75XEBzsr/0/5M4Ajue2gcj%2bgUnziDnj26GqcZ%2bnFQ5CXNzc1D%2bEgAfHx8JAHcZH/vzCmAavCQEUQ%2bkOtBDTzBQlY%2bFinQJwI93cjBH%2bztAI/O0NBMvrhHIrQI8K76M6ZRQdES6oJInX%2blpiFIbTZTa6WOOBfL5zSsYyYjkzB/MUdcLzREemOL1wyuRmMwKpQIC%2bTNf2mE3tMkdURdsgSoW15GG2%2bhix0g6Q2NEG22ptg9Wp3ZzIBMfs1GC0smTsLOzkwAEBweDJ/9GAVzvBjA%2bPi57vUsKYDHkNDjyUnhqEfzw8Ajq66vQyVx9XJmFp5z7F/Li0RPtgWmOtk9vE8DNyxKEx7lJGEkOQlu0G%2bXLHI5yxD035q%2bzCQYTAjki83m3svGE0n%2bSK4pmFCZSAzGa5s%2bROBQTmeEY5JTYwfxvjrJDtY8xGjPZOepuoN7PAmWu52F6YifshVE6tQteF05IH8w6ceIkHOztGbinIiAgAO7u7hIA7n%2bcAhMTE28APHny5A2AoSEBoB8trU3ITo5ACy3w46oc6XZ37yVvjPHFTxUmYIBzwRhBDGdEcJQNwT3a2ssWWiiwM6Cvt8JdtwvolvtggLVhviARz29n4bG4J3A5DJM88WEGPMJ9LCsEI%2bnB6LnkIb0Z0hRhjQpPI7QX0i8k%2b2I00hU55towVdoJK9U9sNPcB29zFehpHsdJKsDW1laywsx/sPBJALjLXFxc3g8Ad/nTp08lAFzSDZGm5kYU5GUgjCam6WoEntXkSG93t6f4oTc3Bh08tQepAWhM8Ud1gg9q6AGKA6yRYKaGSxe1UOhyHvWhThjh48OsDaPJIUyVbDyifZ7ODmLwPhhMI4CsYGkNsQ50xjmjNdYBDcFmqKShKo/2RnOoM4LPqkCFVd9SZRcsuJw4YLmaqkJX/RDU1VVhYWEBKysrBYMGq/%2bbLkAwfx6AqAEDg72ob6hBKAuU1dlDaMgJx9PKTPRkBKApMwj30wLRmMadEq5PCcQ91oObMR4oj/NGaZgDioRkg2zRIPfAgxh3FjZ/dEV74lExCyYHqQk6yj7prXFvtlI/DIkOkOqNthgHFk075r85CkPdsOGbL/HN55/gs0//Cq29m2Cnxn6vsQ8e507A0VQduqcPQ0dbHRcvXhSFUMEWCFNTUwkAdxkfezeAycnJ3wGQjNBgP5qaahEdaA8HSq/mcgQWy5LRfZlOj6uWJ1efJgL3RQ39QHmMJwqD7FAR74NyFsFcGqVbIfa4y45QEcKAIp3RSDc4kBKMp7TOk1n0C0me6CWEAQY%2bmOaNbra/Dvb%2bByHmqIt1Q4CBFj7/6C/4fPlfsW3t17A4uQO2BOCmdxTuhsdgpq8MbfXDuHBOB2YEYGZqqqAKYGxsLAHgLjMzM3t/BYgasNQFuKO9vQWZ7O1ezmYoivPFIgei3qJYPGDO3otxQVu6eJcoCl05Ebgn90ZJiAPuXfJDVbwnboba4Va4I8pC7SXHWBZsg8ogG9SFOuAxbfAkc14E3M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\n

\"tomochain\"

\n
\n

About

\n

TomoChain is a scalable blockchain-powered via Proof-of-Stake Voting consensus and used commercially by companies globally. Their mission is to accelerate the onboarding of millions of users by empowering today’s applications with technology that masks the friction of Blockchain, all while retaining its underlying benefits. TomoChain’s technology and DeFi-focused flagship products include:\n
\n
\nFast & Near-Zero Fees: 2000 TPS, 2-second block time, ~$0 gas fees, and EVM compatible\nAn array of original features and protocols is designed to support speed, privacy, usability, and liquidity needs all in one platform

\n

TomoChain and ThreeFold

\n

TomoChain and ThreeFold joined forces to solve a major problem for web3 developers and node operators looking into building decentralized applications on top of The TomoChain Blockchain, which is IT automation and decentralization.\n
\n
\nThreeFold provides TomoChain's community of Masternode owners, dapp developers, and TomoDEX developers with an autonomous workload execution through its native Smart Contracts for IT and Blockchain Database, while simplifying the process of running a TomoChain Masternode process through its efficient containerization and deployment mechanism.\n
\n
\nTomoChain provides a broad array of developers tools and a whole suite of Blockchain products. And by leveraging the decentralization, docker/kubernetes compatibility, and privacy aspects of ThreeFold's P2P compute/storage/networking capacities, developers have the ability to build robust and scalable containerized dApps on top of TomoChain and deploy them close to where their users are located.

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GH2TDeuRCbVy/HysXzsYcOXmRvhiovJ8QbnkfwuYO4cuoQqlzN0RPogP6bXhhKCsFw/A3IQzzQfN0JHeE%2bGLjljxdpYRjMjILtyUMoCjTCz5mmHGFptPSBDj2uwIaK%2bu/noNNNAB2aAsAMdGhNkQIUdS7kLteagVYVyl5LAUBOTxAtsU1jMrrNNuGl427I41xR1d0kzQKDff8BUIr/qIAA7jH79z4Ff4/nuTwPL6tCIeON9OlMwjAByDiQWOxdjEVTv8SKxQuxhtNdkctlyOPDUe5hj6orxggzOIsC14voD3PB3ZQbuJcehReVufiRxvcyPxov8hPwMMYPXycE4qf0G2j1N8VvvQl4VeQk1f4ATbBLb8Gn6U%2bx3goAbRpsebqzKO2p9AG2OpZAry6DZEm0qU5Gr%2bYkmiCNkO/79GcR2BR0Gq/FS/u9GLhpi%2bquBnSKtbhP4QNjhhn8MIO/K6cCmH0B4K4AwPq/104Anbn4vjYSbcxIn/ZE3DGYhHLdpTixkRPeonlYvXEr5rHdOZ0/iftscS3B7ih3NIQHazzdwQhdEa4YSArGYHIo7hWk4ZuaIjzm93oDPPA84QZe5Mbjm4IkQgkHnlfjl1I3yp6jL/t/p55YgcVTIHYfw/kSAJnGbMqbgWkweJ0ZUp33UO5iDpCpTkW35kR6wTQqRCiDpUITbDVYhe8c9mD4himqOuvQzm1wgNOgpIAhSl%2bcYdb%2bnU/Bi3OvPU86X3fk4If6aHSYrUCv1pcYYBn0G87G9aPLcWrzSmxZOAML5y/A8hWr4XruKIMNRRGln2ihjUpvS9SFu6MtPgidkd7op%2bRbI66jJMAbtz09kOvmhHyny2i77oh70d54/6QCr%2bqucwJUPAzp5P7fztLrNlI8BZIz8zIqoJfZ7dScKWVdtMMeMQNoU%2b70gA6NiSyH6QQwU1KAaI/tekvx3GEf7vnpoJLjcCs9oL9P4QNjBjnxDVD6gxx7hwngDoO/w8zfZfB323LxtD0H3zfFotNiDXo0v6QPTCLZCajTWYLA44txYvUsLJg2EYuWrMCquXMRrn4YqRfVUXZFD1WepqgPc0dDTACaQtzRGOSBBDdH5ISHoCj6JjICfJDiYI7UC%2bcwEOsFfNeAfzcFottYMXF2shTauNPLOXf0GogZXwCYJXWADs0ZCgDMvCiFPp4O9akEM5kKEB4xSwIglNHBbvLM4TAeXz%2bPypZyNPbUoZceMEQIY8QTEgkAx94hBj/CuhcA7rQRgIwA2m7jh%2bY4dFqvZW2N4y9kvemMxx3DafA/ugCbFnPhmcVBaMoE7Fu1DGkmZ5FocAx5dloo97yIUj971IZ5oTbIDfU3PJF8xR757ldRFxGBhqAAlLvYIdnZAj90ZAE/tOJ1WyR6zbh6cw%2bQs/7bRCeQHohSCWyBMmZeBNhOAML4%2bnTEGEzH5%2bmiL3SwBNpER9CcLflDt2iFnGEe2ijhicdJVHMcFgC6WQJDvRKAIvSz9gckAPkYJoARZl8AuCPLweO2TPyzNQFyuy2U2OdsPxNZZ%2bMxpDsW5epzcXHXYuxaMgPLZk6B/o5lKLVRQ9bFk0i4pMJAzVFw1QbFvo4o8nFABSG0xYehJy4GXTEJGIkkBJZBXbQfRr9tBb6px9vuGPRRbWIPkHP5kXGzkwsDJABhfjIt0QKnS91A1LrIvlxHGOIUAuDgoz6ZRikUQgDcF3p0WRpcju7YHMZTZyXUVeegrqcRXb11ihLo/wRAHAFgiMEPM/Mj0snBI1kGfmpLQg9HVJnKFyQ7gX9oLOSaY6X2U88B6cq%2bOdgwdxIu7V%2bPGjs1FFidR7jeEcSYqSDLyRR5XpeRf90Z%2bYGeqIsJxVAaPSUqEDViQgxxwY89Rcx%2bJ0af1eJdfyIGLm9k0IsIQQCYhy7DedJz/l7R1oQBMsOdWgoFdNMIu7UUCuikAtrU2KUIQiikh/C6dWZxHOa4bHMQzx33obEkBbU9TejorcUQJ8IxffLC/wAY5OAz1CYA5GCkNQd3WnLwsCUdP3WkoMflAFrPf84/PoG1RhDqAsJXuGM0ATHK07F9zjhY7FtDAKoosdVAtNEZ%2bGseRbghS8LGANlX7XGbARfHhEGeFY%2bh7Hh0xgajL9EfH1/KqYA2AqjB%2b6FkDDpsRZe%2beAK0iNvcfHrBXIUCOAG2abEM2AE6GaAoBTlLQM7e38tRWCxBEgB6gUx9hlQycgJo5%2bf9FrvxwmE3mvKiUdPTIm2FQ0IBfV1F6OskANb/gAAgy8MQgx9uuY27TbfxoDkVP3emotfzOJrOfs5f9hUnrs85dPyDEMZzEPmKNTgRuSe%2bQgqXmdLLKii%2brMZ9XxchhudwTe04/LWUkWCpw/q3RJSzLbIiQlCeGI3qcF%2b03PLB%2b287gW9l0r8TfBxOxbDLThrXAnRy3mjRnc%2bBaI6kgG692WilCbaqs81pKk631BEUA5AAIFOdyJ9PQYsaAVEtkgKojG7zPXhhtxuy9CBU98jQxnFYtMIxvZ0lBFDAk49%2b1v9gax4GmPmh5mzcacrG/aYU/EIAfd6nUH/6M/7yr9Cs%2bhmaz/0XWlTH8Q98STl%2biabz41Bishv5NpoocjZki7NCku1FhF7QhpeKMlxPHoQvQQTpnISvxmGkOxmhKuQKHtVnAv/sweg3LRh9Uo3R4XTc9TooPdJuJ4BWdoEusf0RQNcnADIJACc%2bjWlSS%2bzguCvXniwBEQpopQ%2b0qE5TKITtUaYmhqHt%2bPbyTnTFe3IalKFVXoM%2bboUEUIxeZr6XwffR/QdacjHQ/AlAYxbuNyZLChjwO4O60/8g2QloPP8FGgigTniCzgQ0nP8HKtlqKjwuoNzLBC0RLmgMdWUHcESivTnirC7ihpEW3E7uwvVTm5CssRmPqhLw/o%2bfgJ/uYPT7LgWAx9XAnXTc9z2CVu15BLBI8oBOsQOwBLpogq0MqllNbHxTpcyKGUCmIYafKdLQ064uPGAqWtRZJvxZFwG1EkaH0UY8t%2baqHWWPSnnr/wJABfR05KGP8h%2bg/AdbsjHM7I80ZuCeBCAFw0EqqD71GRopsYZzn6PhzH%2bjnO8bCKNVezwq7I%2biI%2bYqOiJdIAu2Q1fkFdy/fQPt0deRZHcRqQ4WSLU1QbqFOmoc1PEk1x9vf36Cj78%2bIoRB4IXiX4txNwMPAk%2biSXOutBXKWAKdevOkJ7ydoguw9lsEAKnlidonAGZcqKBLS8wBAsw0CYJ4PiA8QsaSaDVcg8dW%2b9B74yIqO5vR1FWL7p7qvxWQjx66fw8Hnz4CGGDtCwWMNGbiXoNCAUOh2ihX/hy1pxns8f%2bD6tP/hQ7T2XjhuxH3b%2bogx8MYydYaqPGxxGCSLx7khGMkIxgP88LQfusqirkA1Qe5o4vj71CsNx7fMsb7Khv8We2Kv/rT8JEK%2bPCkDniQh8dh59GgzmzrLpKeRHXqKUxQlEAbAUgewAA7GXCP7lS0UuLtYgLUmSZNgS0qbIXq06WFqEuUAFXRwvH9sfUBDPjroVLWIP0bgVwA6OkolrLfzeDlbTnobb2Nfkq/n8EPUwF36pPxYxdfRxii%2bORnlOV03LFfih9Cd%2bBVzCG8SeTW56iMgpsBaI6%2biu4YdwykBWI4IwQjNJy7mcF4fDsELRyJa0Nc0ZHINpgehp8LXTBabYP3mWfxe4wS/io0xYf2UKA/Hl/H6qCZmW8zWsS/J6Q/R1pupP6vM0tyeFECctH%2b9Biw6hQGPFURMMug6Tx9QI2vtQQADkIE1qi1CA84C9zxVEVFcw3quurQqQBQhG7WvgDQw97fw8z3NWTwZEog7tcl4OeGCPyUaYyfY5Tx/rYGkH0ab1KP4bsbW/B96Ha6/mEEah5Avqs%2bAw/CQGoQehJ8uAD54T5h3EsLQH%2bM6Pl2aA11xre3PTBa64S/8nTwPkcD79JP49839%2bJ9gT5GS0zwPv8C3hSa4W2uAV4TzKtUHfwUdw7D9quk9VaMueKpj5D7gK5C4qIMxEORTg5BTWeZcZWp0jODDq1p0nebNOfhru1x3HU%2bgYr6ctQSQLsA0N1exMwX8rAEaIA9TVnobmQJMPP/LHPDuyJmJlcDH3POAvlaGM3VU9xwwhH8eGMzej12oM7PBk1hjmgK5u7P4OWJvuiM80Z3gjeGkv25IPmiN9odLb5WeBJtAtTb432hCd5mnsebLBWgiIHGKeHfcUcwWmTMz9XwLl8P74sNMFrngNEGR6DVHW/KrTFgvUpaeoQHCAB9HIRE8ELm3doCynQ0nZtMb5oiPRvsIJA2tcloUp%2bJATtl3LdXQlVVAdfieukB6ZiuvwHICtDF3t9F8%2butTsLPqap4k7AX7zKU8bHEEB8KGXjmaXzM15XOmwxVvIragUdeS5GotgyVrhrojr2G5pjraOO1LdoTrbc8IbvpDjnf98axPPh%2bKMKMwenzdxhQTep4yzNabo6Pedr4K/EIlXUeHwuN8FcG4ZRexMcaO3yoscX7alug2R2/55mhkwNOm6pCAT0chYX8W8V7LbEDTEfjuSmoOzNVWo7aOTS1ElijKjdGm5O4Z3MA1SUZXIsb0dLFQaizvRBdDL6zNR/yxmx0NuXiUaYlPsTvwYfbKnibrYq3WbypCnO8ydHBG3HzfD1azEylncX7hP3oc13F1jYDRXZn0BzpieZ4X7QnB6Ip9joab3kRhhe6qIh%2bKqOL74eDtfBXJtXEQN/m8FphIUl/tMQY77LV8KHYBK8LjPC%2b8jI%2bVvMQwGiDiwJCgwOe%2bByUZC7k3S3NAVOkp0FtUmucwS41BVWn2A7VJiumQgFAKMLqJO5bHUT17WiUdzWiUQIgy5eC72D2O1nz8uo4vIg6iD8TDuID63O01AzveWMfC3TxvuwSa9IYH3hjo%2bKUmGGU33mTfBRP/DahzGQOym32oz7cFe1p4aiP8UNLfAC6MsLQlRKE3pRAyRtawq6g10eNZWDKOtfh77MkVEKoEr/XCh/KLPCuxhEfKmx4rPGxlmVQ74yPDW6AzBf/yjHjLCCcX/HoSwBoEcYnmaFCAZUnFT4gst%2bqNg21Zzghmh/HQ3aC2hROol0tqOusxZiOljx0NOeinY7fzgGoO8cNL2%2bsw2%2bx%2b/HvlBN4wzp9z7p8X2yKj2XmeF9uhXelljQxZwUEQnmfrY7Xicr45eY%2b9LsuQ6rOCuTZq6PS1xqV3lboiPdDb04U5KnBGCCE/kSCCbDDw0gtSp9GWGnDjmDH3%2bnIQK9Q8o5S0B/oEx/4tz7Wu2K02ROjjTTPOv682gFys%2bXSIzDxbKBdTH4qDFB1EgFMkbJdemKKAgChNKtMR%2b0p%2boKJEu5bHuRC5o2yjhbUdnwC0N6UgzY6v6yJ7TDBFN8FrsLbpOM0PE18ELWap88bYaDMjADwtuQSjUy0MQfpxj8UXcCHPAOWiy4NUhUPfXcgk06dobMUucabkG1xDrXBrlyFAyCnKfanBqCXSmgLssLXEacJ0gIf2BVGRaD17hht8sKbEkuWgw5VQTB1rorACehjxWWgxh73PPai%2bewEadYXT4FkqhNYBkL2QgFTUXRsIsd1AlCZxtF9BueXSagy3INhcyU0hDmhpL0ZNe0sgTZmX0bXb%2bVMLmvIRcctQzz1WY5/xR6U6v8jjQjiJkQ9VtnjLdvTG7YpcUMSAOmmrKiQi1QDFZHPNpath%2b8jlXDv2kZ02MxEms5KZNpqo56zv4y%2b0EMIohR6aY4yvwv4OcOIQK/gY50na9yDju9ND%2bDvydLEaI3oAgTQRAU0XWUZXAXafPB1CKfFsxPpAbOknUACQEW0nGe9n5uBgqOTUH9mmvS%2biRCqz0xCpc5mDF48ihZ/SxTJGlEjowJaaXqtNL%2bW%2blTI6rPp2oZ4eG0Jfr65E/%2bKP4bXmTRBoYAyKwbMYAnidbY2PpQzWAIBS%2bEja/UjW9RopT3LhJ8XW%2bKPNHX8Fn8Kv8efgMx2MdLNlFDmZYn6SC90pHANTg/FYHoI%2bqKuoi/AGH/cpum1%2buBdoxfet1xne2R3yNVWlIUA0OBFdXjgQ50L0OiKl1EqlLbYAGdKTt%2biyiXtvJC7CHg68o9O4eg%2bFQ1836gyAzU0zXLNjei/dBIyT30UNNehqoUAWkT2Kf/m2mQ012ehNcoI970W49eoPXibfhYf2fdFz35fYs6gLaWMvM3Vx5s89vNyunO1M%2bEI83KgUhwIw44wWBaFl/CvhLN4naLOgWkXsg0WI/uyDkp8bNEQdR0daWHozojAQDKHpigP9Pjp4d8ldsyuH95Uu%2bCvtDOcD9PuOKsAABDRSURBVC5IkD9SHaM0QFEiH6k8NLrhnwk6DFr8y48AwAXp/AQe9ntCaDo/E4VHZ6BSmQDOTkH9uWkSgFLVVeiyUoHMSQW59VWobCWA5obbaK5LR2NNIppq0yGLNMSDq0tpaLvwOvkURlnbKLNQ1KKQY50T3peKlmjA8rBiWTjhQwnVUcVhha9HKx0lGKOE8FeWPv5IUcOfSSooMZqCJMO9yHMxRoW/I6rDvdAY64eupGD0J9Ekb3lgMNgIfxTb4T0BvyeAjxzChMegyV0qC%2bk0e7FM3PAqzRBNarMJQaEAAUCMwLUMuIEA8o/MQMlRGh%2blX3tuEurOTkbRuSVot9ZCJ%2beB/OpSlMnqMKaRWW%2bsSUMD19PGymS0hWvjsc8yvIrej48ZvAnezIeiiwrHF05NAOL6Jo/DEetd1P2H4kv8jJ9LAP6GQFBUwes0DbzN0EGvyzIkccFJMldBgZc1SgKcURNxFbKkEHQlsySEJ3B46gsxwcuQ3fiQclQalt6VsuQqXPBnuRv%2bquZkSkNEiyfelNmjQXM%2bg54uPQJrVhEAJhLAZNSz5vOO8ShN4Ao/lZ9NRR2nw6KzcyGz0kS3xREUlOajVFaPMfU1GaivSkZDZRzqy5Ihu6GGbwJW4OdbB/A04hRGwlTwizCpKtGq7KWaRLUYZY3xhi79sYjdodhCKgWhgtG/VVDBU2LDWtbHX%2bnaeBl%2bCLUXZyJSYzNuO5uiWDwkDXFDHcuhOZEQEoPQx0GpO8YLcl9tPAo5intJTtJGeTc7nNtlBO5nBuJuihcep9jhHf/egMM21J%2beKG2HLSpfEcAEZnsKalgGRcrTkHvoS6n91dIMawWAUxySuI53mx9EYV4aSgSAuuoM1FUmoq48DrUlCegIOokhL87bXnsw5K%2bM3zNoRJT8aIWtwvVFGYhyKLmIP9NU2aqokGKWQuX/CLxClABPKUHRK15n6uHXuLMcljYiTXM2oi8oI8/bBoXedgThiCpCaEkM5qZIP4i/jv5YL%2b4NFqgJvIK%2bjJvckKNx/3YEHuRG4mHuTQxzynyQ7Izn4WdY35PQIGb982NZ78w4VVBNCKXK05F5cAIqTk1gB5hMDxBQpqLG7Dx6zQ%2bgICMaBVyLx9RWpTH4JNSUJqCmKA5tvodx99pyPLuxH88jT1CGhgyEwwjr%2bmMt3bjWhaOpcH5rvEnjqEyJj5awA5TZKAIvoxkycJQJADTEIgt6gRFexauwK5xBm91ShJ5diRR7I%2bRftUGepzWKA66gPi4AsuRQdEpK8Jf%2boaQz4BJafC5BHunBoAMwwnOH5x43zAEOMzLPs6hTo9mdm0iJj2WmxxPIRAY7GWUMNuPgRJSdnIgqAqg%2bOw2Fxyei3Pgk%2bswPoSghGPmtjRhTXZmKmvJEVJXGo6ogFk0%2bR/C13wr8Sg94m85NrfACg7Hi8ME5nPWPOmfFlWPrm7Rz%2bCPpPFBCfyiy5pUQymwVgYvXPNyV8ea2CX5LUMHvyZp4EaaEDK0ZuKl3GDke1sj3ssVtNyuUBXuiNiYYzQlh6KAvdCcFYohbZF%2bEE73vEpq9rdHLPWOIy9ZwrDdGEnx5G%2bdQygDLqYLKM%2bOY7XGoOv0VKjn0lJ6chvT9BMCgq1gGlVyOio6Poxkro48tuTTCE3mtVEBFRQoqmf2qolhU5sWi/voxPLq%2bgia4D%2b/Tz%2bCv2xfwKscaP%2bY44mWuO74vuIYfCq/iVQHbYYYG25was2yNDwVWEgQRtHj/sZBlUXRZ4QM5JgxeHb8nqkkgerk8RZ5bhhRrPRRdcyAAa%2bS626As3AfV0cFojAtBW3IYelJD0U%2b5DzLgVt/LqHQyZok6cXbwIgA/KkAHhcpfopwDUcXp8Sg/ORblfF/Bub%2bMM0Dq/gkoPk4gXIwqzkxBCQEU6x1Ej8kRlAfaIbuFHlBK%2bZeVxKEinxtSXgyqfE5zEFqMx8H8YpAB2iKdIY/zQ3dcIHpTw9GfeQt92bfQkxmBwRgHvErkMpRjije5FwnBEu/zL3FOuCidd3mcHVgCb/LpF6la%2bIMAXiWq4sdbR5DGUTlKV4nBWyL3qh3yrtnhtrczikKuozaKEOLD0ZUZg%2b70cEkNA/E%2bqHG7iAIbPfSEu6OXA1Sdmx7yT0xA2ZkJKGX2BYAiIfNTAsAkpFEBhce%2bojLEZ5NRevwL5GjuQJvpCVRdM0NWE9tgCbNfUhyD0rwolObHoTJQE5WWq5BhpYHSazZoifDgnu%2bHvvhA9CUFYTA1BEO8qV5Oc41hnrh7QwevWeN/Zl2QghbXP/n%2br2xujfnc8wst8LaAPpCpi38nq%2bHXBFUuWRpod1yL0NMLkGypg9vu1sj2tEHuNWfk%2b7qiMjIAdXFhaE6O4sAUhc6kG%2biI80d7hBtqPM3RxZG6/YYrKhw0kHN8AkpOfYWSk%2bMo%2by9QcIxAlBkwu4PwgPwjzD43wxJlAjgxFnkqG9Bicgo1rnrIqK/GmCJKv7gwGkV02NLcaOQHmiLo/A6kmKuj1M0UTVxiOqJ8ICcEeawvlxjWZbw/29U1NARSjoG6%2bFeqDn5L1cef2ab4PY3XTEO8yzVj8Jd4LAmAhpnDISdVG6%2bStFkOungRcQLFxjMQobYNKTZGNEVzZLnbI/uaEwqCr6Eswh%2b1CRFoTL6JtqRQtEb7oS3aB51R3jRFdokQF%2bSZHsHtw%2bNRcpoKOPklik58wYx/KQGo4GcZhyYi5/BkKmMaimmKxSfGIefUMsgIoN5BFRk15RhTUHgLxflRKGSbKbkdhowQB7gr70S80SkU2Buijv26NfwqOqO90S0eerL%2bOsNc0RzggKqr1ugP0MQ/Y89zMjPC7%2bkX8O90Q/qGieQBoiSEN7wruIx3OZz30/XwG4MXEH6MVcVj/60IPDEdodrHke5oihgLA6RdsUaOF7e1EB/UsgxqYkLRTHOU3fJFS6QPWm/6oePmdTQGOiNLczNbHbN%2bkioggMJjY1FwfLz0uoLmmH1oArKVpjP46WyLk9kFxiPzxHw0mJ5Bo/UppFcUEkDeLRRyVy/ICkdRahAK6bzXdJQRqn4QuZe1UcmprSnYDW2h7jwuaAtx5jZljyo3M2ReNkDtlTN4GX2O2TfmzMARNpc7ApchcDZAscIMPxTZ0g8uSBBes0T%2bSNPFr4ma%2bHfSGWQZL4HFzgWIM1PFLVNNKsGU5WCHHE9nlIb7o44QWlgOHUIBkWx9N30hC7uKyqtWSDm9mDL/HLn0gWKaX8FRSvzYOOQr0%2b2pgqzDVMFB9v8T03gmsjzGIfPodFReOIumS0eRXpSDMXk5N5GfHYm8jFAUJAaiNC0EoQ4GuHpyO9IvqqLE7RIa/Bk0IbQEXUGTnx0aeeq9rVBgp48c63Mczc%2bg0/s8%2bv3O4X6wCp5GquPbWC38yIXlp2Q9/JxqhJ8SNPAyRgPPo7XwKEwNvd7KaHY7hHjDLVBZNxuX9qxDjJk6oi9qId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GH2TDeuRCbVy/HysXzsYcOXmRvhiovJ8QbnkfwuYO4cuoQqlzN0RPogP6bXhhKCsFw/A3IQzzQfN0JHeE%2bGLjljxdpYRjMjILtyUMoCjTCz5mmHGFptPSBDj2uwIaK%2bu/noNNNAB2aAsAMdGhNkQIUdS7kLteagVYVyl5LAUBOTxAtsU1jMrrNNuGl427I41xR1d0kzQKDff8BUIr/qIAA7jH79z4Ff4/nuTwPL6tCIeON9OlMwjAByDiQWOxdjEVTv8SKxQuxhtNdkctlyOPDUe5hj6orxggzOIsC14voD3PB3ZQbuJcehReVufiRxvcyPxov8hPwMMYPXycE4qf0G2j1N8VvvQl4VeQk1f4ATbBLb8Gn6U%2bx3goAbRpsebqzKO2p9AG2OpZAry6DZEm0qU5Gr%2bYkmiCNkO/79GcR2BR0Gq/FS/u9GLhpi%2bquBnSKtbhP4QNjhhn8MIO/K6cCmH0B4K4AwPq/104Anbn4vjYSbcxIn/ZE3DGYhHLdpTixkRPeonlYvXEr5rHdOZ0/iftscS3B7ih3NIQHazzdwQhdEa4YSArGYHIo7hWk4ZuaIjzm93oDPPA84QZe5Mbjm4IkQgkHnlfjl1I3yp6jL/t/p55YgcVTIHYfw/kSAJnGbMqbgWkweJ0ZUp33UO5iDpCpTkW35kR6wTQqRCiDpUITbDVYhe8c9mD4himqOuvQzm1wgNOgpIAhSl%2bcYdb%2bnU/Bi3OvPU86X3fk4If6aHSYrUCv1pcYYBn0G87G9aPLcWrzSmxZOAML5y/A8hWr4XruKIMNRRGln2ihjUpvS9SFu6MtPgidkd7op%2bRbI66jJMAbtz09kOvmhHyny2i77oh70d54/6QCr%2bqucwJUPAzp5P7fztLrNlI8BZIz8zIqoJfZ7dScKWVdtMMeMQNoU%2b70gA6NiSyH6QQwU1KAaI/tekvx3GEf7vnpoJLjcCs9oL9P4QNjBjnxDVD6gxx7hwngDoO/w8zfZfB323LxtD0H3zfFotNiDXo0v6QPTCLZCajTWYLA44txYvUsLJg2EYuWrMCquXMRrn4YqRfVUXZFD1WepqgPc0dDTACaQtzRGOSBBDdH5ISHoCj6JjICfJDiYI7UC%2bcwEOsFfNeAfzcFottYMXF2shTauNPLOXf0GogZXwCYJXWADs0ZCgDMvCiFPp4O9akEM5kKEB4xSwIglNHBbvLM4TAeXz%2bPypZyNPbUoZceMEQIY8QTEgkAx94hBj/CuhcA7rQRgIwA2m7jh%2bY4dFqvZW2N4y9kvemMxx3DafA/ugCbFnPhmcVBaMoE7Fu1DGkmZ5FocAx5dloo97yIUj971IZ5oTbIDfU3PJF8xR757ldRFxGBhqAAlLvYIdnZAj90ZAE/tOJ1WyR6zbh6cw%2bQs/7bRCeQHohSCWyBMmZeBNhOAML4%2bnTEGEzH5%2bmiL3SwBNpER9CcLflDt2iFnGEe2ijhicdJVHMcFgC6WQJDvRKAIvSz9gckAPkYJoARZl8AuCPLweO2TPyzNQFyuy2U2OdsPxNZZ%2bMxpDsW5epzcXHXYuxaMgPLZk6B/o5lKLVRQ9bFk0i4pMJAzVFw1QbFvo4o8nFABSG0xYehJy4GXTEJGIkkBJZBXbQfRr9tBb6px9vuGPRRbWIPkHP5kXGzkwsDJABhfjIt0QKnS91A1LrIvlxHGOIUAuDgoz6ZRikUQgDcF3p0WRpcju7YHMZTZyXUVeegrqcRXb11ihLo/wRAHAFgiMEPM/Mj0snBI1kGfmpLQg9HVJnKFyQ7gX9oLOSaY6X2U88B6cq%2bOdgwdxIu7V%2bPGjs1FFidR7jeEcSYqSDLyRR5XpeRf90Z%2bYGeqIsJxVAaPSUqEDViQgxxwY89Rcx%2bJ0af1eJdfyIGLm9k0IsIQQCYhy7DedJz/l7R1oQBMsOdWgoFdNMIu7UUCuikAtrU2KUIQiikh/C6dWZxHOa4bHMQzx33obEkBbU9TejorcUQJ8IxffLC/wAY5OAz1CYA5GCkNQd3WnLwsCUdP3WkoMflAFrPf84/PoG1RhDqAsJXuGM0ATHK07F9zjhY7FtDAKoosdVAtNEZ%2bGseRbghS8LGANlX7XGbARfHhEGeFY%2bh7Hh0xgajL9EfH1/KqYA2AqjB%2b6FkDDpsRZe%2beAK0iNvcfHrBXIUCOAG2abEM2AE6GaAoBTlLQM7e38tRWCxBEgB6gUx9hlQycgJo5%2bf9FrvxwmE3mvKiUdPTIm2FQ0IBfV1F6OskANb/gAAgy8MQgx9uuY27TbfxoDkVP3emotfzOJrOfs5f9hUnrs85dPyDEMZzEPmKNTgRuSe%2bQgqXmdLLKii%2brMZ9XxchhudwTe04/LWUkWCpw/q3RJSzLbIiQlCeGI3qcF%2b03PLB%2b287gW9l0r8TfBxOxbDLThrXAnRy3mjRnc%2bBaI6kgG692WilCbaqs81pKk631BEUA5AAIFOdyJ9PQYsaAVEtkgKojG7zPXhhtxuy9CBU98jQxnFYtMIxvZ0lBFDAk49%2b1v9gax4GmPmh5mzcacrG/aYU/EIAfd6nUH/6M/7yr9Cs%2bhmaz/0XWlTH8Q98STl%2biabz41Bishv5NpoocjZki7NCku1FhF7QhpeKMlxPHoQvQQTpnISvxmGkOxmhKuQKHtVnAv/sweg3LRh9Uo3R4XTc9TooPdJuJ4BWdoEusf0RQNcnADIJACc%2bjWlSS%2bzguCvXniwBEQpopQ%2b0qE5TKITtUaYmhqHt%2bPbyTnTFe3IalKFVXoM%2bboUEUIxeZr6XwffR/QdacjHQ/AlAYxbuNyZLChjwO4O60/8g2QloPP8FGgigTniCzgQ0nP8HKtlqKjwuoNzLBC0RLmgMdWUHcESivTnirC7ihpEW3E7uwvVTm5CssRmPqhLw/o%2bfgJ/uYPT7LgWAx9XAnXTc9z2CVu15BLBI8oBOsQOwBLpogq0MqllNbHxTpcyKGUCmIYafKdLQ064uPGAqWtRZJvxZFwG1EkaH0UY8t%2baqHWWPSnnr/wJABfR05KGP8h%2bg/AdbsjHM7I80ZuCeBCAFw0EqqD71GRopsYZzn6PhzH%2bjnO8bCKNVezwq7I%2biI%2bYqOiJdIAu2Q1fkFdy/fQPt0deRZHcRqQ4WSLU1QbqFOmoc1PEk1x9vf36Cj78%2bIoRB4IXiX4txNwMPAk%2biSXOutBXKWAKdevOkJ7ydoguw9lsEAKnlidonAGZcqKBLS8wBAsw0CYJ4PiA8QsaSaDVcg8dW%2b9B74yIqO5vR1FWL7p7qvxWQjx66fw8Hnz4CGGDtCwWMNGbiXoNCAUOh2ihX/hy1pxns8f%2bD6tP/hQ7T2XjhuxH3b%2bogx8MYydYaqPGxxGCSLx7khGMkIxgP88LQfusqirkA1Qe5o4vj71CsNx7fMsb7Khv8We2Kv/rT8JEK%2bPCkDniQh8dh59GgzmzrLpKeRHXqKUxQlEAbAUgewAA7GXCP7lS0UuLtYgLUmSZNgS0qbIXq06WFqEuUAFXRwvH9sfUBDPjroVLWIP0bgVwA6OkolrLfzeDlbTnobb2Nfkq/n8EPUwF36pPxYxdfRxii%2bORnlOV03LFfih9Cd%2bBVzCG8SeTW56iMgpsBaI6%2biu4YdwykBWI4IwQjNJy7mcF4fDsELRyJa0Nc0ZHINpgehp8LXTBabYP3mWfxe4wS/io0xYf2UKA/Hl/H6qCZmW8zWsS/J6Q/R1pupP6vM0tyeFECctH%2b9Biw6hQGPFURMMug6Tx9QI2vtQQADkIE1qi1CA84C9zxVEVFcw3quurQqQBQhG7WvgDQw97fw8z3NWTwZEog7tcl4OeGCPyUaYyfY5Tx/rYGkH0ab1KP4bsbW/B96Ha6/mEEah5Avqs%2bAw/CQGoQehJ8uAD54T5h3EsLQH%2bM6Pl2aA11xre3PTBa64S/8nTwPkcD79JP49839%2bJ9gT5GS0zwPv8C3hSa4W2uAV4TzKtUHfwUdw7D9quk9VaMueKpj5D7gK5C4qIMxEORTg5BTWeZcZWp0jODDq1p0nebNOfhru1x3HU%2bgYr6ctQSQLsA0N1exMwX8rAEaIA9TVnobmQJMPP/LHPDuyJmJlcDH3POAvlaGM3VU9xwwhH8eGMzej12oM7PBk1hjmgK5u7P4OWJvuiM80Z3gjeGkv25IPmiN9odLb5WeBJtAtTb432hCd5mnsebLBWgiIHGKeHfcUcwWmTMz9XwLl8P74sNMFrngNEGR6DVHW/KrTFgvUpaeoQHCAB9HIRE8ELm3doCynQ0nZtMb5oiPRvsIJA2tcloUp%2bJATtl3LdXQlVVAdfieukB6ZiuvwHICtDF3t9F8%2butTsLPqap4k7AX7zKU8bHEEB8KGXjmaXzM15XOmwxVvIragUdeS5GotgyVrhrojr2G5pjraOO1LdoTrbc8IbvpDjnf98axPPh%2bKMKMwenzdxhQTep4yzNabo6Pedr4K/EIlXUeHwuN8FcG4ZRexMcaO3yoscX7alug2R2/55mhkwNOm6pCAT0chYX8W8V7LbEDTEfjuSmoOzNVWo7aOTS1ElijKjdGm5O4Z3MA1SUZXIsb0dLFQaizvRBdDL6zNR/yxmx0NuXiUaYlPsTvwYfbKnibrYq3WbypCnO8ydHBG3HzfD1azEylncX7hP3oc13F1jYDRXZn0BzpieZ4X7QnB6Ip9joab3kRhhe6qIh%2bKqOL74eDtfBXJtXEQN/m8FphIUl/tMQY77LV8KHYBK8LjPC%2b8jI%2bVvMQwGiDiwJCgwOe%2bByUZC7k3S3NAVOkp0FtUmucwS41BVWn2A7VJiumQgFAKMLqJO5bHUT17WiUdzWiUQIgy5eC72D2O1nz8uo4vIg6iD8TDuID63O01AzveWMfC3TxvuwSa9IYH3hjo%2bKUmGGU33mTfBRP/DahzGQOym32oz7cFe1p4aiP8UNLfAC6MsLQlRKE3pRAyRtawq6g10eNZWDKOtfh77MkVEKoEr/XCh/KLPCuxhEfKmx4rPGxlmVQ74yPDW6AzBf/yjHjLCCcX/HoSwBoEcYnmaFCAZUnFT4gst%2bqNg21Zzghmh/HQ3aC2hROol0tqOusxZiOljx0NOeinY7fzgGoO8cNL2%2bsw2%2bx%2b/HvlBN4wzp9z7p8X2yKj2XmeF9uhXelljQxZwUEQnmfrY7Xicr45eY%2b9LsuQ6rOCuTZq6PS1xqV3lboiPdDb04U5KnBGCCE/kSCCbDDw0gtSp9GWGnDjmDH3%2bnIQK9Q8o5S0B/oEx/4tz7Wu2K02ROjjTTPOv682gFys%2bXSIzDxbKBdTH4qDFB1EgFMkbJdemKKAgChNKtMR%2b0p%2boKJEu5bHuRC5o2yjhbUdnwC0N6UgzY6v6yJ7TDBFN8FrsLbpOM0PE18ELWap88bYaDMjADwtuQSjUy0MQfpxj8UXcCHPAOWiy4NUhUPfXcgk06dobMUucabkG1xDrXBrlyFAyCnKfanBqCXSmgLssLXEacJ0gIf2BVGRaD17hht8sKbEkuWgw5VQTB1rorACehjxWWgxh73PPai%2bewEadYXT4FkqhNYBkL2QgFTUXRsIsd1AlCZxtF9BueXSagy3INhcyU0hDmhpL0ZNe0sgTZmX0bXb%2bVMLmvIRcctQzz1WY5/xR6U6v8jjQjiJkQ9VtnjLdvTG7YpcUMSAOmmrKiQi1QDFZHPNpath%2b8jlXDv2kZ02MxEms5KZNpqo56zv4y%2b0EMIohR6aY4yvwv4OcOIQK/gY50na9yDju9ND%2bDvydLEaI3oAgTQRAU0XWUZXAXafPB1CKfFsxPpAbOknUACQEW0nGe9n5uBgqOTUH9mmvS%2biRCqz0xCpc5mDF48ihZ/SxTJGlEjowJaaXqtNL%2bW%2blTI6rPp2oZ4eG0Jfr65E/%2bKP4bXmTRBoYAyKwbMYAnidbY2PpQzWAIBS%2bEja/UjW9RopT3LhJ8XW%2bKPNHX8Fn8Kv8efgMx2MdLNlFDmZYn6SC90pHANTg/FYHoI%2bqKuoi/AGH/cpum1%2buBdoxfet1xne2R3yNVWlIUA0OBFdXjgQ50L0OiKl1EqlLbYAGdKTt%2biyiXtvJC7CHg68o9O4eg%2bFQ1836gyAzU0zXLNjei/dBIyT30UNNehqoUAWkT2Kf/m2mQ012ehNcoI970W49eoPXibfhYf2fdFz35fYs6gLaWMvM3Vx5s89vNyunO1M%2bEI83KgUhwIw44wWBaFl/CvhLN4naLOgWkXsg0WI/uyDkp8bNEQdR0daWHozojAQDKHpigP9Pjp4d8ldsyuH95Uu%2bCvtDOcD9PuOKsAABDRSURBVC5IkD9SHaM0QFEiH6k8NLrhnwk6DFr8y48AwAXp/AQe9ntCaDo/E4VHZ6BSmQDOTkH9uWkSgFLVVeiyUoHMSQW59VWobCWA5obbaK5LR2NNIppq0yGLNMSDq0tpaLvwOvkURlnbKLNQ1KKQY50T3peKlmjA8rBiWTjhQwnVUcVhha9HKx0lGKOE8FeWPv5IUcOfSSooMZqCJMO9yHMxRoW/I6rDvdAY64eupGD0J9Ekb3lgMNgIfxTb4T0BvyeAjxzChMegyV0qC%2bk0e7FM3PAqzRBNarMJQaEAAUCMwLUMuIEA8o/MQMlRGh%2blX3tuEurOTkbRuSVot9ZCJ%2beB/OpSlMnqMKaRWW%2bsSUMD19PGymS0hWvjsc8yvIrej48ZvAnezIeiiwrHF05NAOL6Jo/DEetd1P2H4kv8jJ9LAP6GQFBUwes0DbzN0EGvyzIkccFJMldBgZc1SgKcURNxFbKkEHQlsySEJ3B46gsxwcuQ3fiQclQalt6VsuQqXPBnuRv%2bquZkSkNEiyfelNmjQXM%2bg54uPQJrVhEAJhLAZNSz5vOO8ShN4Ao/lZ9NRR2nw6KzcyGz0kS3xREUlOajVFaPMfU1GaivSkZDZRzqy5Ihu6GGbwJW4OdbB/A04hRGwlTwizCpKtGq7KWaRLUYZY3xhi79sYjdodhCKgWhgtG/VVDBU2LDWtbHX%2bnaeBl%2bCLUXZyJSYzNuO5uiWDwkDXFDHcuhOZEQEoPQx0GpO8YLcl9tPAo5intJTtJGeTc7nNtlBO5nBuJuihcep9jhHf/egMM21J%2beKG2HLSpfEcAEZnsKalgGRcrTkHvoS6n91dIMawWAUxySuI53mx9EYV4aSgSAuuoM1FUmoq48DrUlCegIOokhL87bXnsw5K%2bM3zNoRJT8aIWtwvVFGYhyKLmIP9NU2aqokGKWQuX/CLxClABPKUHRK15n6uHXuLMcljYiTXM2oi8oI8/bBoXedgThiCpCaEkM5qZIP4i/jv5YL%2b4NFqgJvIK%2bjJvckKNx/3YEHuRG4mHuTQxzynyQ7Izn4WdY35PQIGb982NZ78w4VVBNCKXK05F5cAIqTk1gB5hMDxBQpqLG7Dx6zQ%2bgICMaBVyLx9RWpTH4JNSUJqCmKA5tvodx99pyPLuxH88jT1CGhgyEwwjr%2bmMt3bjWhaOpcH5rvEnjqEyJj5awA5TZKAIvoxkycJQJADTEIgt6gRFexauwK5xBm91ShJ5diRR7I%2bRftUGepzWKA66gPi4AsuRQdEpK8Jf%2boaQz4BJafC5BHunBoAMwwnOH5x43zAEOMzLPs6hTo9mdm0iJj2WmxxPIRAY7GWUMNuPgRJSdnIgqAqg%2bOw2Fxyei3Pgk%2bswPoSghGPmtjRhTXZmKmvJEVJXGo6ogFk0%2bR/C13wr8Sg94m85NrfACg7Hi8ME5nPWPOmfFlWPrm7Rz%2bCPpPFBCfyiy5pUQymwVgYvXPNyV8ea2CX5LUMHvyZp4EaaEDK0ZuKl3GDke1sj3ssVtNyuUBXuiNiYYzQlh6KAvdCcFYohbZF%2bEE73vEpq9rdHLPWOIy9ZwrDdGEnx5G%2bdQygDLqYLKM%2bOY7XGoOv0VKjn0lJ6chvT9BMCgq1gGlVyOio6Poxkro48tuTTCE3mtVEBFRQoqmf2qolhU5sWi/voxPLq%2bgia4D%2b/Tz%2bCv2xfwKscaP%2bY44mWuO74vuIYfCq/iVQHbYYYG25was2yNDwVWEgQRtHj/sZBlUXRZ4QM5JgxeHb8nqkkgerk8RZ5bhhRrPRRdcyAAa%2bS626As3AfV0cFojAtBW3IYelJD0U%2b5DzLgVt/LqHQyZok6cXbwIgA/KkAHhcpfopwDUcXp8Sg/ORblfF/Bub%2bMM0Dq/gkoPk4gXIwqzkxBCQEU6x1Ej8kRlAfaIbuFHlBK%2bZeVxKEinxtSXgyqfE5zEFqMx8H8YpAB2iKdIY/zQ3dcIHpTw9GfeQt92bfQkxmBwRgHvErkMpRjije5FwnBEu/zL3FOuCidd3mcHVgCb/LpF6la%2bIMAXiWq4sdbR5DGUTlKV4nBWyL3qh3yrtnhtrczikKuozaKEOLD0ZUZg%2b70cEkNA/E%2bqHG7iAIbPfSEu6OXA1Sdmx7yT0xA2ZkJKGX2BYAiIfNTAsAkpFEBhce%2bojLEZ5NRevwL5GjuQJvpCVRdM0NWE9tgCbNfUhyD0rwolObHoTJQE5WWq5BhpYHSazZoifDgnu%2bHvvhA9CUFYTA1BEO8qV5Oc41hnrh7QwevWeN/Zl2QghbXP/n%2br2xujfnc8wst8LaAPpCpi38nq%2bHXBFUuWRpod1yL0NMLkGypg9vu1sj2tEHuNWfk%2b7qiMjIAdXFhaE6O4sAUhc6kG%2biI80d7hBtqPM3RxZG6/YYrKhw0kHN8AkpOfYWSk%2bMo%2by9QcIxAlBkwu4PwgPwjzD43wxJlAjgxFnkqG9Bicgo1rnrIqK/GmCJKv7gwGkV02NLcaOQHmiLo/A6kmKuj1M0UTVxiOqJ8ICcEeawvlxjWZbw/29U1NARSjoG6%2bFeqDn5L1cef2ab4PY3XTEO8yzVj8Jd4LAmAhpnDISdVG6%2bStFkOungRcQLFxjMQobYNKTZGNEVzZLnbI/uaEwqCr6Eswh%2b1CRFoTL6JtqRQtEb7oS3aB51R3jRFdokQF%2bSZHsHtw%2bNRcpoKOPklik58wYx/KQGo4GcZhyYi5/BkKmMaimmKxSfGIefUMsgIoN5BFRk15RhTUHgLxflRKGSbKbkdhowQB7gr70S80SkU2Buijv26NfwqOqO90S0eerL%2bOsNc0RzggKqr1ugP0MQ/Y89zMjPC7%2bkX8O90Q/qGieQBoiSEN7wruIx3OZz30/XwG4MXEH6MVcVj/60IPDEdodrHke5oihgLA6RdsUaOF7e1EB/UsgxqYkLRTHOU3fJFS6QPWm/6oePmdTQGOiNLczNbHbN%2bkioggMJjY1FwfLz0uoLmmH1oArKVpjP46WyLk9kFxiPzxHw0mJ5Bo/UppFcUEkDeLRRyVy/ICkdRahAK6bzXdJQRqn4QuZe1UcmprSnYDW2h7jwuaAtx5jZljyo3M2ReNkDtlTN4GX2O2TfmzMARNpc7ApchcDZAscIMPxTZ0g8uSBBes0T%2bSNPFr4ma%2bHfSGWQZL4HFzgWIM1PFLVNNKsGU5WCHHE9nlIb7o44QWlgOHUIBkWx9N30hC7uKyqtWSDm9mDL/HLn0gWKaX8FRSvzYOOQr0%2b2pgqzDVMFB9v8T03gmsjzGIfPodFReOIumS0eRXpSDMXk5N5GfHYm8jFAUJAaiNC0EoQ4GuHpyO9IvqqLE7RIa/Bk0IbQEXUGTnx0aeeq9rVBgp48c63Mczc%2bg0/s8%2bv3O4X6wCp5GquPbWC38yIXlp2Q9/JxqhJ8SNPAyRgPPo7XwKEwNvd7KaHY7hHjDLVBZNxuX9qxDjJk6oi9qId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n0E7K3jX3OYdjJodjF94f4epT3%2bzkbehumMEiTxju5DWbn1ePE6esoKGbpmt04ffZFZDP95tZxnDx1TYK76odx7PgVglZjcPAk%2bvpmYWFit2%2b/h5du3MGtW2/h5ZffhpX3SvPrUWJy4PSxyxjnZ80E7efPuv7cTcK5cfX8S3j39Q/w0bvfwpnpS4TuxO0bb6KjboSl340bl2/zDx/FhVMv4Bvvfhuvv/IePvrguzh78kX0tB/Fyy%2b9zdI/gumx5/DKjbfRxjlw9cLX8fEH38O3Pvw%2bv3cT3Rx%2bJyav4sP3PsW3P/ohPqFOTlzGka6TePvVD/GTH/wcr1x5A1PdJ6EoLm/FF1/%2bhYeKXlTbevHln/%2bC4PA0TE6cgvhfY8MgxkZP4Ve/%2bi1UySV4%2b62P8NabH8Jc0ICzNO7zz3%2bLn/7k5zhz9BKHWTNq8p0wZ1bh9kt38Mtf/ArG1HJ8%2bP4n%2bN53fwxztgNf8ne9SQPOnbqOscFTaKkblr/no/e/g/qqbnz5pz9jcugUpoZP44N3voW///1/8M6db2Jq5DyOTVzCX/7yN9n/155/FX/iZxt4LP7pTz7DZz//HK/eeg//9bf/i6mhCzT8Nv7rr/%2bFr19/E6/ffBvT/afxPn/OH373B9y%2b9gb%2b8Ps/4cqpl2hAWYuEszv6ePBoxy8%2b%2bw8cCFKjrWtM/mGffOt7ODp9Hj/50c%2bQkVKC126/gzsE0BNSoyrBO29/E9cufx1pScWoKmxgn9ez5J3s00H8nr/M7ezHLz/7FabHz8HMkv/Nr3%2bPt%2b98iAtnb3CgDaPdfQRfEORPf/wC52av4mc//SWOjZ1DBQdrf/sMfveb/0Q7S76GZ4UTM1fxu9/%2bga8ncPXiq/jN579HU%2b0IfvSDn7FKPmXFncPfCH2CRl0%2bexNf/PFL3Hn5Xdy68ipGWibx6gt38CXvvXnrXVw6cQPHRi5CUVrWjN/xD83LsyMiOgP//qtfI1pZgNHJM3j19lu48vwN/JFf%2bvYn34c2tRSv04A3Xn8f2bpq5Gbb8Y0Pvo2bTDvHWMv93Y1y9nkFB11JgQuffudHeO/dj/FvP/0M9uouVJa24Nef/w7vvf0xLl%2b4iTa2Vg//MHHv8oVbEu63NGh69Dwclg5ZBcLEkd5ZJj3ItrqG/2Rybp4JLhFQvNfqHMb3v/sTfPnFX/D3//472%2bB7aOdOcePKa9KAt177Bl65fgeTPScwO3wWL1x4RbaAMPb8setQFLBkf/%2b7P2JgiMOkcxg//8UvsWNvHKaOnsM3PvouImON%2bMc//oHPf/UbpKmK8c5bH%2bL9d76JnCwr8vQ1%2bM4nP8Crr7zN11USvNzMQcdWKMxx4MzJK7KKXr/9Lko4G2oq2vHFF3/GC0xkuPc4B9UEp/Uk/pt/eEvdEL710afy85Mj52DnIJwaPYO//PmvGOVnW%2bwDLO3T%2bOtf/4bL527iu/y9v/i3f0dz7QDL/z/YJh/hhedv449/%2bAKDnBW3rr8hTbl0%2bgbnzi1MD5zBJ9/4Hn5Asy6eeAH/8z//wCtsBUVsrJ6nOCtuv85k33yPR1c7fA4mw%2b7qxvSxiwiLLUBn7wyuXnkZ%2bZoilukVDporKDTWoMhow6XzNzA7dQGFBk72ogZuefWopAmWgnru4V34zsefciviszkHbC0NeIvV88NPf4x/%2b/HPOLxuoJWt9zGrqL1uAAMclt/91vcx1sszfE0312P45nufcNuaQk/jCHpYMS9evIXPWFE/5Ew5ceQcJ/ooh%2bo38PK11zDcNs37P8Fzx68y3Sv4%2bf/5DL8QYltdnL2O02yNH3/6U3z%2by1/jm%2b9%2bghPDZ6BYtz0YqzYFYPkGP66H4euvRkJqGfxCMrD/cAqPxtU4HGlETEgyMiPjoVPlIzutGJWsnMrCOpgN1SjOrkFFgVNK3LNSNUUuzoM6lBmrUVvo5DbXiPrSejjya2HPt8POe/XlTWipbkdDmRsdtk6ppooWdNq70ePqQ09dL%2b91YYCDeMg9jGGq39mLgbo%2bDLgGMNoyhomuKYy0HsGRjklM07CxNrEex0zfcYx3THOrm%2bFnZnCMO9KxwROY7D6KGRo83T2N2QFug%2bt2hmKzTyR2HojHHr8k%2bFChsSbEq0sQm1wEA4dRWGwO9EkZCAlORnBoKkLCM5GWnIf8zGJY82pgNztRXWCHtcAhVUNwW5ETDqq%2b2IUGswPuYgeaqNYyFzosDeiqdKO7qplqQl9NK/qszRioacGwvQ1D9nYMO9oxVteF8YZejNf3YJLrdGMvjjb342jLII63jeB4xxiOdY7jeO8UjvfNUNz%2bBo9LMLGeHD6BU16dHJrFKer00HGpM2LlZxRb9sZg/a5wrNkaxCo4iI07w1gFKpqhRHh8Hsr5DB6tNCPgYAwCgzTYfSABIdHZOHA4Fbv3xiIiPAMZCXpU6MpQm1MFe141bFxrsyvgMFXAmW2BK6cSjXlVaM63oqXAirZCGzrMdnTRkJ4SJ/rK6jBYUY%2bhynoMVzZglOu4tR5TVheO2hpx3NmEE3WtOFHfgdnGTpxs7cPJtkGcbB/CibZhnKARJ7t4bumewCmacapvWurM4DGps8OzOM%2bt/OzISZwbO8nrEzg/IsSnwe37Y7D3cBJh9Qjg/q/KLEdkQjbilCY4eapq7XsOuezf8NgstkMFH5lLUcitMym1gA9INVBnVPAkWQidthRlpnLU6orQbbZhoNKFPosTR%2bzNGLe5MeVoketELa%2bdrVKzTd2YbejEDN87UlmHieoGzDhbcKa1F6ebu/F87zAudQ/ifFs3nuscwPMD47g2fgznesdwtmcUF4em8OL0GbwwcxZXJ0/hOtcrU2dwhdv29VluhTPncePMVVybvYiL02dx4/x1vHD6Cm6eu4Ybpy/jxRPcBn0PK5FXwqMqS9HR2I0iCwcYz%2bB9Y8/j%2bKlbmD3KAVfeQPhiFJVxwNW2cyhOo9zayrMCn8PdAyhh3zobhqDRV0Abn46uolJMuNrx9eNncG1kCsd4fdTVhud5/fKpC3hucBwX%2bsfw0olzeOnkeVwamcZYTQOOurtwqr0fr569iLeev4bX%2bNmbU8dx58LzeGX2NK6OTuMmf%2ba5vjFcmZjFpdGj/BkX8PrzL%2bKVs8/j6%2bcu481rN/HGlZv44PbbePflO3jj2i28c%2bs13OT777z0Kt7n9Tsv3ML7L76MOxevQrHZNwp%2bYSlYvzMYyvQKVNVNyv9gUO0%2bgYYKNwwxidhxKAlbfSJwmBXi65eI/YHJyOAOEKMsRHC0jmseQqK0iIjPRnhAHIpU6dCExKMmMw81plJ0mVn2%2bRXoKatFb4UT/VUuDLO0B5n6WA3LvboOk1YHy92Faa4n61twyt3GtZml78a5lg5c6ujBpc5enGvtwrn2XlwZnsDFvlGc7xuhGcdwZXwG16ZmcfnIDHUMV6dZETTrRRosdPP0BbxM3TxxFq%2beu4ibR0/gpRm2wG5O/aC4QoQrS1FUMYb03HY4%2bCh6ieVmikrCjm0B2O2nwlrOiFVbDmP1lkCs2RaMrb6xvA7Cum2hlOf1Bq5B%2byMRcjAaaYFRCDgQh03bQ5AelkQDyuHOKUVzXjna8y3oKihHX5EFQ8UVGCutwlR5FY5VWHG8qgbHrDYcrXHguN2FE85GqoFmNOFUYwvOt3fhpLuVrcT50NTBShrBme4BtsUQzvP6uaEjuDQ8zqqawOVRamwSV45MsnWmcX1iGi9MzeDFSVbS9Aw1DYW%2bqBulNUc47MbZ1xakG1y4yIHy%2btgIqhKUOLQnFFs47NbvELtFFDbtjsQGDsqVmw9j%2bcYAacZ6Qq7eGoyN2wIRfpDv8z1LfAIs6VnYuiceYftCUcaqaCqwoNNcgU6C9xC8r6QS/YQfKrdipLwGY5ZqzFTZcLyGqrZhtqYWpxwunK5343hdIw1ww5ZbBqtSjZyQSJijE2lUNS4ODuNsd5/Uhb4BhjeEy0OsjOFRXB0RGsO10SN44cg4XpyYwEtTU2ytKdyanoCipHKQQ60XeaX9CE8wY8%2b%2bOMTy9JfFwdaRqoI1IRlbdoVh8Xo/PLPuEJZs8MeS9f5YuuEwFSDBRSU8s2Y/1tOMeLbAJr7Oi0vCa9M9MBkqEXwgGjH7Q2BKzODUt6C3hO1QXIk%2bwg8SfLjCxulvw5i1lgZZuHOUYNBSi8lq7hDF5WjNMmA8Ow2aCBV8GYIxPAntKSloUyagJzkevaXleL6vD1f7%2bxheFy50duBydyeu9nbhel8XXhjowYtDfXhpuB8vjQ7i1hg1PoxbE8M8CluGkFfcLf9NYOOuSMx7ehOeWL4H81fsQ1ZIDCYMWmzcGojlW0M5C9TYdlCFRev8sXD1ATxFLVi5H4%2bv2o8DwVr57wNRh6JZAf5YtzUEvjxbpESnQRdMA/xj4b87EIkRatTlFGOgjPBUD03oZDX0ltbApjcjN70U%2beJfnzRlSApJQb0yGebwGJQnxMF3TzT898chOkiFsoQUVmgqTKGJ0PpHoSbDgJ7ySpxta8bNoR5c623HC9RLfe24NdCJV4a6qG68LNUlX399pBsKo7kXh8INWLxqDxYu34UnVvriyVV78diKvdi6%2bSD0oTFYuTWMp0MLRLUUVw1hX0gWlmwKwqa9ifANykRYvJnbYS32BaRi5aZARCSVIlnrwMFQI3bvDEFDUS1MRgcPViWIYpUpk4vhx/mQkmCEIdmEqhw7inQ1iA/P4iHKDWtJB0q5rZZExKAsOgmG0ASkByci2F%2bJvZw1Pj4xrIRoVlYskvzjoAuMR/TeSETtiYA5MZXzoha3%2blpwe4g7UX8rXutvxp3BFtwZasWdYaE2vDnClVKs2xGO%2bYu3Sej5K3zx0LO78ODiHViwwgdPrtyDec/uhH%2bEHsVsk/ySbhRa%2bpHPa42hHoaCdmTlNmOHfzqeWHUAz24MRFJaNVKynDAWdEKb7eaBSo3ElAqCF1GFMJjcOBisYyuFYINPAvbsDkMhzxaDPAmO1DShIrsa2jgjjpq0yIuIhy/nzbg2DYVRSmzl37qd2rEzArt3c/faw0FLZR6ORznfb1Om0pB47PCJRUmqDldb7bjdV493RprxxlAzXh9qwuuDbrxB3RlsxJtDjVA8tnQn5hB8LvXwch/MoQEPL9mJuct2Y/7y3Xh0xR7e24lDYToCNRLOgVy2TDITVzPlpPRaLN0ehQU0YDEN2OmfiojEEij5fmhsPjbvjcfKbWGIU5UjICIHQZE5WLMjCk9v4A7CtvLdn4D9fslQhqjQX1KIRp0OuzYHQhtEiMhE6IPjJXwgt%2bGd29hWuyKwdXs4du2MxF62rNIvDp3Jalgik2WV7NoThx17ErgmICiAzzXhGs6cIrzabcebfU68Rb3eVYu3emrxdq8dikcI/TDL/dGV%2b/DIMh888uxufE1o6W48JEyQBuxin%2b/DXpa7ANPnt0HP9KOTy/najg2c9I9zHmzar0KqvgGpWie28A95dPk%2bPMYZsSsgHerMWqSK/4%2bwshxLt/LovS0cW3fHYBNBthBk%2beZwhIYq0ZqtRUFILJI5TGvZ43khNGhHGFScLb47%2bR224yZqA7WXVeDPuaBi6uU0IIhttXFnDLbtjsd2VteW3Qn8HTTFNxGxNLhUqcF5awE%2b7rPi3e5KfNBbBcW85b6YzyH20DJP%2bl971gcPcJ1DA%2bYuYwvQoMdEa7AtnmKb%2bEdkI0FTQ1mxNzgLB8MM2HooBcFxZkSpKuDPhFdsCqYhh/DEOjE8w7AnUIvQ%2bBJkmlqgy2nH7oMp2MgUffYnYZtvAtbxejsNW70lDCFMtFmrQ1RQKjI4OJU8V2T6xSKDhqzbHAofVlM0QdfTxE000Y%2bzIJrDNutwIvz3eQzYuCOa4AnShJ2E33tAzYNcIg7uTeBnY9GXk4WPeyx41V3MChCQLN%2bHCPzwMs8MeJjXc5i%2bx5Cdsg2eoknzeH8ezdhKgNDEUigz6xASX4x9wXr4%2bKdhza4YzFt5AGuE%2bwc1NEaDwLgSJKY7OSs6kV3QA38atpi7yBYOMqHNrIK1hFq/PUJWxaot4Xw4i8M%2bvxQcOsiD2Ha2DwdcDgfdDrbO5m0R8PONwwGavmozv8fvHORgzGHCGpqwbU8iIiNN8NmXTCM81bCDJmxnS%2bxgpR5iSx7g7zXFq6GLVkOx2leJJduj8cDSPV4Pf/MAAApaSURBVJwBezn0dtCEnQTfhYc4C8T1PJrx9JoDeFy0yVIfGrJXlnVihgOHYwrhw%2bulTGfRxmBsPpSKjfzla%2bn4nkA9AqML4Reey%2bN2Nvb6a/DsBlbF5hBs3hWFZayUhWv88RT19NoArGQFiB1HvL9alDqHmaiQw74xKA1JxD6a5bs/GQe4FceG62lQMtbw966maXsJlRmkJJQWuVob0jh4AzlsN7EaNu2MxSaauo6zaitDimDFrN0ahW18T7FoayTmrjwIxWKmvYTQNODBJUI75Wtx/ThTX7RG7Pv7ZDuIoah4eiuWbAnFKp94PM0/4BlqERMR1yt28Fi8R4l1LMP1TGAzU1nPX/bM%2bkAsXBfAQ1UggXmWoB5d7YfHqEWracKaAKygCWJIis8u4OvFG0P4R0cjwT8JO0UFEGL/viSEHNYgMigd2/j712yJYAVFYctOsT1SvvHYc0DFFlPx98YQPBbrdsSx0mKwbHMkj%2bdROMjW2cLqUSgWbSfMNhqwAw/IxIUR3Bk4COcv2yN3hvkrPQY8yfVxpi%2bHJatCfP5hzpCFBF9Kl1fQ5TV7ktgK/GW7OID2qrCBBizmxH%2bcKT%2b59jAPUYfx6Co/zgg/PLHGj/cCsEhoDd/j%2b8/w/XU0azPBFm8MxYLVAXiM781ffZg/J5iJh2HbrlgcZKWJ3halvoerGHQbCbZmWxRWs01W05Ql/P56hrBmZzyWMfFVNGDltmgs2xLJ55dIVlkEFA%2bwrxVMWRgg%2bv5hSpgwl6dBocc4/Z9g6T/FdSGH4JNcRQs8KFqE7TCHWsLt78n1h2nGPtlGYkt8elMont4YLEEXEnABNZ8pP7zykJSAX8RqWEjgp/jek0z7KYKKVlhII1bJnSJCXj/O%2bwuoJ9aIY3iQTFv09l4mLJLew7bYwSpbwXZYuimMh7QwuT6zIZTX4WzPCKll3nXp3Xs0QqEQ5cwkxSqSnSfT9ZFDcQ7Xh2nCApb%2borUH5WFp4er93Nr20QBWADWXFbBAnCH42Qfkd3zlPbG7zKVRc1cdwhwm/sAKttmKA3iErxfSiAWEeZR6wquFawKkUUJPrfVUw7M0UMwJT%2bvQZGrRWrYPV5GuqJQdvkmybUSriHsCfhEPWQupZzaKuSSCCJNGLJMmRPI%2bP8/PLdssWoBJKviHPyCgZcl7tr45XOcs9xghDklPraEBhF%2b8Vpz/9%2bIhAipogAB9glUxn/ce4bX4noIDVRghzhbzuHs8uHw/vrZiP%2bEP8szBLZcSff8ooYWeFJWw1mOKMOAxGiRaRoA%2by7KXM4PXT60NlMaIqniKr5/ZIAzywC9gZTyxLgiL1hN%2bfbC8fnJtEB7jdxZwfZKvn1onzAzBU/zsAnk/EIqv8Q9ViMnOsn18LZNa6oEW5wJxGBIGiUqY601ZwD9K4K/RLLFzzKGepDkLCDufic%2bj5qwQhuy/Z8Dj/NkC/BG2yIPL9kJBzeXrJ3lWmE/wx%2bUc8EA/TrDHCfiwMMELuoh/8JKNQfIPf4J/tNDCtYESaiH1NO%2bL1Fft5FliVzyWcw4s5862UgxAvt7MnW4b22XHgRTsFrPDT4M93JG2sX0UAngOk3uS8CJ9xeLtBOMgFEOOq0L2%2bm7ZFuJwJJ4XHhNnAn7nEYJKE2jGglWeHeLRlcIEzyyYy1XMA2GGuPcI7z24lAYs3cc2oTG8v3AN54FM31MNYkeaR3gFW2YOZ8U8to/YKcSsEK2ygO/NF0N0lT%2bHI3cJDsUl1LPUzn1KREbnQq0uQ2qKBemaKugybTDy%2bJ6td0oZKZPBiXxTPQpy6qEQSS9ggg%2bKWfCMZzcQA06k/wDvPbh0lxyKc%2bRByUdWw2PeVEWvy0rgdjmPzw1iu5QVwPsPPMvKYnUJ6Cf4%2bUcIO5d6iOCKZawgzoOH2RLzqEeFCdQilvJaTm2fw1ps2KfG5gOpPGQZ4BuYBR%2b/NOxmcvu5t/sEaPmkmY0gnjESU6qQqK6Ua1JKJZLUFdDqnNDr62AwuOR1Jg3QG%2brkPT0N0OscSNFUQs0nXMUj3rL1wG/3VMCzngoQg1GkK17LozLTfvBuS6zcK9tCGCDOEGLbFI/SYhbMlQb4cHsVA3a3nA3zWF1iFadNxRK%2bt2QPK8tX/kzx2YdFFfF5wicgDUmpVsQqLVCm1iCFzxoaPlsIiWcMNQ9fKj6AqXk/MaUakYlliE4sR4K6St5PTrfRCH4/2cKfwWcV/qwU3s%2bgCTrC6/TCDAdNsSE9s5ozQJS5AH9mK9dtUg8s8aQuW8HbBqJVHnyWBnhnhGgFcRZ4SM4JAbtDHpvn8POPicEpkmdfPsb%2bnsfkn%2bZW%2bcxmDi0ee9dxy9rql84nxww%2bSmdgG693B%2bmwP8yEXXy0jkwq49MmQSmNzoU0fT0yDI3QGhuRSWXxMVtnaoIhpwl6Pl4bc5ph5GN5dl6zfNw2mPgZI7/D9DV8CFNqqqGmMam8TqcRWawEHSsii4YoRMmLbVCU%2bwNeaHEtToFfk1vbTmmCfEhaIszybpuUGHALN3Dv5la1iHvw/NUHCR2IVTyx7QrIQFBCGcKTqxCaVIFIVTUflqoRkWxFlLoG8Xw%2bSMpsQIquGRpDC1L0TUjlmp7dBo2xRSotu5WvPcoQK%2b9lmlqhy2uHnjLkdcCY3wlTYSdyirqQU9iFXF7nm7uQV9QBU0EbcoTyW%2bWjvKggZZpNVo%2beJmXnNomT4CZIiRaQYiU8vYX3NntW8VrIOyPEVvno2kNYzFPU9oBM%2bMWY4RdbgsMJ5QikwlRWRKTYEE7I4CQLQvk6KrUWEXwt1liNA9FcY7jGaOxyjUuv432nXBMzXDSmHknaBii1jUjOckOla5LXysxGJPD9ZK2bhjVzbUQSXyfye0p%2bR8XXCfx5KfxuGg1VaetZSaKC3EgzuJGqa4Sa91Ky%2bD4rKp33FMt2x2GJ%2bAcKnusX84nsWZ6nV/JwsZxH0aU8cq7Zx/P0wVRsIuxWDqN9UXy4iS/DYWUlDsWV4hDhAxIrEMCUg5h2kLIKIUw5nCZEpTkoO8FtiEyp4T1WgdqGGGmAXUqYEs012muOuBeX5kSiMIFSEkalowlZjbJKxJoggRskeDy/E5tSS3Anknkvmd9J5edT%2bVmNUVQXK4sGiOs0YxN/Bn%2bW%2bJmZLqhphMI3qgj7Y0qwj/KNMmNfbCkOxllwMKES/klWglZxFddVCOD1YcL5EfgAPxfA%2b%2bL9QN4L5OqXYPGYQQXzXihTjyC8lLcqQpM5uAgrjIlJc3grweExQeO5Fy8rQVRBvUw8Id1FcLdsEWFCMk1QUwIuzXi3fe5eu5HAnxHN3xXHnytMiqNBcfzZCfydcfzd8eJavscZsCPEhN3hedglFJaL3REF8IksxN5oM/YTcj8TPiCSJtxBJr8/hs//lDDAL9EiDbhrQhDhhEJUNrkGs%2bdDBDThw0RLsB1ES4Spq7lWs134fnKVlLgv1nCukaJ6RJUQRFSCMCSBq2gHAS/aQRgTwc/Hpdpl%2bcfwO6ISkkW6NE6dVS//vSKZSScRVEDHaVhlDCNWLf5Bx454/o7/B60Qqm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\n

\"unit\"

\n
\n

About

\n

At Unit, wie want to support people who are passionate about something by helping them develop a business around it, by connecting them with clients, so they can support themselves, their family and friends. So if someone wants to teach yoga, make art, sell cars, or design clothing - we support them by helping them develop a business around it.\n
\n
\nWe have an underlying UNIT technology which powers two-sided marketplaces (like uber, or airbnb) which powers a platform for a specific vertical or industry. We invest in these projects and companies, with the vision to create millions of jobs, and support projects by allocating funds and resources to them.

\n
\n\n
\n

Mission

\n

To build the next economy.

\n

Impact

\n

We believe well-being of all is important, and are committed to creating opportunities and solving inequality in the world by moving towards being structured as a cooperative, this means that the value created is distributed with the customers and providers, not just the founders and the investors. This will ultimately solve the huge income inequity. We believe this will give an opportunity for people to do good, and focus on what they enjoy, rather than simply making money to support themselves.

\n

Powered by ThreeFold

\n

We are planning to use ThreeFold's peer-to-peer infrastructure for the Unit.

\n

Join saving our planet

\n

Reach out to one of our community members, to join the platforms or events, as well as if you’re interested in being a provider or customer to support the circular economy.

\n\n\n","tags":[{"id":"community","title":"community","path":"/partners/tags/community/"},{"id":"experience","title":"experience","path":"/partners/tags/experience/"}],"members":[{"id":"michael_healy","name":"Michael Healy","image":{"type":"image","mimeType":"image/png","src":"/threefold/assets/static/michael_healy.dea1acb.0c2317814bd988a5b3c110dcc6c64a98.png","size":{"width":64,"height":64},"sizes":"(max-width: 64px) 100vw, 64px","srcset":["/threefold/assets/static/michael_healy.dea1acb.0c2317814bd988a5b3c110dcc6c64a98.png 64w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 64 64' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-38952f14515411bee2e9f369cfdc8a20'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-38952f14515411bee2e9f369cfdc8a20)' width='64' height='64' 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Q/fny3GfQuuF1VK8SBH0dLWM4qsMD%2bYLJGt8n4R3fzqParUIj/j9/fkSrJEQl8eEMCuErIiCJ5epnsu0Fn0/n2meH30OBVHu1P0shUQPqbV05F9EVcwJ6OJZFnR49eyzoubrWTr1NDStDExkRwf7vRAtxTQ1h8ne9kozGO1/DrsZQPBJe9yqDcDLLYH41%2b0SfHarEl8%2bacFfXunCX0UWMPj/JAhfPt%2bEz2/X4NPtArzWE4aGQBec0Bhh506KJIMdzKo9cHO0oAmi9eYqCzHUWeCLnhIfEl8M5qkMe0pI0KUBGKmg/Wap9NKqd5Mz2vNokJip7fxNBzNZlkvXJhxcHkd2yDG6OnfkBh9BIbmgPOgYSun6Rip9WOOXpMdc5XR6ZZLbc5OcWx2JskkQkdAASWf1eoC92Zdy9oSzAnY2xtiz55%2bwb5cMZQGHcLfaB%2b9Np%2bCzO9X4tzu1%2bPKFFgbeiS8fNuGLh4348nEL/nSvHr/bKsOv1wrwrV76%2bdjjaKRTNRdAMpNsWU625nuQ6ONKEXaWeuS8pEyFWJoRHYhyXce5iKdMPVSCXTRLHTQ%2b7eSKFhJ0e4oY5ADOWVYcfxaFXM0SMnuRcHokvGqudH2sIEAPVFAMDVUEoonMmksACkOPojDMne7QnW6NSpG/q485LSnESv6%2bhTfO8D%2bIow7mcCL5GTFtZTIZzrrIsZZ/BS%2bR/F6h3nipMxFvjebhXzbq8dcn3fjz8234490GfPGogzzQjH8lAB/dyMYb1BnXM05iJNEdlw/ZwGDfTtiTEG0ojnxOqyUJriP5tgsFSpKbbY/FVFsM6ijcmrMuoS79PKrpCiuTrqA68TLqCEBz6nlJudbSpcrm%2bzPpsNKxzL4430O31UPR05uCFfbPha5kmhzhvtKk%2bp7nxOdpglbJC4vkinmKn5nWcEyQQ2YokuZpNcfqQnHqgCXsrPbBzGQvnmPq7961Q8qQF6kTllgeg2TnqZJgtk4vqjNPfHsoC5/fbWJWtODzO6344/0W/Jb1%2bjbFzcs0Vk/q/DEScwRBR22wd%2b8/saUa45DWRmqJwv7OtcWSe5Kw2J1KIVSJR6v1WB0roFHKxRyvvTRSgPm%2bXCyNFtBAFVIvpEsxL1FPyIZ0UUwZWs4RBtwbI5HhKMdwczTG2%2bPoCOPo92P1zo%2bub76ZJEizMUO3OE7XON0Syd%2bS/Eh8cx1RyGILtaWKszDdDaWZASwNdzJlDbHIbvKIeuFxUxDeGk7Cx9t1%2bP2jVrxFK36nMQQ/pIX%2bhKT2MzrGN3tTscDzy0NOoCL8DHShbuiOPIzAgxbYRR6Q83pHHG3gaGsMLw81agt9sDrO4MaKsDZRhI3pYmwx0FtTYuTRxhfQAhdh63o5Xtisx8ZsAc%2bjXaablFWwdmrYMyfq2cvZOmoSzqGI6Z9Dl1jK2q6JPw9d4kW9xhePqYTbY83pYoUmOEFD4sluEE39fxoVIUdxhMJFab4XZvt34wQlrp3JDpw6KMddusLvDcUwpYNwo%2bASelmPDQmXcI%2bK8QejMXh/Mok1X4zvD8fgfp0vnrSH4e2ZPNxrjUNnDMsx%2bBAyLmrZTXbSSO1kRzGDs9ocHo5muHTUFvlxl1GbSWGUG4jmAj%2b05PuSGKlc83zRnu8nPRmqzfLGTFciesqCSdg%2baBMkKFi8hcFNsUe2Zl5AZfgJlFEN5gQeRgnrvZbdoTbCAzoKmybWeIN4hs8W1EDHWE0y7KGGWGqNRHOsOxLO2MOWosWGvX%2bfwXM4pjbCcTtjRJ5z4OoH4sP5DPxiIQtvs6Qe07/PVbGXdybj%2byNx%2bPVSKv5A5v/n3lC80huGcfbo8eIAPOW1H1BeD6ecQoWvK4zJAbtJqPaW%2b3GcXebiISt4HbVGPL8rTRLP%2bz0JhCdVnzeaM2iB06gOqWkaUskB6VdwvTsZI%2bWR6M0PwBCttawzh6Km2BurPQkYJdm1UcD05NHCcoWayZZtVFriOX1PPhmVnaCb3/XRa/dm%2b5B4rmCSfmGLKd1LP3H5sC3kbFFGtLq7DWRw5%2bpccLJAtvchvNgYhl8t5OLP95rJ8s349GYVPt6owr%2bsVeDnkyn4iKrw3zar8GqjP16ltlisi6MFv4o2knR//DFsVzCQ4KMwJwBGBNecesCZztKTwYedUSGHdl6X54Mmlk4rW2J7oT%2b6mQF9ud7S84gWMXhscywf43XR6Cr0ZosMgWyBKbZA8yAeUW0ShBWmyMpAKlYHM7nNILGk0HGl4/kbxaylbMllbYlHTKM5WB/Jlerr/nw%2bRVQ8TrjKuTKGklgxMXoOh1RG8HS1oLQ%2bhtcorj6ez8OXN9s5GvHHjQr8%2b616/J4A/KwvFh9PZ%2bF3S3l4tSGAJZGMD5fy8f68yJYkvEKX%2bUZnCFpp00V5mRgxCwiCnK3w4gFzxFJxtjPwTaq855dKOcpxZ6YEDxaq8Gi%2bGtszpZxnIe5eLyUHNOHxWiPuzVbg3nwlZANcyX6mTC8ZuYfysJtIiTc03ZS9nbxoJ03FaKmP9LJjuCIAE0XiJYMv%2biiDB0oD%2bV0QBigqKtg%2bj2rNYcnAFbS7clpbDft1hpcj%2bimUXiVPfEpC%2bupmM/72dAx/u9%2bF/7rfio%2bv5%2bIdtrrfTmUShEy8Uh%2bAd/ui8VuC8THV3B82a/DRXB6%2bQyXayrZrTXI1M9kNY5Nd0oOTKwcsEOqhRORpFUv4CrNRvBsoRH8dO1JTLKabEzDemoSp1mQM1cegs5rpX5OI/toYjDYlQTaYx1rIow3mti/Xj75ABE0gsq%2bhi8C0Jl/BEFl2sSmC9cRjFBQdvFGzeMDAEujP8SF4TFU6xRNaM5LfTqhthKffBw0tbb7vASzTN7xB9/ZT%2bvbPKVv/dL%2bHZdCJj6Zz8D6l868nM/Hn26344mYD3mgIwZuU219tVuPP6zX44zJLZCobr7dFosL/MCzZWs3JMeYE15kew/uwJdI8HRF5Vol078NYaIrBQlscatOvUaHSCaZ7oi2PKrAihuQYgfIMP5Sn%2b1En%2bKExJ5hmiIH2s6a7s2l%2b6I7aGGRrKo0C%2b3MHAxSPoEZpJJabwqWXE10Mvieb31MY9TFwKXMoOMTzew9nOayM9kjOTSM3kp74uKhMMF/kiR8MxeO7HeH4%2bVAKPl0uwW/J%2bL%2bcysLTEi88X%2baJn7D9vctSe1wZgJc4PrtRgi9vN%2bEPSxX4kC36aUMoCq4dhIXxHlgxu1TsNh7O5gg8YYtUb2ckX3VAWfgpTNVFYpEiq4rqr4bzb029inryWD0Xs4nZXs3FrSIoDQSnKdkLsrU%2bUfuJWO%2bKJhHGYI1iaL0zFqvtMVghA290xeEe6/7hRBo2uFpLFCYLnIx4Nr/SGoUNCqNpsnRfpR9SgtygstqLQ3RvogxsmAWW3M6VXMWHyxl4l0T304lE/G6ziIKnim6wAu9O5eClpkg8XxuIDSrF2XgPvFjsiV9QLv%2bGIPx8NB1v8p53yq8hz%2bsA9uzeAXPW/kGtKU46mSDqogvSA46iKNKdbjYNd1n7T9nrt8ZLyFNF5KwSrA7kYa2f5mckH%2bujWVhlB1qiaLrBjiC7Tjc4Qjs5zWC2xzIwRyCmdMGYqg3CApl7uYUCiKJonjW8SGF0ncfm%2bP0CAZihJ58jgU620IY2haKZlvniCQ0cFfthbbyTgsUA1ha7MU4j9dEKZa9Y9ZUcbgvxPjvCz2Zy8QlX%2bPOlSnw6X4p3e5PwGtvlG52h%2bGg%2bHR/fyMJ32kNxj17kJkH0crXCc7v%2bifW/G2oBtNoQPiftUCZeuNAYjTdFS0p2YygTN0dzcYdi6J4gQG63h/OwPV2CV2434tZ4DhVtMm4QCJlocWXi3V2hL711PH38FernS6ydy1Kq9%2bX4kh/80V8QQIK8xs%2bseQqLbhJfI8uhPlf/aLqJfTeP4ij40kEKFFPpGZ9Wboz9e3eglHpB0gAktl8uF%2bLDhTysF1/DDabjy7oYfL8tFe%2b0puGfK8LxEkvvfoUv3hxLxU9m2AHag/F6bxTWK7x5zT3Yu%2b85doFdUDOzHOUGuHzcBumBNGmpl9GQcUVq29KrtCzx3EKYOG/pcXwdY6ykJ1hg0H2VwahOEE%2bpPQkAhUJD0kV0EICpxihUJ9FA8CItZP92jjbWTgdJpI/s389Au8WzdV60iZ1CRw6o5cU7aYPbyB%2b54Wdx9pCcQogrZL2PTtBQEi0XD9tQ78fgg8UsfEAQfrtZig%2bv5%2bFJMUUPA//xhg7v0ge8xhVaK4tAV5AH3qClfXssHq8PRlEmJ1CguWMvtYUphdZ%2bukI1y8tVaQxvDwWy%2bV1ZAkk52xcdjKdNkLggbBJ6GzlAbIUQqki5gmlmcWeZeA1IrZNODujJZrtjkGNVAVjr5ZdF/AFXRzz87CsSLxZ96AYDMKkLwyTl8kBVoN5fl1FolAWgnd9P6UIxUhWCJG9XCiHxAMQAdvL9UNnuhzHbornhbozkXMR7y2l4ZzFdkry/v10l1ff71Qn4qKsUvx6qwHtVabid5IXX6Dk%2b3szHd0dj8eZoEh7ScB0gsRoa7oAFO4DBvh1shztxiACEnNWiJP4U%2bitpytjiRrm6o9WhmKiJwHQ1FWV1BJVfFPqLw9BXEUYeSMdMRyK6ee5QXRRk63Rc69KfGdJwZzIbt0dTsD2eJr1rvz2RgZsTmbhzvZDiophCogA3ZwppInKxMSxeL9E1jqTSRSagjplxyN4Malu2P7khNFb0AZSrluQCE2r3Qj9XPO4OwfvkgF8RgE83yvH7u5VSNrw3loUfdSfh%2b40R%2bE5LCH6%2bQGBm0/GtgUh8qy8SYQzSmCDK2VXMCLDh/h0wNWG7tdyHy0dVqMu%2bgofUDA/nCvFkuRSvbtXh5c1GvLhZpxc%2bK3V4vFjL72rxGo%2b/utGMV7aa8fJ2E2TdpVzN8mCuaiAGxRMUCpuRMvFczR%2bDJf4sDT8M1er/iTFaH4ZRIjtUF4HxmkgMV0UwI8IwUUtxURaE4POuOE85rLYwpCPcx0zYB3OqNiXrtSHWDT2p7niVpfDxdjF%2bs1FC6VuJLx/W44vHjfjsZjl%2bs5mLXzFL3p9Nw2v9UXjSEYw8f1fs2i2DOVNfxZKSk1ssuC%2bG0AEuKkMEnlWjlaanrzKUrjVWevE5VB%2bJPoqd4dpY9FZHcT8aA/XRGKPzHW4gcbclkLwTIROOqC1f/269u5BiiCZhIJ/CiETXTmHUQHLrKw2m/Y1kefjzXD9yAtWjuCE/9xT4Y0C8k%2bexoPNOcNNaUKIakAcMJADEvlCEY0UXqQhPoSvuKN4YisPvblXg324y%2bAct%2bOqlLnz1sBG/WyZJzmXinfFE3GnwRXmoK8zZ9405TJnytuwoFtwqyS8qK%2boNJc2WkyUCTqnQkEy%2byhF/nKClp8Wvz7hKMvcin/lw3xu6bJq9HC424%2bygV%2bgoDKQQCiQJcoXbiwOl0cZguhl0NwVDG9m%2bkQzfkHlVCnSSAkM4rRISSSmJspICSXSLpkwvCgwST/pFJPsehoerNazJ1tame6GyNqJcNcQBcsFC3TU86gxDY4gLdCEH8LA9HO/OZ%2bOT9TL8ZqsSv9uuwoezmXh7OAGblZxwmIuk7oyp/PZT9hobPwdLpr8NNYA9r%2beiNMQlOsEj1AOex2xRKR7NkezGOc9prn4du1gdO0NVCp1hpg8X0peKkN2MsXTlCxUYhPrsIMjE/2%2bWuvVDPAFeY6qvdsVjkYJouScJqzx%2bi3V%2bj0ptiX16sSuZvTYVC31JuDGQhs3hbKzw%2bBRJMs73qPQIXLwBUlEJamxNCYCwrWZY1fnj7QUaKbq92kASl68dmuOO4XrBFdzUBWCz1g8zzJLOZHeU%2bjugL8UNyV5OdJa7YcTgTbjyxsY7pO6iIcEepNhKuOqENDrEgpjTNHTi/wNp5Cdyl/jjVZ/gqBwsD%2bVibbQQGxNFkil6tFSLB4s1WJuuwu1pmqEpKr4paufrZMbt0VQsd8RQ3IjnatGYoQiaZ9tYYU1t0/LeGUzEWmeC9B7xRk%2bcpKjWeaN7wykopxQW5sSIhGfNFqVVm0BrayS1xJOOJrhJcntnPR8/pLi5T2c3mX8OHfHuaIo4hpbIY6iLOITmqCPoinfDePZp3G3yQTAzQDxP3EMtIWWAiTBa1Bdk/4MaYwRfcaL2OCW18I2RbGyMF2JlrBA3RqgzxgqwOVmKjbVwW68AAA9YSURBVJky3JoppxsU/xeoxCs3dXi00oDVsWLcnCqDrIE9vpap0VoShNmWGHQXB1PY%2bKIuS7xXF%2b/1faSSEG9V9S9J/KQXI11sn2L05LKFVvjjiCNrny1KvAARLz6VzABr8Zrb2hABbnIGHYGfbBbjA44fLOXge/OZeGs6Ha8S2Bdph%2b9T/T1oC8atBj88aA8iAIHwdZf/HYB9%2b2T0Ac9ByWs72RnjqIMpjtMLuNmZoizuAttgGDpLI9maY9FTFoWuknB0ltD9lcewpceisziarY9yfzSDijEBzeSAZrZGWXmKF8o4akkSA2RKXTaJj4HXUgxVp5xHYwrrnCKiSQiiDGGEhLryRRfJsYPk0kYh1EoQnLniVmR%2ba0pUJVPU0PA5SQprKYtTPbV4QDv73noxPrxViR9RFv9wNR%2b/ul%2bLXz%2bqxS9uleGd1QK8PBKD57tC8EJPBDZqfRFyWk4S3Sv9ecKY3cScLVUjF6/KreBxkOTH9uh7Qo3iaJZOYRAacgOgI9E15/oyjkA0cWHbCshtJPeWvBC0FIRQ/qZgujEabSTu9rJQyHQkvkaOTraxabYQIW76CkkUJX5EzVf/56LyEAxWh2CkJhSztVEURdHSm6Npsm0bSTQh2A0a1v4%2bBq1UmMGCWWBkJGyxMXu3ATJ8nfBkIA4/XinAL%2b5U472NYrxJtn93oxS/f6Udnz1pYVbk41FfOF7oC8PT3gjMl11G/HkFLjtbMfX30ADtZu9/DrbcXnNTIvyyE32APdJCTqKlKIT%2bnm2uLhb9dQlsdwnor0/EcGMiptjqJtpSMNaSjon2DNyn51jry8RYQyzjTaEZ6hHElkDHRFdI4bPan4R1UdvSH4uysDaSiXvXi3F/jj8cz6Iwysb2bB7uLhRhi8SYRQmq0Zhjv3h3x8DtaH8tubWyog8wMYCh6R4keh/Aq2Mp%2bAHb3Ae3qvCL2%2bX4wWIm3phKwwfb5fjFdiUedUfiCVf%2b9dEYvNgfiSnBEXFuCDluKz1eN2U7tbDaL70UOUIC9D%2bjRazXYekx2NpgBm5xLlsUaU/W6vHyehMeLtfhyYpeBD1/g0JouR4vrlMA3erES%2buteGGtEU%2b32iArY4uoZ9o0EcWW0gg0FYZwPxgd7P295aHoKA6h0kvBBF1jDW/WxrTpYhbER16As4sCJmR5Y6a%2buaUxrG2MyNZ7YEQNsGvvTuzYuQOGxnuR4OmMNwjuD5nmP6EC/Ph%2bHX62VYzv38jDt6dS8PJgNF6k5v/2ZBJHAu53BGGq4AK2GvxJjkfY%2bvbBjIDaqqxZXiaSDHYiEUZecZX%2bCNmacxkDZX7ooYjbGhF2NwMjlLqTzIhRiqABCrtutr9BSuE%2bCrgRCqLphngOCqGSVG/UZhCELJJhVgCqM/xRmc4%2bnEWHR/fXQIMx1cp0aojm977UAN445%2bHMoI1hbGEGua01V9yUn/fDyHQfjE1pgBj8XoPd2LVnF/YSgMhLjnjzeiZXvww/WS/FR/d1BKGG5SD4IB/fmU3B24sZzIocCYSH5IGFqmvkjQi2SjfY2lD4qG2YZQYwMNwFM3PxUGQ3jh%2bQIyXgOPv/JTpU8hE5aZ2LNU%2bV10Mu6ycHDNLF9hcHUeRR6ZLgu0so9FjW42XhGCsNh6yCJNco3F/6VegyvVGd5sOWRhLk50bxzyqSxWJPBrqInt8FFyiVljBh8DZyK664%2bOuKDSwsTLGfgZuaG8HIZB%2bM9u/lJI1hwAkbW3DFrPdjuDIAf3ilDR/cLMPHD%2brw64d1%2bBUNkSDAD7Y5tsrw3koh3pyhDKb7u98WhtuNQUi65gAr2mobWwuCuhN79lATmBvy3oYwFw9d6Dt8zjlLr7vFC9I5tvX5tlh0kQh7GXwPj/Wyw3UU086T6/QqkOAQkOGSEMjmu%2bOx0iFGMua79HwghM1SfyJGKH9z4s7h0jlHaChx97MOzbnalnJLmFuZQaGUQ6W0Zb1bEAQzaWtiYsRsMJQmbGVlTlBMYCi6A2Xrdl8y/vRqKz57oQmfvdSCTx414JMHNfjkYS1%2bIwC5QxDW2SKXstgms7DeFApnjSmsbCykUjITABvtgwGzy0rOa1tSafI%2b%2b4wNcfqkFvdnCeCdRryyWcO6r8DTdR0ekAMekgvur%2bpwe6ESW3PluLNYhQdLPGelHrIFpsxSB1UdVdTtqQzMUg3WF/shNvIknFyspWCMzBiUBRndliuusoElA1Oo5LCzV0FhK2cJmEsAWLMcBAjis42NFbPFFhbWFjCzMIKZjQkcnK3x%2blwx/vOtPnzxRhe%2beL0b//5qN/70Whf%2b8Fo7Pn%2bxCT/bLMRbc2ksiRxEXnOFhZyAW5rAlNcwtWKpEeB9BnthaW0Oc2tTZpc5LG1MJd4JCTqJnsZYzLPV3SYYT9fqSHi1uLNcje3FegJQSxJswwvrDfy%2bDHfnKiArpgaoTPZhilBIVAbiwAEbmFhTzjKFRapbM2hruQjIgmyvhlxuDbVaCXutGio7OVfaitlgLgUvApYzK2x4jkLB7FApoFTbShPV2DNTFCYICziJv7w5hL98ZwBfvcHx3SH8lZ//4/UufPmdPnz%2bpBmfkBsa6DNsOA%2bV2pot0FQC1ZhzEjxjzqyysDSDGYnXQmQZs9KKQItss7ShJXewwgl3NcJ9j6Ew4QIGhHOtpwvUxVMRlmClJxPjlSTJqkjI0iLOIjviHJpYM9nxF2HJgO3sVLwxJ6%2b04YpzhUXwWiVUGgVsFFbQajWwIwhywQMc5ry5QmUrAaNx1DBYFbQOdnDgsHdQSyDIldZwdFbBkZ1DvIz973dm8OWbA/jLW4P429vD%2bM/vDeOrt0fwf348jn9eK4dWYwEHjeAZgmttCUvyjDn5RJSWDUtQOi63kACwIDgKBeeq1A855yhKxFJOkmbncHNzYClfpW2PoU/Ix42ODEyWRWKGnUJWTbavpuPrpP8P93XnBeQMUM3VVsGOAavsbKVU1zraSemv4DHx2YYEKLex5oSY9txXKRUSAFonBi4Gz3d00sDJWSPtK%2bxsJBBUGhu4uKjwrc1G/N/3CAIz4a9vDuKrH03hi/cX8OWPpxEd7MHAaKY4eVuRWVwEW4UlFGo51Bpbcg%2bPM0gBhMgMucg2zlMMpThHzJnzVGuU0lbJeyvsrJHKhX6yUExfk0uTl46bQwWQrY5kUABlYqYzDq4HVfyRAvb2/CFXXKtVSfsOjmru20kprWYZiJIQBCcyQIAgtiJjBGhanisClgCQQLCDk5NGuoYdryW4w4R8Esd6/dsPp7j6o/iv743hP34wDny0irWhLK6eCYO2klqsFDRLTWSghtkkssvOTiGVnimJWCyYHRfMntcXgDs%2bu69YBPtn4DuILOQ1lPaWdIY5eLpcgseLgiQphDpKQ2gWQuFz5RBsiZLGQcWbKKHWKqRMECA48kISokRWDBUzwY5bsQoieLFK4jciSzSciJr79ryOuLmTsz2cDmila4hJ2nNiSnvBHSZ4iQrzf346h7%2b%2bPYb/%2bdkivk3COn7Y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Q/fny3GfQuuF1VK8SBH0dLWM4qsMD%2bYLJGt8n4R3fzqParUIj/j9/fkSrJEQl8eEMCuErIiCJ5epnsu0Fn0/n2meH30OBVHu1P0shUQPqbV05F9EVcwJ6OJZFnR49eyzoubrWTr1NDStDExkRwf7vRAtxTQ1h8ne9kozGO1/DrsZQPBJe9yqDcDLLYH41%2b0SfHarEl8%2bacFfXunCX0UWMPj/JAhfPt%2bEz2/X4NPtArzWE4aGQBec0Bhh506KJIMdzKo9cHO0oAmi9eYqCzHUWeCLnhIfEl8M5qkMe0pI0KUBGKmg/Wap9NKqd5Mz2vNokJip7fxNBzNZlkvXJhxcHkd2yDG6OnfkBh9BIbmgPOgYSun6Rip9WOOXpMdc5XR6ZZLbc5OcWx2JskkQkdAASWf1eoC92Zdy9oSzAnY2xtiz55%2bwb5cMZQGHcLfaB%2b9Np%2bCzO9X4tzu1%2bPKFFgbeiS8fNuGLh4348nEL/nSvHr/bKsOv1wrwrV76%2bdjjaKRTNRdAMpNsWU625nuQ6ONKEXaWeuS8pEyFWJoRHYhyXce5iKdMPVSCXTRLHTQ%2b7eSKFhJ0e4oY5ADOWVYcfxaFXM0SMnuRcHokvGqudH2sIEAPVFAMDVUEoonMmksACkOPojDMne7QnW6NSpG/q485LSnESv6%2bhTfO8D%2bIow7mcCL5GTFtZTIZzrrIsZZ/BS%2bR/F6h3nipMxFvjebhXzbq8dcn3fjz8234490GfPGogzzQjH8lAB/dyMYb1BnXM05iJNEdlw/ZwGDfTtiTEG0ojnxOqyUJriP5tgsFSpKbbY/FVFsM6ijcmrMuoS79PKrpCiuTrqA68TLqCEBz6nlJudbSpcrm%2bzPpsNKxzL4430O31UPR05uCFfbPha5kmhzhvtKk%2bp7nxOdpglbJC4vkinmKn5nWcEyQQ2YokuZpNcfqQnHqgCXsrPbBzGQvnmPq7961Q8qQF6kTllgeg2TnqZJgtk4vqjNPfHsoC5/fbWJWtODzO6344/0W/Jb1%2bjbFzcs0Vk/q/DEScwRBR22wd%2b8/saUa45DWRmqJwv7OtcWSe5Kw2J1KIVSJR6v1WB0roFHKxRyvvTRSgPm%2bXCyNFtBAFVIvpEsxL1FPyIZ0UUwZWs4RBtwbI5HhKMdwczTG2%2bPoCOPo92P1zo%2bub76ZJEizMUO3OE7XON0Syd%2bS/Eh8cx1RyGILtaWKszDdDaWZASwNdzJlDbHIbvKIeuFxUxDeGk7Cx9t1%2bP2jVrxFK36nMQQ/pIX%2bhKT2MzrGN3tTscDzy0NOoCL8DHShbuiOPIzAgxbYRR6Q83pHHG3gaGsMLw81agt9sDrO4MaKsDZRhI3pYmwx0FtTYuTRxhfQAhdh63o5Xtisx8ZsAc%2bjXaablFWwdmrYMyfq2cvZOmoSzqGI6Z9Dl1jK2q6JPw9d4kW9xhePqYTbY83pYoUmOEFD4sluEE39fxoVIUdxhMJFab4XZvt34wQlrp3JDpw6KMddusLvDcUwpYNwo%2bASelmPDQmXcI%2bK8QejMXh/Mok1X4zvD8fgfp0vnrSH4e2ZPNxrjUNnDMsx%2bBAyLmrZTXbSSO1kRzGDs9ocHo5muHTUFvlxl1GbSWGUG4jmAj%2b05PuSGKlc83zRnu8nPRmqzfLGTFciesqCSdg%2baBMkKFi8hcFNsUe2Zl5AZfgJlFEN5gQeRgnrvZbdoTbCAzoKmybWeIN4hs8W1EDHWE0y7KGGWGqNRHOsOxLO2MOWosWGvX%2bfwXM4pjbCcTtjRJ5z4OoH4sP5DPxiIQtvs6Qe07/PVbGXdybj%2byNx%2bPVSKv5A5v/n3lC80huGcfbo8eIAPOW1H1BeD6ecQoWvK4zJAbtJqPaW%2b3GcXebiISt4HbVGPL8rTRLP%2bz0JhCdVnzeaM2iB06gOqWkaUskB6VdwvTsZI%2bWR6M0PwBCttawzh6Km2BurPQkYJdm1UcD05NHCcoWayZZtVFriOX1PPhmVnaCb3/XRa/dm%2b5B4rmCSfmGLKd1LP3H5sC3kbFFGtLq7DWRw5%2bpccLJAtvchvNgYhl8t5OLP95rJ8s349GYVPt6owr%2bsVeDnkyn4iKrw3zar8GqjP16ltlisi6MFv4o2knR//DFsVzCQ4KMwJwBGBNecesCZztKTwYedUSGHdl6X54Mmlk4rW2J7oT%2b6mQF9ud7S84gWMXhscywf43XR6Cr0ZosMgWyBKbZA8yAeUW0ShBWmyMpAKlYHM7nNILGk0HGl4/kbxaylbMllbYlHTKM5WB/Jlerr/nw%2bRVQ8TrjKuTKGklgxMXoOh1RG8HS1oLQ%2bhtcorj6ez8OXN9s5GvHHjQr8%2b616/J4A/KwvFh9PZ%2bF3S3l4tSGAJZGMD5fy8f68yJYkvEKX%2bUZnCFpp00V5mRgxCwiCnK3w4gFzxFJxtjPwTaq855dKOcpxZ6YEDxaq8Gi%2bGtszpZxnIe5eLyUHNOHxWiPuzVbg3nwlZANcyX6mTC8ZuYfysJtIiTc03ZS9nbxoJ03FaKmP9LJjuCIAE0XiJYMv%2biiDB0oD%2bV0QBigqKtg%2bj2rNYcnAFbS7clpbDft1hpcj%2bimUXiVPfEpC%2bupmM/72dAx/u9%2bF/7rfio%2bv5%2bIdtrrfTmUShEy8Uh%2bAd/ui8VuC8THV3B82a/DRXB6%2bQyXayrZrTXI1M9kNY5Nd0oOTKwcsEOqhRORpFUv4CrNRvBsoRH8dO1JTLKabEzDemoSp1mQM1cegs5rpX5OI/toYjDYlQTaYx1rIow3mti/Xj75ABE0gsq%2bhi8C0Jl/BEFl2sSmC9cRjFBQdvFGzeMDAEujP8SF4TFU6xRNaM5LfTqhthKffBw0tbb7vASzTN7xB9/ZT%2bvbPKVv/dL%2bHZdCJj6Zz8D6l868nM/Hn26344mYD3mgIwZuU219tVuPP6zX44zJLZCobr7dFosL/MCzZWs3JMeYE15kew/uwJdI8HRF5Vol078NYaIrBQlscatOvUaHSCaZ7oi2PKrAihuQYgfIMP5Sn%2b1En%2bKExJ5hmiIH2s6a7s2l%2b6I7aGGRrKo0C%2b3MHAxSPoEZpJJabwqWXE10Mvieb31MY9TFwKXMoOMTzew9nOayM9kjOTSM3kp74uKhMMF/kiR8MxeO7HeH4%2bVAKPl0uwW/J%2bL%2bcysLTEi88X%2baJn7D9vctSe1wZgJc4PrtRgi9vN%2bEPSxX4kC36aUMoCq4dhIXxHlgxu1TsNh7O5gg8YYtUb2ckX3VAWfgpTNVFYpEiq4rqr4bzb029inryWD0Xs4nZXs3FrSIoDQSnKdkLsrU%2bUfuJWO%2bKJhHGYI1iaL0zFqvtMVghA290xeEe6/7hRBo2uFpLFCYLnIx4Nr/SGoUNCqNpsnRfpR9SgtygstqLQ3RvogxsmAWW3M6VXMWHyxl4l0T304lE/G6ziIKnim6wAu9O5eClpkg8XxuIDSrF2XgPvFjsiV9QLv%2bGIPx8NB1v8p53yq8hz%2bsA9uzeAXPW/kGtKU46mSDqogvSA46iKNKdbjYNd1n7T9nrt8ZLyFNF5KwSrA7kYa2f5mckH%2bujWVhlB1qiaLrBjiC7Tjc4Qjs5zWC2xzIwRyCmdMGYqg3CApl7uYUCiKJonjW8SGF0ncfm%2bP0CAZihJ58jgU620IY2haKZlvniCQ0cFfthbbyTgsUA1ha7MU4j9dEKZa9Y9ZUcbgvxPjvCz2Zy8QlX%2bPOlSnw6X4p3e5PwGtvlG52h%2bGg%2bHR/fyMJ32kNxj17kJkH0crXCc7v%2bifW/G2oBtNoQPiftUCZeuNAYjTdFS0p2YygTN0dzcYdi6J4gQG63h/OwPV2CV2434tZ4DhVtMm4QCJlocWXi3V2hL711PH38FernS6ydy1Kq9%2bX4kh/80V8QQIK8xs%2bseQqLbhJfI8uhPlf/aLqJfTeP4ij40kEKFFPpGZ9Wboz9e3eglHpB0gAktl8uF%2bLDhTysF1/DDabjy7oYfL8tFe%2b0puGfK8LxEkvvfoUv3hxLxU9m2AHag/F6bxTWK7x5zT3Yu%2b85doFdUDOzHOUGuHzcBumBNGmpl9GQcUVq29KrtCzx3EKYOG/pcXwdY6ykJ1hg0H2VwahOEE%2bpPQkAhUJD0kV0EICpxihUJ9FA8CItZP92jjbWTgdJpI/s389Au8WzdV60iZ1CRw6o5cU7aYPbyB%2b54Wdx9pCcQogrZL2PTtBQEi0XD9tQ78fgg8UsfEAQfrtZig%2bv5%2bFJMUUPA//xhg7v0ge8xhVaK4tAV5AH3qClfXssHq8PRlEmJ1CguWMvtYUphdZ%2bukI1y8tVaQxvDwWy%2bV1ZAkk52xcdjKdNkLggbBJ6GzlAbIUQqki5gmlmcWeZeA1IrZNODujJZrtjkGNVAVjr5ZdF/AFXRzz87CsSLxZ96AYDMKkLwyTl8kBVoN5fl1FolAWgnd9P6UIxUhWCJG9XCiHxAMQAdvL9UNnuhzHbornhbozkXMR7y2l4ZzFdkry/v10l1ff71Qn4qKsUvx6qwHtVabid5IXX6Dk%2b3szHd0dj8eZoEh7ScB0gsRoa7oAFO4DBvh1shztxiACEnNWiJP4U%2bitpytjiRrm6o9WhmKiJwHQ1FWV1BJVfFPqLw9BXEUYeSMdMRyK6ee5QXRRk63Rc69KfGdJwZzIbt0dTsD2eJr1rvz2RgZsTmbhzvZDiophCogA3ZwppInKxMSxeL9E1jqTSRSagjplxyN4Malu2P7khNFb0AZSrluQCE2r3Qj9XPO4OwfvkgF8RgE83yvH7u5VSNrw3loUfdSfh%2b40R%2bE5LCH6%2bQGBm0/GtgUh8qy8SYQzSmCDK2VXMCLDh/h0wNWG7tdyHy0dVqM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\n

\"veda\"

\n
\n

About

\n

VEDA offers unique, authentic, and private cruises with organic food, green energy, and a warm-hearted crew. There is no other experience like us on the Nile.\n
\n
\nFrom time to time, ThreeFold gathers on the Nile on VEDA boats with partners and investors to share, connect, and build.

\n\n","tags":[{"id":"community","title":"community","path":"/partners/tags/community/"},{"id":"experience","title":"experience","path":"/partners/tags/experience/"}],"members":[{"id":"isabelle_peeters","name":"Isabelle Peeters","image":{"type":"image","mimeType":"image/png","src":"/threefold/assets/static/isabelle_peeters.dea1acb.7e0bb239b851131761f3ba3e2c9a69fd.png","size":{"width":64,"height":64},"sizes":"(max-width: 64px) 100vw, 64px","srcset":["/threefold/assets/static/isabelle_peeters.dea1acb.7e0bb239b851131761f3ba3e2c9a69fd.png 64w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 64 64' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-d792bd2b05f9164aa26645ef37247b56'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-d792bd2b05f9164aa26645ef37247b56)' width='64' height='64' 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NeEDsCwnBk0EoJm6sYV%2bYUt1JjaMT8ZqsmELhXNxRS7mV5Vi/fxa7N26AS8%2btZur/6Z2OJOxXe1j6DZuuqG3Ngz2NnRbfpK4fso1%2buzeTRjGpx9/iE/vfqi9/lh7/QlBEqCkE5w%2bfliVwvtXyYhjr6J15RwkBwUiwU%2bDzXPK8SRLYAdXW%2baAJNpiAWGwvTmGudpj19JppPYY1IYHYBbFbRFFcGVeLJo5Rm%2bqysDWmjHYwmiaNBpb6oqwfloxFlQVY9Oqhdrk2YHUvoXBiN4JBIPooPlpLVhqom1rT/yKbsgz%2bvyTW9CHJP35Jzfbz7XXt9qPN69rDZPMCPIXXzh5GAeaV2BMVBgSAr2QPTQA%2b5dOwc7ZJVjFNlYS5qlKYPQQL8wrysCuBVVomlKA%2brFRaptsKVug7Bc0ctVbmPQ2eobt0/Oxmau/ua4YGwjA4tpy7Nm8Hq%2b9cABtLLt3L3asoDa084kwUoVihsGR7ymwDDZ%2brrUPd%2bdh9OXnH0Hii8/u4PNPb2vB4PELOddd6wG4x5K4SVMkjLjCf%2bzEkVfQunohxo8cgaxhnPgGeqN%2bfCaeqp%2bCZo7FImjT2Nul5%2b9bUIb9iydj7%2bNVaGF9N5QmqbF5VV4M1tEgtfDzkvzOWSXUi3HYQha1zCjGspoSHNq7DS8d2ttBX4bar7hyrn01rxgw44HQbfBc67T3cV653XYA/jIIjIDzhQ6MWze0ANz84LKi5N6GJWiiUOXFhWN0%2bGBkUuieXDmTOlCM9UxwuRgernQzV3jvggoKZDV2zxmvNlDWFo7AYpaBlMKq4kS18luZ%2bMbaPGyaXoAtM8mCWRV49fkDOPzas4rWioH6qZVHNaBd1rFBXxYGmziGu1r6kV7/XbH4Rl9/%2bTG%2b%2buJue3ytC3XdBQy5VizgjxCP8AH/okPb1%2bP5J1tRV5qL8oxElGWmYMmkQhzdvQ47uKL1HHKE7utJ810sjX2LJuMJgiAbKDIlzkwOwjT2/wU0P%2bvYLVaNT0VjdTaap4%2bjr8jDk%2bsW4OVn9%2bH1Fw%2bqW3F6AAz3MWRSvWawr6lnwlWDMFx1NePohj6j77/%2bFD98%2bxm%2b%2b/oTfPvVPR4/hbz27Vef4Jsv7zE%2bhiFIcv4xu8JN2mNxkId2NeE5tqiDuzZh5ZxaVOaMQlpEEMoIxgYapC21OVhMc7OICW6anI19i2uwbwn7OwEQJyjzfw3LZPYoTotjIrG8OIktkEIoLCAAatzexg7AEhAAPtAzoOsYb7CXofYvdLtc2t2t8wokw8lWfzT65ouPcfvGFXzLZH/45nPGZyq%2b1wHxfSdACAY/LyUhjJDZ4MWn96jk33jpadyiPuxoWoP502tQPDYT86ZOwr41c7GdyW6sSCcAY7CHs8E%2b6sAOUlw2RSqj%2bqOGw88UsmCxdAR6ghZGE8FqmZaPbSyl3esX4xWWwRnO9vrZRMJwI6e7vYzugFLXBiAYSdJff34XP377BX7%2b/kv89N2X6lwPhDa0IHyngLinLQey4TZ/jBii155/Es%2bxDIQZcsvsQtsxfHTzivILz%2bxvxbrZ1XiSY/N%2bRf0ibGZyq1nzsls8kVOh3CWq4yS4ujQZTUy%2bsSIDzQRrE8tgM0HYtWwG3qb/OEH3J9OrlIFMqV1B%2bLvNHf3%2bRjsDOObLlGv0y4/f4FfGz99/pZKX%2bFl31MeP336uQs8MKZfvyAgRRqmtS6Sm3NsT%2b/wpO4ZQ7hrrUDTiMwqnuDW52/PK3ibVJteVJKGCc35hqIfaMa5LC6Y5isQKdgOZAdZMSMPGqixsYjdoZinsXFSDk3JfjyDc4I9W47tudG/fy7j%2b4OrrE%2b8EzrVL2lFf912jX3/5Hr/8/B1%2b%2belbCBg/S/zwtQLEEAjt%2bRftQEgIEEL7S7Sch2lTr7L3CktELL%2bVI1kiXeQ7MkjAeXVvM55ZPx9bpozFIia8kDW/hCI5b1QoFnMKXF4wAmsmpinn2EgAtnGoapqSg%2b0csM4ef0N5f0lKWrF%2bWOsEhL40rl/qtjwEKPWZG1oA5LtGv//%2bE3777Udt/PoDfpUwAOXnTqB83c4UKZOfGF9%2beoer3UZP8CpnhaNkxR0CoBVLCdEN1U2oHcde2EenWIcnFk7CHnaEnTMLlQFawuQXE5CVbIsbytKxlgxoZClsm5GPTSyBppocvPpEixp8blGvpAXrp1YBQb%2bpozZvdKFnRnvSusT1qy/fuU0RN/r9/s/oFAREH%2b2AGIJiCAxBEUbcUj/ofbxLJsjqqM6iLxedeH7D44Xj/8EBjs17F1aqNrhrdil2zSpSJbGU7nA5TZHcZxR90AOwhQBsIABb55AFdJ53%2bO8ICJJ8OwgG%2bxmSWHeA6MtGQj/my/cVA%2b4z8fv3f8H9PwxCvdYZlHaWEAw9IL8SDOkMd/mXCTsuUg9EVH8hOIaCKsL53vnjeGbDIjzBLqC1vQUck0vVLLCUrVKintZ45bg4eoEs9f42eonmqVoWvLh9LT795LbyKTKvCOiSzEe6ZFTc1MbtbjZ59Psc2s9q9z%2bMJMk/mPAff/7aKe7rXtOCoQWlKxgKBAmC8Dmp/93Xn6m9A2HE73xdD8AdrshViuKbLz2FQ42LcGDZdA5M49RN1d0sg020wTIXyBZZfU602g5rpBfYSgC2TqcfIFgCwraZJXh%2bewOePfgE2k4eU2P6F599pBK%2bI0Dc6pzcHR0Y%2bmvDkL0OGfWN9Cvenmw3151A%2baMzGAKEYsIvP%2bAzgvA92%2bo9rs6Pohk/fo0fKJxXLp/HEYrkftL/healOLhylrLDcidp94xcbKocpVzhcrmXSFFcRS3YSABaCNJmMmALY/3kXGxlC106MRu%2bGncE%2bfghJykBrRvXkRW3OLXeVEnJKH%2bnS9J3Dc4lae2or51wjQyT65psd4D89vuPD5SKlIWA8eMPXykR/OKzu%2br6l19/VD/orUOtND%2bVFL9KPL9xCQ5wVtg7v0LdVJUt840TUrCC1Jd7BGKd1xQnoIU%2boEV8AFkgRmrdpDHYWDMWk7MTYWNpCy%2bPAGjMLTHA2BgraqpZXieZ4HWq/RUK823cu63b1zDY65AZRkb89kmXnzP6888/8Oef95ngb38LhJz/xqR%2bovjJ6v%2bmVv8n9d6f%2bA3AfcifH374Bt9884VqkSdffEKNxg1F8dhUMVINQzIo7aufqnRgN%2bt/25RsdSNV7iHKzLCqIA7NZWnKNTbRCkvIYLShJheryzMwYoAn%2bvXqC1%2bvgfDXeGCYmQ0S%2btkjb/BQzJiQjmn5kdi8frlqw%2bJTPpP9DYaca/c6bqjk5VpatBH48/UhYHQF4v4fHUDIqso58Ac6/vyOHyh%2bn9y7jcsX23D2yEt4actKNQ02l6ehicnILfOd03MpeOPVNCghAOydX4ZtNdlqYlzM1V84KkyxYas8cEGv0FKbqxKX6bBpWgEWFiRgkMYZ5samsDU1hpe5FUKMrRBt7og0cxfEOsmDmObIihiEa5wcZTP3K3agb7/5RLHhWy7Kj3S74k8UABRmHQO0oUDQAfHnn7%2b3r7ysuHaVoZL//OPbOPL8s9iwcAHyMkYhYmAgAt3cURg1mG0sQVFYdnY2MxF5dKaJQGyaNApbmVAr63g7R94dpPVusmNH7Vj1GI3cKJUd4aayVL6WjW1TWfOMFtrmpsljlSOclh4BLwdH2Nm5wt2XDLB1RHBfCwQ7OSMrPALR9m6I8bZDbVoEgSvCbJZLa/1sPF46AbmDgjGnJB%2bvP7sbd%2b/cwPccANsZ0BmEPwwYcZ/J/6TS/vmX73Dk4EEsL5yIXM8BiOxjBc%2bHesKkdz/YmlnB1sQEk5OC1CCzk/1d6L577gR1Z6hJ7K3cGmN7k/sFK9nvG8enoIXtr7EkSYU8TiPPEsnmyJbq0dhcNZoMSsdmtkPZQJEhaU5WJKxN%2b8KJGjDAazBCHDwQZWyLCDN7JNu7I9PRG6EWFiiKCkJDdT6WlaRjrJcX/P7RA/EWdhgb7IB5hX4ozYjE6XeO4LdfvtEBoEu6Kxv%2buP%2b7Sv7j29c4uuYi09QVST1tEdvHFtGm9gg0s4abtRUcKUamfXohP9QTC9jOWrha4vll9BXXt5uAbCWlN1dz0qMWyNNkovzCikbd4zTqeSImL%2bfyhMlGgiKf20qN2EImbGc7XMMad2WCPXv0hLOJMYZbOiLH2gujLd2QYOKITCsPjNH4oiwqHEvGj0S%2bvy8BskeshSMmRnpjqL8TgrwdkBftjPV1yTRupzo0oFMZ8Hj/dy3lpbUtGpuDfAv%2bQ7ZeSNZ4Y7jGFUGmlvDqa4xejz6CPj17wMbUDCP8XDEppj8W5MSgdc4E7BcAROwIwA76%2btaZRdjF2DmN/n4KS4QAyC3yDSyBRibeSBDkulGcoDpPUh5hM8HbPWsc5heNhq2lPRwsTdGnbx%2bEOrgg0dIZSebOSLTQIMXUGaO9/DCzOAfTc1IQb25HYJyQ5uWM/i7mGGRugjI/DWIDNChM8GILre9cAu1C%2bIdW0b/6/B6eblyCBVGpKHMejFQrV6T4BmCEly8GmFmgfx8T2JmawsXFHTY2zgjx8UDOEFdMTQ5S8/wTUgYEYqckzZoXEZTrXbS4O2q1zxNJonLnWDqFnK%2bnB9CHXMtDV7KdtquuACXJw2FiagNnryFwsHfGQCtbRJL%2bCQQgmZFh44EAG1sEMlKDBkLTqw/SNRqMCnfG//nH/8NUT2dM9bBHfwcLVGSEY1ZFcYcIquR1icufq2dO4sC6RWond212DsocBqNEMwCjqLYpRFUQjzOxhwfr31fjAycLa1iRlrGedpgUF4jlXNFtsqNTN07r%2bwnC7lkljCLV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NeEDsCwnBk0EoJm6sYV%2bYUt1JjaMT8ZqsmELhXNxRS7mV5Vi/fxa7N26AS8%2btZur/6Z2OJOxXe1j6DZuuqG3Ngz2NnRbfpK4fso1%2buzeTRjGpx9/iE/vfqi9/lh7/QlBEqCkE5w%2bfliVwvtXyYhjr6J15RwkBwUiwU%2bDzXPK8SRLYAdXW%2baAJNpiAWGwvTmGudpj19JppPYY1IYHYBbFbRFFcGVeLJo5Rm%2bqysDWmjHYwmiaNBpb6oqwfloxFlQVY9Oqhdrk2YHUvoXBiN4JBIPooPlpLVhqom1rT/yKbsgz%2bvyTW9CHJP35Jzfbz7XXt9qPN69rDZPMCPIXXzh5GAeaV2BMVBgSAr2QPTQA%2b5dOwc7ZJVjFNlYS5qlKYPQQL8wrysCuBVVomlKA%2brFRaptsKVug7Bc0ctVbmPQ2eobt0/Oxmau/ua4YGwjA4tpy7Nm8Hq%2b9cABtLLt3L3asoDa084kwUoVihsGR7ymwDDZ%2brrUPd%2bdh9OXnH0Hii8/u4PNPb2vB4PELOddd6wG4x5K4SVMkjLjCf%2bzEkVfQunohxo8cgaxhnPgGeqN%2bfCaeqp%2bCZo7FImjT2Nul5%2b9bUIb9iydj7%2bNVaGF9N5QmqbF5VV4M1tEgtfDzkvzOWSXUi3HYQha1zCjGspoSHNq7DS8d2ttBX4bar7hyrn01rxgw44HQbfBc67T3cV653XYA/jIIjIDzhQ6MWze0ANz84LKi5N6GJWiiUOXFhWN0%2bGBkUuieXDmTOlCM9UxwuRgernQzV3jvggoKZDV2zxmvNlDWFo7AYpaBlMKq4kS18luZ%2bMbaPGyaXoAtM8mCWRV49fkDOPzas4rWioH6qZVHNaBd1rFBXxYGmziGu1r6kV7/XbH4Rl9/%2bTG%2b%2buJue3ytC3XdBQy5VizgjxCP8AH/okPb1%2bP5J1tRV5qL8oxElGWmYMmkQhzdvQ47uKL1HHKE7utJ810sjX2LJuMJgiAbKDIlzkwOwjT2/wU0P%2bvYLVaNT0VjdTaap4%2bjr8jDk%2bsW4OVn9%2bH1Fw%2bqW3F6AAz3MWRSvWawr6lnwlWDMFx1NePohj6j77/%2bFD98%2bxm%2b%2b/oTfPvVPR4/hbz27Vef4Jsv7zE%2bhiFIcv4xu8JN2mNxkId2NeE5tqiDuzZh5ZxaVOaMQlpEEMoIxgYapC21OVhMc7OICW6anI19i2uwbwn7OwEQJyjzfw3LZPYoTotjIrG8OIktkEIoLCAAatzexg7AEhAAPtAzoOsYb7CXofYvdLtc2t2t8wokw8lWfzT65ouPcfvGFXzLZH/45nPGZyq%2b1wHxfSdACAY/LyUhjJDZ4MWn96jk33jpadyiPuxoWoP502tQPDYT86ZOwr41c7GdyW6sSCcAY7CHs8E%2b6sAOUlw2RSqj%2bqOGw88UsmCxdAR6ghZGE8FqmZaPbSyl3esX4xWWwRnO9vrZRMJwI6e7vYzugFLXBiAYSdJff34XP377BX7%2b/kv89N2X6lwPhDa0IHyngLinLQey4TZ/jBii155/Es%2bxDIQZcsvsQtsxfHTzivILz%2bxvxbrZ1XiSY/N%2bRf0ibGZyq1nzsls8kVOh3CWq4yS4ujQZTUy%2bsSIDzQRrE8tgM0HYtWwG3qb/OEH3J9OrlIFMqV1B%2bLvNHf3%2bRjsDOObLlGv0y4/f4FfGz99/pZKX%2bFl31MeP336uQs8MKZfvyAgRRqmtS6Sm3NsT%2b/wpO4ZQ7hrrUDTiMwqnuDW52/PK3ibVJteVJKGCc35hqIfaMa5LC6Y5isQKdgOZAdZMSMPGqixsYjdoZinsXFSDk3JfjyDc4I9W47tudG/fy7j%2b4OrrE%2b8EzrVL2lFf912jX3/5Hr/8/B1%2b%2belbCBg/S/zwtQLEEAjt%2bRftQEgIEEL7S7Sch2lTr7L3CktELL%2bVI1kiXeQ7MkjAeXVvM55ZPx9bpozFIia8kDW/hCI5b1QoFnMKXF4wAmsmpinn2EgAtnGoapqSg%2b0csM4ef0N5f0lKWrF%2bWOsEhL40rl/qtjwEKPWZG1oA5LtGv//%2bE3777Udt/PoDfpUwAOXnTqB83c4UKZOfGF9%2beoer3UZP8CpnhaNkxR0CoBVLCdEN1U2oHcde2EenWIcnFk7CHnaEnTMLlQFawuQXE5CVbIsbytKxlgxoZClsm5GPTSyBppocvPpEixp8blGvpAXrp1YBQb%2bpozZvdKFnRnvSusT1qy/fuU0RN/r9/s/oFAREH%2b2AGIJiCAxBEUbcUj/ofbxLJsjqqM6iLxedeH7D44Xj/8EBjs17F1aqNrhrdil2zSpSJbGU7nA5TZHcZxR90AOwhQBsIABb55AFdJ53%2bO8ICJJ8OwgG%2bxmSWHeA6MtGQj/my/cVA%2b4z8fv3f8H9PwxCvdYZlHaWEAw9IL8SDOkMd/mXCTsuUg9EVH8hOIaCKsL53vnjeGbDIjzBLqC1vQUck0vVLLCUrVKintZ45bg4eoEs9f42eonmqVoWvLh9LT795LbyKTKvCOiSzEe6ZFTc1MbtbjZ59Psc2s9q9z%2bMJMk/mPAff/7aKe7rXtOCoQWlKxgKBAmC8Dmp/93Xn6m9A2HE73xdD8AdrshViuKbLz2FQ42LcGDZdA5M49RN1d0sg020wTIXyBZZfU602g5rpBfYSgC2TqcfIFgCwraZJXh%2bewOePfgE2k4eU2P6F599pBK%2bI0Dc6pzcHR0Y%2bmvDkL0OGfWN9Cvenmw3151A%2baMzGAKEYsIvP%2bAzgvA92%2bo9rs6Pohk/fo0fKJxXLp/HEYrkftL/healOLhylrLDcidp94xcbKocpVzhcrmXSFFcRS3YSABaCNJmMmALY/3kXGxlC106MRu%2bGncE%2bfghJykBrRvXkRW3OLXeVEnJKH%2bnS9J3Dc4lae2or51wjQyT65psd4D89vuPD5SKlIWA8eMPXykR/OKzu%2br6l19/VD/orUOtND%2bVFL9KPL9xCQ5wVtg7v0LdVJUt840TUrCC1Jd7BGKd1xQnoIU%2boEV8AFkgRmrdpDHYWDMWk7MTYWNpCy%2bPAGjMLTHA2BgraqpZXieZ4HWq/RUK823cu63b1zDY65AZRkb89kmXnzP6888/8Oef95ngb38LhJz/xqR%2bovjJ6v%2bmVv8n9d6f%2bA3AfcifH374Bt9884VqkSdffEKNxg1F8dhUMVINQzIo7aufqnRgN%2bt/25RsdSNV7iHKzLCqIA7NZWnKNTbRCkvIYLShJheryzMwYoAn%2bvXqC1%2bvgfDXeGCYmQ0S%2btkjb/BQzJiQjmn5kdi8frlqw%2bJTPpP9DYaca/c6bqjk5VpatBH48/UhYHQF4v4fHUDIqso58Ac6/vyOHyh%2bn9y7jcsX23D2yEt4actKNQ02l6ehicnILfOd03MpeOPVNCghAOydX4ZtNdlqYlzM1V84KkyxYas8cEGv0FKbqxKX6bBpWgEWFiRgkMYZ5samsDU1hpe5FUKMrRBt7og0cxfEOsmDmObIihiEa5wcZTP3K3agb7/5RLHhWy7Kj3S74k8UABRmHQO0oUDQAfHnn7%2b3r7ysuHaVoZL//OPbOPL8s9iwcAHyMkYhYmAgAt3cURg1mG0sQVFYdnY2MxF5dKaJQGyaNApbmVAr63g7R94dpPVusmNH7Vj1GI3cKJUd4aayVL6WjW1TWfOMFtrmpsljlSOclh4BLwdH2Nm5wt2XDLB1RHBfCwQ7OSMrPALR9m6I8bZDbVoEgSvCbJZLa/1sPF46AbmDgjGnJB%2bvP7sbd%2b/cwPccANsZ0BmEPwwYcZ/J/6TS/vmX73Dk4EEsL5yIXM8BiOxjBc%2bHesKkdz/YmlnB1sQEk5OC1CCzk/1d6L577gR1Z6hJ7K3cGmN7k/sFK9nvG8enoIXtr7EkSYU8TiPPEsnmyJbq0dhcNZoMSsdmtkPZQJEhaU5WJKxN%2b8KJGjDAazBCHDwQZWyLCDN7JNu7I9PRG6EWFiiKCkJDdT6WlaRjrJcX/P7RA/EWdhgb7IB5hX4ozYjE6XeO4LdfvtEBoEu6Kxv%2buP%2b7Sv7j29c4uuYi09QVST1tEdvHFtGm9gg0s4abtRUcKUamfXohP9QTC9jOWrha4vll9BXXt5uAbCWlN1dz0qMWyNNkovzCikbd4zTqeSImL%2bfyhMlGgiKf20qN2EImbGc7XMMad2WCPXv0hLOJMYZbOiLH2gujLd2QYOKITCsPjNH4oiwqHEvGj0S%2bvy8BskeshSMmRnpjqL8TgrwdkBftjPV1yTRupzo0oFMZ8Hj/dy3lpbUtGpuDfAv%2bQ7ZeSNZ4Y7jGFUGmlvDqa4xejz6CPj17wMbUDCP8XDEppj8W5MSgdc4E7BcAROwIwA76%2btaZRdjF2DmN/n4KS4QAyC3yDSyBRibeSBDkulGcoDpPUh5hM8HbPWsc5heNhq2lPRwsTdGnbx%2bEOrgg0dIZSebOSLTQIMXUGaO9/DCzOAfTc1IQb25HYJyQ5uWM/i7mGGRugjI/DWIDNChM8GILre9cAu1C%2bIdW0b/6/B6eblyCBVGpKHMejFQrV6T4BmCEly8GmFmgfx8T2JmawsXFHTY2zgjx8UDOEFdMTQ5S8/wTUgYEYqckzZoXEZTrXbS4O2q1zxNJonLnWDqFnK%2bnB9CHXMtDV7KdtquuACXJw2FiagNnryFwsHfGQCtbRJL%2bCQQgmZFh44EAG1sEMlKDBkLTqw/SNRqMCnfG//nH/8NUT2dM9bBHfwcLVGSEY1ZFcYcIquR1icufq2dO4sC6RWond212DsocBqNEMwCjqLYpRFUQjzOxhwfr31fjAycLa1iRlrGedpgUF4jlXNFtsqNTN07r%2bwnC7lkljCLV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\n

\"vlinder\"

\n
\n

About

\n

Vlinder means butterfly in Dutch. We believe in the butterfly effect of a small behavioral change in a connected world. We envision the Vlinder app as a tool empowering you to make those changes. You will be able to know and mitigate your personal environmental footprint by investing in high-impact products and connecting with sustainability-focused businesses. We will provide you with a helicopter view of your bank cards, crypto wallets, and cash expenses while automatically estimating your carbon footprint. You will be able to contribute to community projects and make a profit from offsetting your CO2 emissions by investing in green products with high return.

\n
\n\n
\n

Mission

\n

Our mission is to make people happier by providing a new perspective on their lifestyle and empowering them to act on Earth’s global problems.

\n

Impact

\n

COVID-19 mitigation is a great example of what can be done when we act together. Vlinder helps people become more mindful about their consumption behaviour and investments and empowers them to act on climate change. If we join forces, we can face any challenge, even climate change.

\n

Powered by ThreeFold

\n

Vlinder will provide carbon offset options for ThreeFold ecosystem making it planet-positive and optimize its own running costs using ThreeFold infrastructure.

\n

Join saving our planet!

\n

We invite you to join us on this journey of creating an ecosystem for conscious consumption and sustainable financial decisions.\n
\n
\nHow can you contribute? First of all, by becoming our first user. The Vlinder app beta is available for iOS and Android in the eurozone countries.\n
\n
\nIf you are in Germany or Austria and run a sustainable business or manage an impact community, feel free to reach out to us to discuss possible partnerships.

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t9iBcleXhGRD0pzEZbahyaqKLUhBNJfmdxesc2bF65HG4b1mK9qQFunfelPPCKwlISBtSZNrb28hwl42ro5WpQk9EikKH1JeCl0pJaE1%2boH0pZC14SiCcZiUikspdLIdBNHdwPNAr/UlVCwMvwtroU72or8J66vN/K89GXGIP%2b5IfU8DThAw1EfSmxeHjKHZlnPDAQF4VXuWl4VZpP9yjCCyK3lwitplkgkqrAQScnOC9eCE/nDbjo4oyyghIoKRcpCBBrydUEtKlIEE1FhtS0PgVenVBGIEFcTEHx11xOrSttNPtKAFKDLqKH6vrzgkz8kJdOgAvxlmr9b2V5HPxT8mj6aTdcpl6g9EYQ5DTrX3HdioDtm5HtewoDiffxc0EWfi5mswCFQ3oi2pNjUErEXjn4LVzXOmDTvDm4SmqL8/fl%2bxBNQaDZYMZMVIE6LOhc1qohgb3Wkmb3T0l9OODCor1o7niKhtpGdKUnoSgiDMlXA9Aafx/9qfF4SaPs68J0/FKQhtdZifglLxUvsxNxh3qAM%2btXw5P6gb2L5mARTXVrLcwQum8HnqbF4sd8ur4wEy%2byU9CV9BCyqDCkXjwPrx1bsHPtang4rsXdc6dRXlQOJTVhTI1NbQIBTSoCGEC5ykQC%2bGuJErQ%2bFfMjSV8DXjA2iCgoobRkpVGZu4mE4MuQ3QtDF8X4U/LcK8r0P6bH4tf8VLyjkPiN1NByPwwZFM%2bRZ07Bf68rzmx2gh9ZoschDFC8/8gqBdnzrCS0xtxF2fVA3DvtDrdNTti2ehW8NzmiJCUNrT0vOfhmCsVBBLSJKujloTCIEKUmLLRYXfxS0MMBb6abN7PXNAu0PqpEPGXsOxe88Sj0GjoeRKA/4T6eUZPzfSqVwYRIKGioKbh0FmGHduPCFkd8d3APwqm/99vmhPDDeyALuYyndN0PRNjThHvojIlAzc0gZPmfQzhVGA%2bK%2bX3k/at7d6E8O59n/ybJvtiepHuUt2o8z0G3Sc6FEBgS85%2bIdemNNQQIxuqwsr0fKQ/iEHr%2bDEpp0y1Roeh%2bGIUXaTQX3PkOcScOINptNxJOHUbiyaNI8vRA3KkTeOB1AlddN%2bPUuuUI2b8dmRdOoTniGrpjQvGYymC27zkknjuFa9QHHHVej4OkgvP7duPRo3pB/kP2Jc0HzPvytmES4nAK%2bFTMD8eweC4eW2koKSuvRaDbISRSU9MQHkIdXjgGUqKp9XXDNdctuL17FzJPeKLUyxsVp89BFhiEwtMUCrt24dxae5xYtwrnXdYh4theyEKDUBF8EfFexxFD5rd7J80BG3gSvOl3EUpSHZP90H0MUoCKACExDkOARv7DZ/yR2P1IAYyAzqcor6jFkU1Unna5IIfGVxa7rdTmJp88iFrK4t/nUFaPobB4GI8XqVnoiYpF07UwlJz0wZ0tu3HG3gFBu10QsMMZuedPoSjwAqI8DiOUOkAf113YsdoevjQnsLBjzyGH28cgFajCQEyEUvnzJPipxDeS9EciQEkE1NY3YZvDCritX4Wwo98izucUKr7zQ1XQebymsvZLWT6epFNI3A1BEY3D%2bf7eqLl2GdWBF5HsfgxFNEtUfOePa3u2IJ76grhTx3HjyAFcPbQfxyn%2bNyxbjIexyejqf8XrPl9fspeP9qkUPC%2bX2IgEfEniGwp8qCk7nsB9/z5sWjgLZ7Y44e6JI8iimG59EIafS3LwE9nP1A/II0N4IgyksAg/shep1AAxubdS3miKuI57Ht/i2gFXBOzcDr%2bdO3CeKsUWuyWwoyGooJiGJ2p8%2bF6koTico5QqJyr7PiJhEAFfAvxzBLDvdFFLei8yGnazpuEQjbZXDu6mGf4YaiJvYYBG5DePivBWUYfnJbnICvDGbQKZTv19B%2bWKfsr%2bbUQUU8CVPS7wcFqLY%2bsdsHvFUuyjnmG%2btSU8j58k8M8%2bK31NCPRKukMhyfMyqJQQ8KWe/5z3eRhQYnrc0IoDu3fDZeVSnNy5BZeOHUQo1fCim1fQm52E1/VVGCgtRM2dEGRcOMMfd/VTpehOjEbVrWDE0zzgtc0ZW5ctgtP8WVg%2b1RrzrSywdP4clFbU8SdAbH%2bfBy8mQA0mEbzYDGnxDvATBPy3RHAV9P%2bA8JuhsF8wB7vWrsIuygmeu7bh9unjyA25SjP/DaRSXY8j2cfSAPTgtAfSCHQGJc0obyp31O8foUZnw4L5mGVmwv9qxERnAjxPnOTgm1Tgh%2b7lY/n3qjP/IOm3si6QEdBH06BqZv5vCRiJBNYas%2bYkNy6ehpZ1cLJfhS0ODji0ZTMuU81PCLmOmyfdcPFbV/jt2oob1Pywh6SX9rvCf98unGFd4YFvscdxPexmz4KZrg7MJunyP6K6H/WAP/5iY%2b9QwCNVAGkCVIhdoOpZgYwqn5asRfXg4HMDzxdXg17enJQkJyLU8yi2rluDzUTAHmcnBJ49i2vnfXB6pwsO0wzg5ugAr63OOL7FGe7bNsFt60Zsd1iFratXwnXDeiywnQoD7fGYbKiPpbZTEPcgER2936uz/6ekr475Vk1zJ1eNxJoHJN2qEGj5cgI%2b1xvw4YgIKE1LQXqQL4KPH8Vual52OTvjqKsr9m10ImnPhv0MazgvmIltyxdh8%2bJ5cKHj2oXzMG%2bKDRbPmI5l5H1LfX2Yk/cX21rDZekCJMUnqwkY3tuarK95MCLEunQAkkmeEwoK%2bC9J%2bLQqBAIqMtJRcCsQqd8FIuDIfqxbOBcLbW2wct5szJtsglnG%2bphjZohltlZYPcuW5D4Dc2ysMdXUFLamJrAxNsJ0EyP6bBr2U4d4hKpASkIK2mn4Yfsc6gyFpNkZ1PCID0RUj8Ma1Y/FmKlC4Et7gS%2bpFMw7LR3P8SgzAxV3b6DkXjjir/rDi%2bZ9R/L0sulTODArPT3YGhlQkjPGLIrvaWamsDYyhIXeREw1nkRZ3xTr5s6gUFkDb0qgni6OSE1KQ5uKAPXaqocf8mFGX/UzQaWQ9NhP6BoCejkJQhKUkqCSzefACq8//ow9KG3peIbqvDxUR4WglkbbfMr6UT5e8N6zAwdpknNZQQ3NDFvMsSDghpOIDB1YTdLBTBMDLLI2h8NsW7gsW8AHn4B9rgg%2btBc%2bOzYhlRTQRgmWEyCJdcH7fZpRV5Xo1M80JSrXeL8H9c2qMii9QEwUmhv3jlgmFUMIYN9vof6cPabOS4xHHTU1TVTfax7cRR6Vv0jv0whyO4zLZFc8jsHnwD4c2ewEV4eV2Gm/HLvsl2EvlcwDGxzgsWUjLh/ch3CPI4igbtLP1QWpLAdQo9Ug7%2bB7FDO7Qix5Smm9F8ELD0DlLd1D5E8EcAVIYkMuOSpaNFIadOPWj4ErVODZcMIW2uSyE247XKDMiEVLejyaU2JRG30HOTeuIMrXm5qik4g8fxYJQYGIvOCNgMPf4qzrdnjt3MqPF8jrN2j4uU/NU9zZk3hIvcKVfTtw4cRx7tmeJz/yhqtR9YhbrtR0eGqvqyTP8Sk1j8OFJ8IMPIVAMyegW/WDgeSxsXLwhDioixIbC8mD0UbVJlhpWu3ghAlfj0Lc5fOQp8SgNTMRnTnpUKYloPZBJIoibiHt2lXcOXca4V6euOd9BiGeHlQt3HCd7Dad36FGKJYao7RLPsi45IsUappCPQ7iCJVNB4d1CAwKQXFZLYXDM3Swoai9X/jhs0X6aI%2bB7yM8vSrQQsxrfiLrFUKAS6NZkEqjhK1hnw%2bKv7aIDxjZd5q6%2bRTYPfADLl2%2bgbFfjcF3NMjIU%2b%2bjMS0WbTkp6CnIQVd%2bBloyktEQdw%2b1cdEoi7mH9GtB/KFmwmV/JJIa4i/6IsnvHNIDfZH73SXkUwUpuH4ZWTQ13vM6hqDDuzFJWw9jxmjDwtwKzhu349rNCFTLlGinBknZ81xwIv%2bto1sgQAWcH5t7hV%2bMm7s5eFUO6Fb/ZDS0JA73Q4hC8gMka0s7el8ip/AR9uw9DF0dYxyjjq8z5wHkmXFozU1BZ2E2uoty0UujcBcdW3PS0EREKNJToEiOw2Mi41F0JEoiQlEQEoTC61dQevs6ysJCUEIzQjHNBjk0JWaQooKP7IO%2brhEm6ZlAZ6IBviEixo6diGnT5%2bKo%2byk8TMzgP3930p5ayCkNREAdEcGMgWV/zdqgAi6%2bryXKn/3WJ5MkxKFE8J/B2Y8odN7R84Ji8CmS0/Ow/6A7rKymwcjADLq6xtTFOaC7MBU9ZbnootG3p6wQ3aUFREAe%2bsqL0U3HrvxstGVnojk1AQrKD/WJD1EdHYHKyFA8oorx%2bP4d1FD5LKNhiVk%2bDVEVNCKf2O5C3p8IfT1jIsEYhrSm/iQTaE%2bYRGRMgB6Rs2jxSpz1uYis3FL%2bq1U7zSUtNDozBdQpugYRwhXQIPGoqARpq8jkxAhgSYf14ewRVFRMIjZu2g5jI3Noj9ejowXMzKxhZmqDceN0cd3HGz/SyNtF4Pury9FbVoyugmz0FBeQ5aO3MIeT0JqbQQkyDnIioCH%2bPlWNSDTERqExPhq1MUTIvTA8IquMDiUirmPB9FnkcV0O2kDflBOgxxWhIkNPIGPCeF0KEWusWbcRp70DEJuczX8IbaPqJG97wv9OkJGhJkCmzo4CAfyn46ZOnuGZxFn8Z%2bWVIfhaON10E/T1TWgRPRjqm8HEeLJgRpawMJuCSbQ5C1MryPJy8LyhFv21lRgg6yokzxflo7u8CN0lBejMy6RwoOSYkYQmUoEs6QFksffpPA6NdF4TfZfKZxSqiZiOvDRcdD%2bKMaO1OVhmRobmnHiRAHbU1THk5BgbTeYETSQyxo3VgbGxBZbZrcapM5RbiqvRwnoJIoL/pWiD5K8o6lV/PtLcOYBWSijsf3SuBIfCYY0zLCym8LjTJWOAdXUN%2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t9iBcleXhGRD0pzEZbahyaqKLUhBNJfmdxesc2bF65HG4b1mK9qQFunfelPPCKwlISBtSZNrb28hwl42ro5WpQk9EikKH1JeCl0pJaE1%2boH0pZC14SiCcZiUikspdLIdBNHdwPNAr/UlVCwMvwtroU72or8J66vN/K89GXGIP%2b5IfU8DThAw1EfSmxeHjKHZlnPDAQF4VXuWl4VZpP9yjCCyK3lwitplkgkqrAQScnOC9eCE/nDbjo4oyyghIoKRcpCBBrydUEtKlIEE1FhtS0PgVenVBGIEFcTEHx11xOrSttNPtKAFKDLqKH6vrzgkz8kJdOgAvxlmr9b2V5HPxT8mj6aTdcpl6g9EYQ5DTrX3HdioDtm5HtewoDiffxc0EWfi5mswCFQ3oi2pNjUErEXjn4LVzXOmDTvDm4SmqL8/fl%2bxBNQaDZYMZMVIE6LOhc1qohgb3Wkmb3T0l9OODCor1o7niKhtpGdKUnoSgiDMlXA9Aafx/9qfF4SaPs68J0/FKQhtdZifglLxUvsxNxh3qAM%2btXw5P6gb2L5mARTXVrLcwQum8HnqbF4sd8ur4wEy%2byU9CV9BCyqDCkXjwPrx1bsHPtang4rsXdc6dRXlQOJTVhTI1NbQIBTSoCGEC5ykQC%2bGuJErQ%2bFfMjSV8DXjA2iCgoobRkpVGZu4mE4MuQ3QtDF8X4U/LcK8r0P6bH4tf8VLyjkPiN1NByPwwZFM%2bRZ07Bf68rzmx2gh9ZoschDFC8/8gqBdnzrCS0xtxF2fVA3DvtDrdNTti2ehW8NzmiJCUNrT0vOfhmCsVBBLSJKujloTCIEKUmLLRYXfxS0MMBb6abN7PXNAu0PqpEPGXsOxe88Sj0GjoeRKA/4T6eUZPzfSqVwYRIKGioKbh0FmGHduPCFkd8d3APwqm/99vmhPDDeyALuYyndN0PRNjThHvojIlAzc0gZPmfQzhVGA%2bK%2bX3k/at7d6E8O59n/ybJvtiepHuUt2o8z0G3Sc6FEBgS85%2bIdemNNQQIxuqwsr0fKQ/iEHr%2bDEpp0y1Roeh%2bGIUXaTQX3PkOcScOINptNxJOHUbiyaNI8vRA3KkTeOB1AlddN%2bPUuuUI2b8dmRdOoTniGrpjQvGYymC27zkknjuFa9QHHHVej4OkgvP7duPRo3pB/kP2Jc0HzPvytmES4nAK%2bFTMD8eweC4eW2koKSuvRaDbISRSU9MQHkIdXjgGUqKp9XXDNdctuL17FzJPeKLUyxsVp89BFhiEwtMUCrt24dxae5xYtwrnXdYh4theyEKDUBF8EfFexxFD5rd7J80BG3gSvOl3EUpSHZP90H0MUoCKACExDkOARv7DZ/yR2P1IAYyAzqcor6jFkU1Unna5IIfGVxa7rdTmJp88iFrK4t/nUFaPobB4GI8XqVnoiYpF07UwlJz0wZ0tu3HG3gFBu10QsMMZuedPoSjwAqI8DiOUOkAf113YsdoevjQnsLBjzyGH28cgFajCQEyEUvnzJPipxDeS9EciQEkE1NY3YZvDCritX4Wwo98izucUKr7zQ1XQebymsvZLWT6epFNI3A1BEY3D%2bf7eqLl2GdWBF5HsfgxFNEtUfOePa3u2IJ76grhTx3HjyAFcPbQfxyn%2bNyxbjIexyejqf8XrPl9fspeP9qkUPC%2bX2IgEfEniGwp8qCk7nsB9/z5sWjgLZ7Y44e6JI8iimG59EIafS3LwE9nP1A/II0N4IgyksAg/shep1AAxubdS3miKuI57Ht/i2gFXBOzcDr%2bdO3CeKsUWuyWwoyGooJiGJ2p8%2bF6koTico5QqJyr7PiJhEAFfAvxzBLDvdFFLei8yGnazpuEQjbZXDu6mGf4YaiJvYYBG5DePivBWUYfnJbnICvDGbQKZTv19B%2bWKfsr%2bbUQUU8CVPS7wcFqLY%2bsdsHvFUuyjnmG%2btSU8j58k8M8%2bK31NCPRKukMhyfMyqJQQ8KWe/5z3eRhQYnrc0IoDu3fDZeVSnNy5BZeOHUQo1fCim1fQm52E1/VVGCgtRM2dEGRcOMMfd/VTpehOjEbVrWDE0zzgtc0ZW5ctgtP8WVg%2b1RrzrSywdP4clFbU8SdAbH%2bfBy8mQA0mEbzYDGnxDvATBPy3RHAV9P%2bA8JuhsF8wB7vWrsIuygmeu7bh9unjyA25SjP/DaRSXY8j2cfSAPTgtAfSCHQGJc0obyp31O8foUZnw4L5mGVmwv9qxERnAjxPnOTgm1Tgh%2b7lY/n3qjP/IOm3si6QEdBH06BqZv5vCRiJBNYas%2bYkNy6ehpZ1cLJfhS0ODji0ZTMuU81PCLmOmyfdcPFbV/jt2oob1Pywh6SX9rvCf98unGFd4YFvscdxPexmz4KZrg7MJunyP6K6H/WAP/5iY%2b9QwCNVAGkCVIhdoOpZgYwqn5asRfXg4HMDzxdXg17enJQkJyLU8yi2rluDzUTAHmcnBJ49i2vnfXB6pwsO0wzg5ugAr63OOL7FGe7bNsFt60Zsd1iFratXwnXDeiywnQoD7fGYbKiPpbZTEPcgER2936uz/6ekr475Vk1zJ1eNxJoHJN2qEGj5cgI%2b1xvw4YgIKE1LQXqQL4KPH8Vual52OTvjqKsr9m10ImnPhv0MazgvmIltyxdh8%2bJ5cKHj2oXzMG%2bKDRbPmI5l5H1LfX2Yk/cX21rDZekCJMUnqwkY3tuarK95MCLEunQAkkmeEwoK%2bC9J%2bLQqBAIqMtJRcCsQqd8FIuDIfqxbOBcLbW2wct5szJtsglnG%2bphjZohltlZYPcuW5D4Dc2ysMdXUFLamJrAxNsJ0EyP6bBr2U4d4hKpASkIK2mn4Yfsc6gyFpNkZ1PCID0RUj8Ma1Y/FmKlC4Et7gS%2bpFMw7LR3P8SgzAxV3b6DkXjjir/rDi%2bZ9R/L0sulTODArPT3YGhlQkjPGLIrvaWamsDYyhIXeREw1nkRZ3xTr5s6gUFkDb0qgni6OSE1KQ5uKAPXaqocf8mFGX/UzQaWQ9NhP6BoCejkJQhKUkqCSzefACq8//ow9KG3peIbqvDxUR4WglkbbfMr6UT5e8N6zAwdpknNZQQ3NDFvMsSDghpOIDB1YTdLBTBMDLLI2h8NsW7gsW8AHn4B9rgg%2btBc%2bOzYhlRTQRgmWEyCJdcH7fZpRV5Xo1M80JSrXeL8H9c2qMii9QEwUmhv3jlgmFUMIYN9vof6cPabOS4xHHTU1TVTfax7cRR6Vv0jv0whyO4zLZFc8jsHnwD4c2ewEV4eV2Gm/HLvsl2EvlcwDGxzgsWUjLh/ch3CPI4igbtLP1QWpLAdQo9Ug7%2bB7FDO7Qix5Smm9F8ELD0DlLd1D5E8EcAVIYkMuOSpaNFIadOPWj4ErVODZcMIW2uSyE247XKDMiEVLejyaU2JRG30HOTeuIMrXm5qik4g8fxYJQYGIvOCNgMPf4qzrdnjt3MqPF8jrN2j4uU/NU9zZk3hIvcKVfTtw4cRx7tmeJz/yhqtR9YhbrtR0eGqvqyTP8Sk1j8OFJ8IMPIVAMyegW/WDgeSxsXLwhDioixIbC8mD0UbVJlhpWu3ghAlfj0Lc5fOQp8SgNTMRnTnpUKYloPZBJIoibiHt2lXcOXca4V6euOd9BiGeHlQt3HCd7Dad36FGKJYao7RLPsi45IsUappCPQ7iCJVNB4d1CAwKQXFZLYXDM3Swoai9X/jhs0X6aI%2bB7yM8vSrQQsxrfiLrFUKAS6NZkEqjhK1hnw%2bKv7aIDxjZd5q6%2bRTYPfADLl2%2bgbFfjcF3NMjIU%2b%2bjMS0WbTkp6CnIQVd%2bBloyktEQdw%2b1cdEoi7mH9GtB/KFmwmV/JJIa4i/6IsnvHNIDfZH73SXkUwUpuH4ZWTQ13vM6hqDDuzFJWw9jxmjDwtwKzhu349rNCFTLlGinBknZ81xwIv%2bto1sgQAWcH5t7hV%2bMm7s5eFUO6Fb/ZDS0JA73Q4hC8gMka0s7el8ip/AR9uw9DF0dYxyjjq8z5wHkmXFozU1BZ2E2uoty0UujcBcdW3PS0EREKNJToEiOw2Mi41F0JEoiQlEQEoTC61dQevs6ysJCUEIzQjHNBjk0JWaQooKP7IO%2brhEm6ZlAZ6IBviEixo6diGnT5%2bKo%2byk8TMzgP3930p5ayCkNREAdEcGMgWV/zdqgAi6%2bryXKn/3WJ5MkxKFE8J/B2Y8odN7R84Ji8CmS0/Ow/6A7rKymwcjADLq6xtTFOaC7MBU9ZbnootG3p6wQ3aUFREAe%2bsqL0U3HrvxstGVnojk1AQrKD/WJD1EdHYHKyFA8oorx%2bP4d1FD5LKNhiVk%2bDVEVNCKf2O5C3p8IfT1jIsEYhrSm/iQTaE%2bYRGRMgB6Rs2jxSpz1uYis3FL%2bq1U7zSUtNDozBdQpugYRwhXQIPGoqARpq8jkxAhgSYf14ewRVFRMIjZu2g5jI3Noj9ejowXMzKxhZmqDceN0cd3HGz/SyNtF4Pury9FbVoyugmz0FBeQ5aO3MIeT0JqbQQkyDnIioCH%2bPlWNSDTERqExPhq1MUTIvTA8IquMDiUirmPB9FnkcV0O2kDflBOgxxWhIkNPIGPCeF0KEWusWbcRp70DEJuczX8IbaPqJG97wv9OkJGhJkCmzo4CAfyn46ZOnuGZxFn8Z%2bWVIfhaON10E/T1TWgRPRjqm8HEeLJgRpawMJuCSbQ5C1MryPJy8LyhFv21lRgg6yokzxflo7u8CN0lBejMy6RwoOSYkYQmUoEs6QFksffpPA6NdF4TfZfKZxSqiZiOvDRcdD%2bKMaO1OVhmRobmnHiRAHbU1THk5BgbTeYETSQyxo3VgbGxBZbZrcapM5RbiqvRwnoJIoL/pWiD5K8o6lV/PtLcOYBWSijsf3SuBIfCYY0zLCym8LjTJWOAdXUN%2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\n

\"waykichain\"

\n
\n

About

\n

WaykiChain is a prominent blockchain platform based in China with a global community.\n
\n
\nIt is a DPoS (Delegated Proof of Stake) public blockchain that is highly scalable and with high-performance transaction processing capabilities (TPS 3300) and an efficient consensus mechanism.\n
\n
\nWaykiChain has a variety of product lines, with the WaykiChain core wallet, the WaykiTimes and their DeFi-vertical technologies that are built within the core layer of blockchain, i.e. the crypto-asset backed stablecoin technology as well as its built-in decentralized exchange.\n
\n
\nWaykichain’s blockchain enables developers to build performing dApps on top of it using its developer tools, and has throughout these 3 years, built an extended ecosystem of Dapps.

\n

WaykiChain and ThreeFold

\n

ThreeFold and WaykiChain found clear alignment on decentralizing the Internet for people and businesses and share the same core values that encompass their respective visions.\n
\n
\nBy using The ThreeFold P2P cloud and the 3Bot, The WaykiChain community of developers, non-developers, and node operators are enabled to deploy and maintain their WaykiChain nodes and any of their IT workloads in just a few clicks directly from the browser or from a local machine.\n
\n
\nThreeFold's compute, storage, and networking capacities empower them to decentralize their cloud-computing infrastructures, with far more affordability and distribution compared to centralized cloud-providers, and with native cloud automation via ThreeFold’s Smart contract for IT.

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7mO0UMvojBFzH4QgZfiKG0ApzNLEHt7mNIWb8d2Qk7eBAKkBlgQQGWYwLeaJWQaJT4Wa3A7y0q3CkuQsu%2bQ/L%2bZ9b/xPIntRKvVEop6oWyEZO9g1H46U78vZ1LpbER3xFRPm9owDMG/bS%2bHk/q6jFaW4dHtbV4WEOqa/Cguhr3qvQ8qKrBXyqrcI9cyy9C6JQI9KZk4H5lNW4Vl%2bJmUSnLMtwuLsfKyGXI2rwbZzPycKuoHCNZBbhARHk%2bM1/Wn0nPw2lu1CfTcjGYms3nRdgZu57j3IOc%2bG1wNwgQwb/NgF81DRD8oq7Hb1oGUce/vo4cw3d1VaxvxM%2bqerxWNcjyp6Z6imKQ9TXw8QhE0aef4d/atPi%2boRYvG%2brwfX0tviMv6mrxvLYGz8jTmmo8IaMM/DF5VFWFhwz4fkUl7pVX4NuyctyrqMDd0jKETZmFzA3bZdubBYX4sqhYtkmP/xShvmEwtvLCvGkLcfZENm4XFONSZi4uZORIzp/IwTnWn0nLwtk0Bp%2bRi5OpmdgVuxbn0nOQsmqjQcCkdwJMKeA3VQ1%2bbarBb021eK2owpW043hcWojfVfr7N8pqUiP5WVHNdnV4Vl0GTzd/lGzZhv/SosQPlPaqvoplFV7WVuJ78l1NBV6Q59UVeFZVjqfkSWU5RivK8biiDA/LS/GgrBT3S0tk%2bU1REQJ8wrEjZg0elZfhbnEx7lBC3OxF2Bu7Gqrd%2b7Bt4XIcXrkBs4IiUf7pLnyRlYOrmQz2RAbJlIykZWIo6Th6ElOwf1k85oZGQ8l9JzUuwbAEJsk9wPKtAEUFfm2swG%2bKSnyTm4Fv8zLxOwN/XV%2bBNw0f8jPrfqeQ0fIinqsno%2bSTrfh3bQN%2bqCnDj7VleMVSXL%2bsLsXLqlJ8LynBd5UleF5RgmflxXhaVoRRCn5cUohHxQV4UFSAR7z%2bKi8HwdxX4mYtxPPyEoykpiF22lx8MjeG7bmWt%2b3CgWVr2Fc5dAcTcXDpWhxftQG9h47gwvE0nDqWjM4DiVDt2ofKLTxPbPgU%2b2JWwdstCJlrNyItLh5uTv6wtddngKWNB5cAD0K/1BbhV/JLTRGeF2fjdTWva4slb2pLPuA1%2bStlPSrJhdNEX5Ru3oJ/V9fiVVUxfqwmLMX1D5VFkpcVhfi%2bvBDflRfgRVkBnpXk42lJHp4U52K0KBePC3PwMD8bo4W5uJmRhsigmdjJWVZu34m9i1ag6bOduF%2bQiwekYvNW7F68ghOUgxsZGfgyKxOtu/Yic/UGlDLYzr38Y%2bzoMQwnHsVplpdSUzGSlIwVMxZAd%2bAQUpevNQjw0Quw9tD/LfBrRQ5%2bqcjFm8o8/FqVj19FSX7h9TsKJK8r8/F3yrqfx5Ohgzc/vAn/VVGOV2W5%2bLEsD69KBbn4gbxkoN9R1IviHIrNwTPKfVqUjSeFWRgtyMRj8jA/Aw/y0vE4PxPX05IRJQTMX4rEmJW4fSIFD5mR148n435OBso3bMaOhUtxj9eXk47hcnISrqWm4FJSEjp37YFiy3b07T%2bIcwz%2b1OFEDB86jJ59%2bxEbHonjnP3kpavh%2br4AkQFiCfw9LwV/zUvF75Ljkt/y0/BbwQk9%2bSfwS0E63pDX%2ben4W1EW7qYeZUdeKFm7Hv9WwUAp5Hs%2b%2b47BvMg9gefkWU46nmWn42n2CTzNSsOTzOMYzTiOR5mpeEDuZ6TgXnoyvk1P4v1xnD20H0E%2bITixfBW0W7fh7olk3EhKxHXyl4xUFK6Nx9a5i3E3PRUXjxzGpaOJGEk8hJHDh3nPgA/sxyADPnngIAb2H8Agad%2b5GxsiFqA0fhO2Ri6Gp0sgT4LvLwFxEkxLxOuUQ/gl5TB%2bTyVJh/DrMcFhvCGvjxJ%2b8MdjifiB129Sj%2bH6vj2wsvNAPgf7C4N7lHIEj1OOYTT5KB6RhylH8SD5CDmKeyz/Qr5lIHclh/EVucO%2bbx09hFtHDuJLfq9%2bfQIm85ela9t2Xm/E6T27cfngfpzbtxfX%2bf10fith9nxcTTyMwT17MEQGd%2b9B/%2b7d6Nm1C727WO7chS4um47tO9BJmjZ/iqXhc6DlZr2Pe4mbsz8FMAOs9UtACrh3cA%2b%2b3b8HF3fsxKltO/E1PzzK%2b0cM8vH%2bvRjduwej/NhDDuQ%2br1/Q9MVPt8Lcxh3pi5fhKcXc4bOvD%2bzDnf37cJPvCG6x7gtyzcAXrLvGfi%2bw/wsc9CWWI7t3YfCzHWjnz2nRqnhM4i9Lw7pNqFuzAUrOWv%2b2z9DBwQ/v2IVDC5ZiBYMZZICtDKz9k09l2bLpUzRv3ALVhi1QJHyCxvhP0LCesCzn/jCff7PUrN2EfdExcgkIARYM/q0A9ZrNqFm1CXtjNiBhQTzyVmxGO393u0lnwqfo2bAVpzduxSmWw2Tkk%2b1Qc02Z2rjhyJxFuMWfo/OsP7lxG84mbMM5HjiG1m%2bFjgwmbMXQGvazegtq1mxB0vJN2LZ4Iw7FbkIav7NzyUZsXpiAuHkJWBqxEh7Ok1HEzaqOu3sed3Dlus2oX7MRrQlbsCNiERbIYD5B%2brIESTKPx/sXxyOVZT7vS5cnoJgU8bqEZeaSNZjhOw0nlqzFNv66uDpNgbWdtxRgYe3OTZACVkSvxeq567CcrJxHWK6Zux6b5q3HerJ9PjeQhfFI4UAPsNy9aCPiI1fyOOmKlcHRyF6yGYkLErCN7CeH5idgy7x4JJDdvN7J90U/y9lnTPR6xBoQ1zFRvI4S345HzOwVcJowCasiVrCveGyKiuPfC%2buwbf46pHByVobNxRSfaVjL/hbPWWNgNRZErMb82auwlNcJUasRN2cVVkbEsZ84LJmxDF7uoYicuhRx4fN4EJrCpasXYG7tBlNLJxgti1qDpWR5tGAthJDl0euwzMBSEivKuXqWzRODXQ5rCggNiELcwk3yuQgwls9j5urfWcYyduwd3q9guYJBC5Yx6JjItVgyZy0Wzl7NQFhOXwpHCoiYthRLItfJwObOWoWomXGInr0GIVPmwMMjDJEzV2Pm1OWYHr4c4WHLEBa6FKEhSxFMAoOXIiA4Fv5BsfALjEVA4GK4uARhSsBiLAyOgruTXoA5BZhRgIkQsGBWHBbQ4EIDCwzM58ejZ67C3JnifrUc6KKINRw4Bzc9lkdJVwROnoPFs%2bOwlHWxkUJevAxwOQMUQS6PWotlrI/hbC1iEPNnrUbkjDhMm7oC4QwgLGw5QkKXITSc90EL4eDog8DAhZjK%2b1AGFhIqAotFCNv5TZoFJ/6xFMT2AUEx7xH7Dhl0DPwNBAQsgpNzICb7L0J0YCSXwGT5jyFm3L/MrF31AmZMXQbBTEM5PZxM1TONg5xO2zMkKzBj2grMmh6HGSELYW3rDls7d9jZOCE8eCGiZnGW/CMxKzwGc6av5Ewu5%2byt4rNFCAuJYcAMioEIQjhzoQZCJKwLXAA7ni38AhbINsEi%2bPcE%2bPrMxEQKCKaAQAYeyJkONATuHyQCXoIpZDJn24/4%2bi/GFP%2bFmMjjr8%2bUBZjlP8cgwIsZIP5FmwIsKCAsdAnGCA%2bNYRnDlNITFhorCSUhvA8KWoyg4CUI9p/LJeAC4/HmMDGxYJoFwstrGiws7WFhYU8xbrC2ngh7Ry84MK29/eb%2bgUmT58N3ynyW8%2bDlNw%2b%2bkyLk2cLNezZ8WCcQbURbT79ouLmHwZ67uCfv3SdFwcOXsHTzYWDEhe85e82SOHlSFnH1nAH7CX6Y4DEDYX4zpQDxz%2bGmQoCVq34P8J0cDV9%2bYJLfWBkFH99IeE%2bKhBfx8Y2SiGsPnwh48mPubsEM1pHBm8PMzAbm5rZShKgbP94MRkZGGDfOmIznruuOiR7TyQwOZLoczBiO7tPIVDi4TYULA7SmAFvnYN6Hw94tzFCGy1LMpLXjpLd19q4U4hqqL2Xbqfpnhno7lxA4uobAju/Y8jqQG6jzxMnyn8PF%2bje1ctELcOYgBC4Cj3fXrobSiQMUTHAPxwQxELaxsnGGiamlFDB%2bvCmMjcezNIEp6/T3xvo6IcVqIk9dzrBhettxAEKIhbWoc4UDB%2booBs/%2bXTzCpQA5cHcRdCgJg51ToAxoIrPMin/JvQtcH%2bQYts5Bhutg/b3oR/6HCB/5bIo34xACbDzl%2bn8rYIJLKMaYOFbyI04GJhBH1jm66hGWbew9Md7YhEGayJkWwepnXMz8OClgLAP0pbGhPe%2bZHUYGTM2s5ZIRksSSMrd0gO1Ef32AhgywNQhwZAZY8RBjNxa4c7AMVjwXpQ1LEaitU5CsE/ciA2wowIZt/bw4gRPEf5DyNATvrBfgIFLuA0LelvYCMQDe2zsFcAb9Yc2ZNDW14EyPlwHpgx33Afr68W8FjN3rMZFZIpbKmDhjthtvbAoT1pmaWsGMS8rK1k3KkEEJKRN8YSkEcDLE7NrKgCnAOURfJ6/1WNt7y4xz4JhFplnzfW/%2bhDoKAfwbwMww%2b1KASDsrOwN8UVi2ZqqJ/05m4zhZzo6FlQNnx17OmJglY%2bNxhjQfm%2blxH/GuXu4HhsD1wZu8XTb6ezMDpgYMbfhcLDFT7jFmZlb6DdbahWPiuCaIE50n7505Vh%2bOXZztnZhNHCczytzcGmYUaSqXqaXcp6w4bpFt4trU1NqwhK34F6F4gQ/N%2bAGBOYM15b251QSY8ZmJiRiMMWdHH7B%2bgPqZNzGU443fC1ZkwFgmGETI/WAseOOx5aCvF7NuYsKZN2EGmOglmBhkyDq%2bIxDXZqbmMBcyOBFmfEf0ZUpJlswYSwZtbiqeWbG0ZDtLWZpyHxL9i/7M2NZcfkuPuKcABxiZ2GCcmS2Mzex4bQVjdmRkYo3xhlQfW7NjQf4z/mfPP4Rt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\n

\"zetako\"

\n
\n

About

\n

We are creating, storing, and sending more data than ever before, and this trend will certainly continue as more people come online and with trends such as Internet of Things and 5G, as examples. More data means more energy consumption, which is not good for our planet.\n
\n
\nFor many years, research has been focused on increasing the capacity of 40 year old compressions algorithms (LZW) instead of developing new approaches. We at Zetako believe that the world’s exponential data creation, processing and storage needs cannot be met with old optimized algorithms. To use Albert Einstein's words: “We cannot solve our problems with the same thinking we used when we created them.”\n
\n
\nThis next part is a little geeky. :) We have developed a brand new mathematical theory based on Statistical Predictive modeling and applied this to a new lossless data compression technology. The result is a technology that provides 30% more compression and Speed and uses 70% less energy in the process. In addition to this, the technology is capable of doing bit-by-bit compression allowing for real time bandwidth reduction - the technology does NOT need a prior knowledge of the dataset to start compression. In layman terms, this means that our technology does not require the data stream to be chopped up into chunks - we apply compression the moment the first bit (1 or 0) comes in.

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\n\n
\n

Mission

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Zetako is dedicated to reducing energy usage & CO2 emission for the transmission and storage of data by applying a new lossless data compression technology.

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Impact

\n

We are in a position to become the standard of lossless data compression for the next decades that will provide a solution to the problem of every growing amount of data and the energy used to transport and store it.\n
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\nBy reducing the size of data files - whether when transported or stored - we reduce the amount of energy that is required to do so and by reducing energy consumption we reduce C02 emissions.

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Powered by ThreeFold

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We will be embedded into the backbone of ThreeFold - the de facto lossless data compression algorithm being used - benefitting all stakeholders. In combination with ThreeFold's already-efficient infrastructure, we will provide State-of-the-Art lossless compression made for the 21st century, culminating it less use of resources for the benefit of all.

\n

Join saving our planet!

\n

It is expected that in 2025 the world will produce 175 ZB of data and an eye-watering 9.000 Terawatt will be used to operate and handle this - We need to look at reducing the energy consumption that goes into our digital lives.

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In my last role, partner sales executive, I managed the top Belgian partners for Microsoft’s Cloud Productivity business, leveraging my broad experience as a highly successful solution specialist for Office 365.As a solution specialist I accomplished (1x) +100% and (3x) +150% quota attainment, for which I was rewarded in 2012 with the Microsoft Circle of Excellence Top Attainment Platinum Award.Prior to the solution sales role I was for 5 years a product marketing manager for SharePoint and Office Professional Plus. Main achievement in this role is my leading contribution in developing the SharePoint ecosystem, particularly by devotedly representing Microsoft at virtually all public platforms where collaboration, enterprise content management and enterprise search were debated, directly and indirectly supporting the local SharePoint – and by consequence the Office – revenue growth acceleration. I started at Microsoft in January 1999 as a systems engineer and later developer evangelist, typically spending most of my time preparing and delivering TechNet & MSDN roadshows, covering a wide spectrum of products including Windows Server, SQL Server, Exchange Server, BizTalk Server and all Microsoft programming languages and development tools.In between I was for approximately 4 years a partner technology advisor, supporting the recruitment and development of Microsoft business partners, especially in new business opportunity domains. In this period I gradually converted from being rather technology-oriented to more business-focused, without losing my passion for technology. Before joining Microsoft I worked at Softamed, a computer telephony integration (CTI) start-up. In 1999 I co-founded Artilium, a mobile virtual network enabler (MVNE) spin-off. The internet should treated as a human right for all, and I love contributing to a goal that would make this possible.","linkedin":"https://www.linkedin.com/in/yveskerwyn/","websites":"","countries":["Belgium"],"cities":["Ghent"],"image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/yves_kerwyn.36a08ae.ee328c33d281659c0edac5c61a696389.jpg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/yves_kerwyn.36a08ae.ee328c33d281659c0edac5c61a696389.jpg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-ec2f1e2bda1addc0a9ad66f35c6f0f39'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-ec2f1e2bda1addc0a9ad66f35c6f0f39)' width='640' height='640' xlink:href='data:image/jpeg%3bbase64%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%2b%2bIzTlvuyYkGNJnNqIR19m2wT3OSR5eQpfOKN/kX7Uc5aZS5aupsjfwpGQEge2/3NYpy13R1gOtW2ZyAZCij1/8AKXVrl7uDX2M%2bNHb07xu0beZzEJNwLEp3AAeQUoKj6BVE9KgoZFfmrb5dwgzWR%2bJHSl1PM2slPbf1IxT58I70zeNJxloluPutjlWHFZUj2Azvy%2b2a%2b42fl1YOyrI9kbipUqUYASq/UEUTLPLZOcqbUBg9qsK8KGUn1rGtWGp49F0h6Yt9thNvGIwmZKUpbrgTkgA7DP0r4r1EbEc9EgkjA7VY8RbjdLJqRFpiQerDDoCHCD8qjkbnGcZxgeW1ZC%2bSrjP1A/b2pQjNRAOcNoypRxnl%2bneoVlb7Yer41idaaRi9XNtNqQlxtPUyAVqHv5Z7ZoufDBdXH5kiI6Om8lnLiFDdSc%2bFQ/Yj9qHcSwz5j0iPcem4HwXGwCTyEDJxzb428jW34USrhauJ9ltUdlJakRFuy0lKfBzJ5vCrzAHhOPzYpihpNCPKqlPt5njGcHlUrlByK6qsQSVCcAmpXDigEkZ3rjgWcV5Qg3a1ONx0uyJCglBI%2bXB339KAd9mToOq1Xcvw4zSSeZKF9RbvuCDsB96ZriTZo1ys6Zch6OyYR5yuQsIQU%2bqSo7CgZqaLGS8%2buS%2bEsoPN0tkpx7YFS%2bRFxm214z0PAtU6VFP1HzIuMh27Wufslh4boxgLBKAcdiF/ajpoHTcGPc5N9QerKeYbjoJAw2hOR4f1DGfoKUqXqh6ZfEBCXnGmxyRWmRk8yvb83kB7bUSrpxYn8ORp9iZyvy1uhyfAaWCluOEFIbB/yBIVn3HtROJU4v0X%2boX903F/6NQg713Q74UcUrNxGgurt6HYk5k5ciPEFQTnZQI2I%2b4oiA5FUCMVuoLzDsVlm3S4u9KHEaU86v2SB6e5PkB7mlc1T8Quo5ZWmyxolqYycKKes7j0yVeHP0Faz4t9SKi2K0aejvBKp7xfkoB36SPlz2Jz/wA0rsx8uJUE45lDbtR64LNYOUvcQSdF3zUHEPVK7hqa5y59rtIDyGHV/hKeJw34B4djlXl/bWxFptd5Lzd2Dj86OrC8OHxFRJwR6nc47UH9HarVppDLDa1iM%2b6tEptB%2bZOAEr7kH7ZHrRLNmuSdXyoqETGy%2byxyra2C/Eoq5lH0HN9gKS5dUpyz9FThWxri21pvtJ6FtVmkpnuRECUjJbSrfog%2bv6v4pUta3J28auu019RUXJLmOyQogD9gKP114r2mwall6ef6r0KKx0f6xKi4rrAHKTndQ8hzeYPaltWVS5TrpHLzrKz7DJzRaK%2buRQryLe8nJl1pDU1y0vcm51omPRH0HIU2f5B2IpmuHPxMQ5TrULWsdMRSsJTPYB6f%2b6PMfUZHalKcAT9K9CiScmmbcSz5F1/T/9k=' /%3e%3c/svg%3e"},"private":1}},{"node":{"id":"yanling_duan","path":"/people/yanling_duan/","excerpt":"Yanling Duan is recognized as one of the most impactful innovation evangelists and design media personalities in China.","content":"\n","name":"Yanling Duan","rank":3,"bio":"Named as one of “China’s top 10 design influencers” by Elle Decor China, and \"Design figure of the year 2015&2016\" by Beijing Design Week, Yanling Duan is recognized as one of the most impactful innovation evangelists and design media personalities in China. With a portfolio of producing China’s’ earliest national design and art TV show reaching 30 million weekly viewers; founding Beijing’s first coworking space, (www.niwotata.org); masterminding China’s biggest happening art brand Beijing design Week (www.bjdw.org); investing and supervise a series of social entrepreneurial and blockchain ventures globally, Yanling is inspired to serve in the planetary consciousness movement by applying social art and system design in entrepreneurial endeavors and global initiatives.","linkedin":"https://www.linkedin.com/in/yanlingduan/","websites":"https://davosblockbase.com","countries":["Spain"],"cities":["Ibiza"],"image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/yanling_duan.36a08ae.42425e1060a86bc45e859e2badc4a941.jpg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/yanling_duan.36a08ae.42425e1060a86bc45e859e2badc4a941.jpg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-0d49cc80164ce0f1fe8ae854e1fef109'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-0d49cc80164ce0f1fe8ae854e1fef109)' width='640' height='640' xlink:href='data:image/jpeg%3bbase64%2c/9j/2wBDAAYEBQYFBAYGBQYHBwYIChAKCgkJChQODwwQFxQYGBcUFhYaHSUfGhsjHBYWICwgIyYnKSopGR8tMC0oMCUoKSj/2wBDAQcHBwoIChMKChMoGhYaKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCj/wAARCABAAEADASIAAhEBAxEB/8QAGwAAAgMBAQEAAAAAAAAAAAAABgcEBQgDAQL/xAA2EAACAQMDAgMFBgUFAAAAAAABAgMEBREABiESMRNBUQcUImFxI4GRobHRFTJSYsEWJELw8f/EABQBAQAAAAAAAAAAAAAAAAAAAAD/xAAUEQEAAAAAAAAAAAAAAAAAAAAA/9oADAMBAAIRAxEAPwBG1d5q7eUeElkz/Kx1d2Xc1LVr01kbo3qNBt3qRIFT0OvLTIDIy/LQMmJ4J3YRupj7jJ0O7gS3Qu%2bOtqjp6gkPP4%2bn36rVd42BVmBJCgKcd9OfZXsylu9tjqJDDDA4wcr1M2e%2bgREtVUUTr1QeKjDPDflrnVVVPVU7GJCso7qe41piu9k9pgp2VIpJJFJbqLYJ0nt67VW2Vchoogrx5YBhnj66BZUgbxQDkeeu8b9dSRk9x56OBtdblQUtwpUaJ5Yw/T3AzoXuFmraGsJeBihYcgaCH1JGWWZT1Z89SrcYcls/Fpg3Wz265FhVQe7zeUi9joebbclHG5ph4yjuQNBXS4neJIycBgSQO311rf2dTyWbYVBLdHRQ8ZlDMwRUXuMk8DWdfZgKQ7tS3XSCJ4LhE9IBKDhZGwUPH9wH461pYFoUtYtM6RSpSKqYkUNgAfCTnz/90AxaN2Um4UrZKeAmOlRmkkimWRCB8xj9NJneV6iulXPFGkERb4QgLu%2bCOMtjpBI5xk6fsTWagpbrBT0yRQyRlHenhLZJB4wo0raSqo/9NMJ6dRUQqVHXHg47A/I6BTWTcFRaLZTxlOuMIFKnyxxq3hv1uuIjaeJVORn00OXxxN48yKBGWOAB5arLUVMaKQMZ/wA6DnZt111EAtUnvMHb4hyNXlFugl5BRsqLJ3RhoBqKuapcRxr3OAqjufTTStW27ZbPAFTHBPO%2bG/3LnAwOe3Hf5aAq9jlRb39olP76iNVxwO8Hw5xIRwfr09WNNu%2bvX2yelraZHmg%2bNauJV%2bJgxyHHqVwBj01na5Vcts3Gt/s3SlTSyI0lKeQyAZV1/qA57dtNrau%2bqnd0bFmXKgFkRscHuQPMA4z9RoDme2vVbfaS0XieMSt1FVkwmPQ4GQdIrdddHtr3qiqKw1FVUvjxHYnBz%2bQ0ee0izVtvtP8AE6GrqKWRiBIsTlQy%2bpA76S%2b4aYS7eqppy8kzyqVZ%2bSecfvoOFyVRQSAEZ7j56oqAFioDdPOoPvtTSRGNW%2bxPHQ3I%2b7zGvqiqQzjGQcjg6CfsiKnG76HrAZI3Z8H1AJH76Ye5HebwfAomqIY2y7ZAwcYHT3P6aA9s0nu%2b5Le3UqkzBeTxzkc/jo5qJPBjfoZvBUg5VSG75APn8wedAL3HcnWfdKmnZTCngrIOMJnOHA88/wDIevbvqParpNty6R1tudxAJB1K/wDNGfMEDyI/7kavbzZ4LyDPL8FSABmNGQAE4BJPf1zoQrIJqKZaeojaZCPBV/60PHSR%2bh9RoNi70pY6vbajHVHLAMDPfK5Gs6%2b0uroaWjpKGgTEkjLLKe/SAMhfqf8AGtLXulNNtajhcktBBGjE/wBqgH9NZB9oMPuW8KmMk%2bFK4mA8gCOT%2bWgo4aZq25CNfh6V6jx2%2beNcJUJqQFUmYsBwOSc9tSrdUdDyzgYmkPBPZB%2b%2brDbJp49z0TVrfYRdUgAHc44z9%2bg//9k=' /%3e%3c/svg%3e"},"private":0}},{"node":{"id":"wolfgang_wittmer","path":"/people/wolfgang_wittmer/","excerpt":"Wolfgang is an IT Sales and Service veteran with 38 years at Hewlett Packard, Compaq and Digital Equipment.","content":"\n","name":"Wolfgang Wittmer","rank":5,"bio":"Wolfgang is an IT Sales and Service veteran with 38 years at Hewlett Packard, Compaq and Digital Equipment, with global VP sales experience in Europe, Asia and the emerging markets. He has a strong track record of making things happen through execution and has completed some of the largest Merger and Spin-of projects in the IT sector. I believe in the ThreeFold Foundation, because I have experienced in my former business life the huge complexity of datacenters, cloud infrastructure and services around the globe. This amazing TFF project is addressing today’s challenges of complexity, costs and energy usage.TFF will be at the heart of empowering the internet, generating new mind blowing efficiency and economy.","linkedin":"https://www.linkedin.com/in/wolfgang-wittmer-4248a525/","websites":"","countries":["Austria"],"cities":[],"image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/wolfgang_wittmer.36a08ae.edbccd081476b219eb2fb8ba0ae8c2ce.jpeg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/wolfgang_wittmer.36a08ae.edbccd081476b219eb2fb8ba0ae8c2ce.jpeg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-3afe5803f6795504208e111e26bcb11a'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-3afe5803f6795504208e111e26bcb11a)' width='640' height='640' xlink:href='data:image/jpeg%3bbase64%2c/9j/2wBDAAYEBQYFBAYGBQYHBwYIChAKCgkJChQODwwQFxQYGBcUFhYaHSUfGhsjHBYWICwgIyYnKSopGR8tMC0oMCUoKSj/2wBDAQcHBwoIChMKChMoGhYaKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCj/wAARCABAAEADASIAAhEBAxEB/8QAGwAAAwEBAQEBAAAAAAAAAAAABQYHBAMIAAL/xAAwEAACAQMDAgQFBAIDAAAAAAABAgMABBEFEiEGMUFRYXETFCKBkQcjMsEV0TM1of/EABoBAAIDAQEAAAAAAAAAAAAAAAMFAQIGAAT/xAAiEQACAgEEAgMBAAAAAAAAAAABAgADEQQFEiExQRMiYVH/2gAMAwEAAhEDEQA/AJag7VoA%2bquSD6RWqKCS5l%2bFCu5u7D0orvxGYmopNrhBBV3fyk4swuztvYZz7f7rl8pqF1Ad77WHgWJOPtT/ANNdKC5u3S8ZkRFGI1xxVAsugdOliAYyFe5xwce9LnvYmajTbairkCef7bSNZRTJbNIUTkksce3Nb9L1CZpvlb%2bMrMON/YE%2bVehYOgtLtzF8ISLGh3Fd2dxpd626Ht3tJbnTY1S7j%2btAezAdwa5L2Uy1%2b2pYv7Jttr7bxWm4tnhCFkZQw7HwPiK5Y4pirchmZh6zWxU%2boETtXexkkj1yEIP2yqliTjjNcEo3fWP%2bNgtZ5N6SSxLIH/kjBhkDzB/IoNzDHc9m3Us9hZfA8ygdNf8AZsyH6WUH3qjaY%2bF78dualvTrXrw21xaW7yRqoiZhyCR6/wC6dIJdXTTJrySxuYRC5BV3V9yjxCjw%2b9L8HOZrVYAARvLErzj3zQ3UFLJIDjtQ%2bG81OeCL5e3G%2bRC67iOOaxPJryaY11e2TxkE7kLByAPHjwNccnuWJAPGTzrKMRXCIqkAO2PKl0CnLrxD8vbSyhA8krbQDk4CjOfuRScO1MKT9BMhuC8b2EBJijOo3/zPSht5cGS1ZNh8dm7I/BJH4oOgru6B0KHOGGDUuvIYg9HqDp7OXo9GUv8ATC6uI7AC2vAkTOd8MkYddwPfwIOKoOvX00OjOXnRlOBtWPA5PicnAqT/AKZus9u6K%2b2eOUll8%2b2aedbN3CFjkjWe2k4OxwCD5HIpcw7ImypZWUGa9F1u1ubeyWJ7mO59YiCp%2b4xz5eNMl5JK0B33WVYYIEYGRStZ/tYeG1AZsHIlQ7SOO1FSZJLf4szBCByPKo79wrYHZkw6%2bmMmuGPP0RIAo8s9/wCqXFoh1BdLeavczR/8ZbC%2boHFYAKZ1jCgTD6t/kvZh/YOs9PubhsRRH3PArHrsVzaxSKjhCo5I7/aqJbwizt3c44GSe3AoJr9r8Sy/dXEkg3N7nw/qqkkz2ppUT9MXui5bjSLq1eQsI5QAW8xnv/VW/S9StdUgKSqA0QwQxyfvQf8AT3p6w6i0K60q8AWaMLNBKP5Rtja2PTgZHrQvW9K1Lo65SS9nVI92xWMgw/ljxx7ig2VjzGmntY4UeZQba2tYgMu2eCctml7q%2b%2bEIlt7Zm2SAISM4Hn/5ii3RejX2uJFcF1htHAff8YSHb6AefrQrrEwSas8FqgW2tm%2bEnOSccMx9SfGoSnHZlr9ST9RER9LDAiFyWHgRx%2baxy2s0JIkQjHj3FNZTZINowCeT2%2b9fiaFpJCH7E4NHDERS%2bkRux1P/2Q==' /%3e%3c/svg%3e"},"private":1}},{"node":{"id":"valentin_korobko","path":"/people/valentin_korobko/","excerpt":"I am convinced that the world needs a new democratized Internet. I believe in ThreeFold technology.","content":"\n","name":"Valentin Korobko","rank":5,"bio":"I am an engineer and a marketer with 10 years of experience in advertising and sales. I also worked in the financial sector, was recognized as the best specialist for managing finances of private individuals in Ukraine in 2011. I like to develop and constantly set for myself ambitious goals that are good for society. For over 4 years I have been studying the blockchain technology and cryptocurrency. I like teamwork, especially when the team reaches the top and the intended goals. I`m a communicable, fair and happy person.I am convinced that the world needs a new democratized Internet that will protect the personal confidentiality, neutrality and security of everyone in this world.","linkedin":"https://www.linkedin.com/in/valentin-korobko-087573188/","websites":"","countries":["Ukraine"],"cities":["Dnipro","Kyiv"],"image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/valentin_koroboko.36a08ae.e62285b01ea909e6afb7dcf9ae394b0a.jpg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/valentin_koroboko.36a08ae.e62285b01ea909e6afb7dcf9ae394b0a.jpg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-f4b3d02abf172576b561bae7e5ae9421'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-f4b3d02abf172576b561bae7e5ae9421)' width='640' height='640' xlink:href='data:image/jpeg%3bbase64%2c/9j/2wBDAAYEBQYFBAYGBQYHBwYIChAKCgkJChQODwwQFxQYGBcUFhYaHSUfGhsjHBYWICwgIyYnKSopGR8tMC0oMCUoKSj/2wBDAQcHBwoIChMKChMoGhYaKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCj/wAARCABAAEADASIAAhEBAxEB/8QAHAAAAgIDAQEAAAAAAAAAAAAAAAcGCAIEBQkB/8QANRAAAQMDAgMFBwQBBQAAAAAAAQIDBAAFEQYhBxIxE0FRcYEIFCIyYZGhIyRSsRVCU8HC4f/EABkBAAMBAQEAAAAAAAAAAAAAAAACBAMFAf/EACIRAAICAgEDBQAAAAAAAAAAAAABAhEDEjEEIUETIiMyUf/aAAwDAQACEQMRAD8AtTRRQaAI5rrWdm0TaPf73IKeYlLLDY5nX1fxQnv8%2bg7yKQE72qHWrgQxpQe5g4y7NIcI8gggfc1tXjSj3EHiDqa53ma92EaUu3QEJOzSG9jgeBVk47zUC1XwVvkGepcFDc6OrJCwsDb6g9Ky9aNtfhQunnqpVyPvh9x20xq19mLJKrROeOG25LiShav4hY2z9CBTarz%2bm6Eu0FLnbJj9uhJc7FCgSQBuM%2bOM1bn2fNQSNQ8Mbc7OcLsmIpURbilcylhGOUk%2bPKR9qaM1LgznjlD7DIooopzMKxcUUoUoJKiBnA6msqDQBW6JqVenDNdkW2U7202U%2boNYVjmdUr1OK7B13Cl6akX2RHfYhNI5VhxOOVRO1d6Y23Z7rcGJzKSkLLicDOUkbEVE%2bI9ygt6GuSXVNQXOVCkMLxk75G391za70%2bbO7FLW0%2b1C4j6wt181VDZWw9EZdd5CpeACFDAB7xnP5FPT2c2m4enLxAaaWgRbitrmPRWEgZ/G9KVhVpnvafDMZoSJLzfOsjcAEE48OlPrhBYJVksFwduCFNyblcX5xaUMFtK1fCMeQz61Tgrwjn9VafudsnVFFFUkQUUVHtY6ysOjoHvWoLg1FSofpt/M46fBCBuf68aAIxxXjqgqYu6QCwoCO8M7pO/KofkH0pWa8tse52IBl%2bOiIG%2bYlxSlLRjr1NS2VxFtevLAUssPRHnluOQYz3xOSGmiOdZAyE5%2bIAZJPKaizmgf83J93ZuSIjCk5UD8SlDwSDsM/WpMi%2bSl5L8ORrFb4FPbr8xFvFudjIUWYSgUZ/1r6ZP07zVxdC65sesWZAs0xDsiKrs32T8Kkkd4HenPeNqrbrrTNt0Rp9SY/wCtc5RLTK17qA71eQH5IpVWGXdNN3Zm52Cc5EnNHZxJ%2b4I6EHvB61TCFIjyT2Z6I0VWjRftDXFgNs6utzctHfKhDs1%2bZQdj6EU9NK6309qlpBs1zjvOqGTHUrldT45Qd6ehCD%2b0LxEn6IssGNYi2i6XFSwl5aebsW0gZUEnYqJIAzt12qoF1mzrvdDKukx%2bZMeOXH31laiPM930G1PP2uZal6sscQn4GoSnR5rcI/6CkYy3zSlgdezwPM7f816gLS8HtENR7Ba7rOSDJeiIDaP9tOCR/ZPrU0XbUTJq2YxQIze61I6qX4ZroaXje72C1xVb9nGbbPokCuHxZ1A3pXRkxyJyNSn/ANtHCdsLUDlXonJ%2b1JrbH2orvxSvCLxrOWWXVPRYv7dlRPzBOxV6qyftUOV2anSkJBx8x8T3ChSzlXL86vhSD1H1r4CmOkJBBcPj%2ba0EM1IA3XiuLPvUm1zmnba64zIaUFJdQopUk/QjpW3LlAEN5yQCtXkP/ajEolThVnJznfvoYH//2Q==' /%3e%3c/svg%3e"},"private":1}},{"node":{"id":"wolfgang_peter_kalny","path":"/people/wolfgang_peter_kalny/","excerpt":"Technology is my passion, blockchain one of my favorite topics that has not yet reached its peak of appreciated value until now.","content":"

Why ThreeFold?

\n

The reason for me to join ThreeFold is my strong conviction in a future democratic internet without painful dependencies on a few big players.

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WhsjztIIiXY2NBYHozw8FKWU6TTa1DixvwnI74Wbsiosdu%2bBwfadvIQqQwNxxsMVyZZmyHa0wykHawSTmoKJgBNW1si2ckD7tdtceex3CMkMS2Z/NiHzlMAvVYJksJ%2bnaBxAD5VGgIUVLhABJ11tccrdjpThhxM2ZvA4oooAbU3kurugwNMT2U7OCFLThP1BRQRr6yDTyREFpIiSIF%2bURIQhy8sDkaaGdN0akZaGiHW0QkNRGe7f7iTlza71mVgmwM8uBYk2OPPNX0KGWAUkxZFX/M9ioS6eOO1gjOIwL%2brZLmjMiEVNQjgSaYN0YOkq7P5yGTzVlBCio4FoKpdYXX1Ekm8c19dBoPoRmO%2bSh5OSMuLsrFHE9gJhfoi1NUMibYe7uh6CxDaZ%2bamMz67zuXBJqkEg%2bcGZ8vil5cA6QlrSSQTrHEV1JJldoDvqUqNwmUi4kR6HmvBghBzWQIi2FiJtaWo01YOPsSa8TXVgf0QJistXwWzHHmS5OaGQhqSmtBhk%2bLgg0cEMp8lIn/UOz5D07KxPvzb3e5yA4bG3y%2bfnqoKVAVUBSkrqYKWqgXNeNjhFvbs6IQSXU6JQHx2Kxthwmv6CUOXphzr/KBQ5eCPX3h1lXqEosHVDiacXrtLwcy39BBqSIlEY6YsEVxuk2RuhOOskJ3hIwvimAR6bW9HzKUIw2z3fvJWx91IAjaY3b7XDXNOEXNuQ6phaVoAzGpOOoe54CCpJziWBnmR0NANER6A5JoZHYwSNyVFhqI0MRh0RxaIsIgBpnnbIcLNCgqMNOtq7QRg5AbOSNWetv35rSQjmkvtssLOl9K5NBvsPEvaG1jA4oIIomgiTnM2RF%2byG2vhw1EQHUhfwIAJ8aHMUREAjeVSFBVN5BKE82Bs1kQFEVihyA1zJB0xxnOq/rLAML8dr/21KfRcBkiF4W2Z/riEOsxKgzLyiDN15OgZblwhobNsBU2pxQWZ6iLQyRAHtBBviI/gu8TLN91cyUnCFxuTrJ2lCpFmASb8hJhiXyDArowJx3MYExyyN4WfDxt4%2b/v%2bHBufI/tuk/lYCJOfk/%2b82OA7%2bescTaPifQsjZVpiq6UJj%2bw5YU6tzN9ChPb0hyToQl2iH2JwYi2sE/vaZbNw6m4PrRMC15Hg00%2bapIS6MVEMTpYEu7DX1YK1lghttT3l5/RIC5rzvxaxR%2bM07NkPzj8QD1Pp6B5k9AaoeCVihHYrw8p8Qn3sVukpqUNm0GXY6urClVhdLzl8eHkiZDkdLygnKfDKupiWiJSEGl44fo21zBHJ8XWGrrg6Lw%2bow3ncImrtpavTKwYPnYxijBx%2bcld3XP08FL9j/RnszfQ6Q3CnNS8D4Rmjyd4ER8Qj84uVrDv5ccyc%2bWKWJXTZJcMpuQ3LtM5yv64K2ihZ2Ll8OLYVDBEwLsdTfczxpGArwpn2/L0qDaZ/g54l8Xw9kuTvBUV0DZspHYHxQGeYKClDatBPr99ohIf8Wmd189f9uNUgSMPzi9ewuMJ2AV7O2wJI/hvQS8OGxVxz4le4%2bWKZW4z/2OWLBF3uxyTIBzmc64J/bhos3BlDd2gs9TTMs%2b%2bNfsHHZShz9UQHWRzThY2CCUJoag03MEWxsSnsIfVgoHoahgiIslFRhsv8AbA8q4McV6/D9Ok24Rleh9eEwVwEbuOabZN9JwNwlMNeGZzpw9vc19qeo4Rdi4L302j6tEv%2bi7IcFckb4YLkSFn2%2bC19pBMHudBt8zt9DavUj1N8bRFPHCKwtvfD9x3/DNx99iu8%2b%2bRqblq6g7G6DNu0HTA4pweSAEgz3HYDN4SNwUlODg/IhGpMVIL9mM75brwP3iFJU3urj4Nk/9uc4Vn6Db%2blIb1PBW34PmFLBoMTf2V69fsO/%2bEHfCOJLr0HOOg7C9aZYst4QH6zXx4ffq0DmH7vwh13W0Eu4AtecuzhR8QgXrjzH5c4hXOoaQ2BIEnb9sBor//x3fP%2bXr7Dyk2%2bwddlyHN26jQN3IOC%2b%2brTxMdCCO02GLiqKOLBxB5bJaSIooQotD14g%2bHQdsiquYUBsO3hJfEwRIdG9phEwmwTB9Np%2bPev3dP6bO4UYNtDS9Ry2yWX4VD0AC1frQXqdEX69xQxLNhpBtFYXS1YcweJvFMgHNHA4vBq2WbcQVfIAZ5qeofZOP%2b48GsadZ8DJ/CZoHlDDti%2bWYvPny3Bo7SaYKirx2vcz0EaUuT7C9TXhq3EEXhpqUN2yE1v2OSCjqA03H71AbME1/G6dAZYahsPzdD1uPxniz/dqnIiBkfl%2bFpuDgLnqm8mcHTm7hL689SHUw87jX/a7Q7DaEFKrtPHBOj18uMUcizcaYzEpYPFaPSxZrYHFpIIF36lgo10GrE/eRXBBBzLrnqD6dj9OExEuZzthnfMQPrld8A47BQvyBu1tu2GrpEIeoINwMwMkWJsgiojwVjsCHy0NGMgrwMIlHeXXenHv8TDuPX2JbSahEHxxCEI5Q/xRxRfmyRW42j3An/n1eLvsH5leHnPMAdNBs4yPjNc3%2b9Nz/uUO7PPMwG9%2btMeC1QaQltPngGUJrCxlQLTRBMINRhDSuVBOF6IVR4mAw1jwzUF8ouoHi4w78Mu9h5zGp7A6eQ9r/K9he%2bgNKB9vhWFaGyLK71OneIzYM5fhauxA2dZAvLUFkq3NEWmgBy%2b1o1QG7P8T6uJceTvq2gYQUtgJ99xumMVVYfEPR7BkjRY%2bWK2DheRB/1s1EDonylHf/pzPJOzfC8ojA98/QxmcgIn/AzQBmv17RPWdXH4DWx2S8ME2GyxYpQ8ZBpAB3mAsDgK7eKsVRJvNyQMMISRCWAnIUgsULjuEhV/uxe82mUCffCD4QieMUm7i9/oFWOPdAMWo69BPvgvnnE5kVt1GQtk9hFf0kqzvINDQGEm0ZU6zsUC0oS5clJXhfOgAUk7kILWqG187luD/mFfgM5dmKIQ14ddyWli4/AiEa3SwRE6bnsMAgo1W%2bJ1yEPYGFyClrgMdz0cxCe8NM843fGhjIZgCPYrs%2brswiCrAp1ohkN5kSVInwOsMKdMk%2bbX6VO%2bGBJ4yvt4Y0gRQ5otd4swzIrZYQMSIWKmORV/vx6Iv90BquSoU/Ivgk9eJv9mV4s%2b2FTgUeRWGSTdhR6URkN8Jj7Nd8Mu7j%2bjibiRWPUVCwDFk0qCUaWcJn6OqcFY8iBNBkQjKu4c/6GVhsUYOPneuxbbINqyzToHgq/2QWqmBRd8cgPRX%2bzgRsuw5NplDsNkWon3e%2bNg4CQqhF%2bGfdwVlt57g%2bdBUsgW5jW0wiy7AlwT6w222EKwxwkIyNuF6I86m1CodyKzRJ6BGk%2bDZdenvDmPRf/%2bARf/%2bFaQ/loP0cnL/lZqQJklKfavECRJ8ths/mMTAJPMelrrWYHNgM7zPdyHs4n1qjx1IqXqI5KoniCl9jJiSx0hpGERm8jlkWhohlnaRbiqHEO/mBp/sW1jpWIoPDqfg17q5kAu6hUOhtfjtSlVealLfKkPqr5sgou8VrlCHND0He8Yl5E9LtlpCdoc9hPIeEO4PwD%2brReA7h0yYpdTgwtVuCH673RaL1hhCZi1lmupZdpMpr2upcfBSzOnpPeF6VuumkGEEkA/IrNLCIkbCF5Tpz3ZCmmXgBzUiQQPS36vybAg%2b%2bxH/ttMS6gm3YJzeBsOUOzhW9AA5TT8hsfIRkiofouxmL/Iu9yCz9ickVPch40IrkqzNKPuHcdxUHxGZ1ZAPbMDXVvn4N6N8fO3RjB3uBfj98v0QfLoDMt8pUzJUIPX9UUgTeBl6BmkqCUaCNKlWuNEUslSmH%2b6wxW/2uuG3Cl74UN4Ni3c64V8P%2bUKwmAzsAzI1EQNGtc0AstYmtYaAr9aFNB2Fa0kNG8QEMCJk6JrMCk3IfK8G4WptTpxQjq79cJRKQIMfpZYexKJ/7IaIzp2ybiKroQdx5Q85AYVXnyOf5oLk6sfIvfwMjTQkVbb2o%2bBKH5HTi0g7R4ToqKOosB7pdT9BIagWa71qsCGwBfqZD/AXBQcI/uN77jXSy0htDDwjnpIiQ2bIjtI/qIuPjATCtWSTGT4kNfxmpx1%2bt8sB/3OnNf7XNipzIX1ASBIXrWEmZsClL82yT68XrSIC5JjxEfCNZkSOES8FJnUhfYEs3cfqTZZ9CRHBr5MJchWQOqS/VoDgy4NwOFFGA9ALXCTgKTWPkd/CZoI%2blNzowamGpyi/2Yfm9kHUUJssah1DQmA0clLOoKHzFdLJ%2bJSiLkM76TZcyS%2biKp/jgP8FCD7ZCZlliuLss6yzjFNr5sFKlI7supSc3qR3LSY1LKFkfUgJ/ydS%2bv%2bgo0BELInoJkaAcI0uZEjejLVFlH0pCgZYlgyFSUmGeQMzxC/3QYrGXREZoOx4MPNhJIhYrNEWq%2bFbRQj%2bLo8tFtG4cn8MtXf7CXQvThLoxnv9qG/rR9VtKoGWHgI/gMsdgyi/NYzC6nbc7BpAS8cQwqnl6Sa1wq%2bgG6m1T3Ge7nU%2bfQNSy1Q4ePY90jMJIAxSKzQgRUmQWiNWsQwjgRLITX21Fh/Ufk1HIoBlTYuCWsgqHb4Akzj/EC0kSyUhYgRw8zMUG%2bM31Ob%2buFosf1KAiLVARgABZ%2b1RRF/KlCCk%2bvwVkfXvOywpy89xibJ8qWMAZ5ufofh6Dz9vICIa7w2QFxAZtwbQ2DaEijtDiLzYDquU6zBOboVv7n1SDoG//BwXr/UgkfYW/7zNCgu/PUwlp8nlvmStDhav1uTeJE2KZoPaIioPlkRGiIwcK2WaYejZFpNXLKHkfEglJFhMLDDnFJFshSs0OQky9CEWQiKBESBL8hex7DMC2Hv0hQs/WgMZanV8GCLwPGgtWTlqQ4wE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It taught him to look at details, while keeping an eye on the big picture. His aim is to never fully grow up, and to never stop wondering. By connecting people, humor, ideas and an open mind, he believes anything is possible. The ThreeFold Foundation combines several core values that I hold dear, connecting people in a meaningful way by means of state-of-the-art blockchain technology. I believe internet access should be available for all, without straining the planet’s resources. Sustainable internet for all just makes sense to me.","linkedin":"https://www.linkedin.com/in/wiegeratsma/","websites":"","countries":["The Netherlands"],"cities":[],"image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/wieger_atsma.36a08ae.4fc8c88f82fd4d953f04759e95f4b911.jpg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/wieger_atsma.36a08ae.4fc8c88f82fd4d953f04759e95f4b911.jpg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-59d6825affea25be204adf1795a3ee74'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-59d6825affea25be204adf1795a3ee74)' width='640' height='640' xlink:href='data:image/jpeg%3bbase64%2c/9j/2wBDAAYEBQYFBAYGBQYHBwYIChAKCgkJChQODwwQFxQYGBcUFhYaHSUfGhsjHBYWICwgIyYnKSopGR8tMC0oMCUoKSj/2wBDAQcHBwoIChMKChMoGhYaKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCj/wAARCABAAEADASIAAhEBAxEB/8QAHAAAAgIDAQEAAAAAAAAAAAAABgcACAIEBQkD/8QANBAAAQMDAwEFBQcFAAAAAAAAAQIDBAAFEQYSITEHExRBUQhhcYGRIiMyQmKhsVJygsHR/8QAFAEBAAAAAAAAAAAAAAAAAAAAAP/EABQRAQAAAAAAAAAAAAAAAAAAAAD/2gAMAwEAAhEDEQA/ALU1qXa5Q7RbZE%2b5SG40OOguOvOHCUJHUmtuqRe0F2iXLWerJdoiTENaet7y2WQwpQRJWOCtZ6K5BA8h5dc0Dj1L7TOm7dMDFmtk%2b7ozhTqSGE9ecbuTx7h8q%2bTHtR6ULmJFmvjKMgbtjSsD1IC6qczbniC0plTpSrggdR78edb7linyW0pTCd25/I0T8%2bnX50F%2btF690zrRkr05do8xaUhbjIO11sH%2bpBwRRPXmpBRfNIXqJd4XfxJcVwONOgYxjyPqD0I9DXoL2bavia50bb79BT3aZCSHGSclpxJwpB%2bBHHqMGgJqlSpQaN8cSzZZ7qyQlEdxRI8gEk1R/TemWHrbFkPJBSTjbj08zV1tZhJ0hfAtWxBgv7lYzgd2rmqiQfEs2GAmM4w2XAXVuPZ2oT8qArs0GEwlKWIyQQOSEgURpZbcRtLSuB5UKad1GqNKYbneAfjPL7pL0ZR/F6FJ5zRNqe5zoSE%2bC7hCCcqWWu8VjGeBkDPxoB3U1ialQn21IBSsH64rs%2bx9dlRUaj0w8rAadTOjg%2bYUAhz6EI%2btcu3d/dQJcJ%2bY4lSQtaJLYQFpORkDyPHSuf2csu2TtlYnJStu2xSsSFpHAQ4ggD4biDj3e6gtvUqA5AIORUoA/te74dmuoPDDLnhj5/lyN37ZqvFvjsOxojS0Jca2ghOOOvGKtfcobVwt8mHIGWZDamlj9Khg/wA1V%2b92eVo%2b7twJaQO4P3ax%2bFxvJwoemcHjyNBztQsNP6jtUOLHDK2cugJTgAqI5OPPimSzADziEymgeMpUf90uL6uJcLtDkPuqhHhCXULKVL2nPl15pgR5LRSmQHHlKTnYtSFH7J6A8UHWfYUlrKkpAA4wKDrZC8TNnw0hXeSnW0II9d2P4NFjswPRQrcFIPHTHy5rqdlllbkXGZdHcnw7ndtpxwVYyT8sigaDKA00htOcJASM%2b6sqlSgwedbYaU48tDbaRlSlkAAe8mkr7RTcRdrs93YfbUVrVH3NqCgtBG7Ix1wQfrVZ%2b0TtX1Prxpli9TGm4TXWJFSW2lqz%2bJYJO4/HgelCNukOxpLKmnVpayUlrcdoz5gUDwtr7NwaQh9xDrkXJRt4Kh/2mhaITKY6XESHSSkZSXSU/Sk3Y9G3CShEqLOZbeA3AYP7EUY2m0X/AHht26JwONqTtPvxxQF15mx2XglS8nHCE8lSvKmd2ZRkx9HxFAAOPqW65/cVEfwAPlSmj2puI6FrUXHR9oqUcnNJGF2yas0zqq4rtF0W5AEle2DJ%2b8Y27ugHVP8AiRQXxqUn%2byDtxs%2bvH0WucyLVfSPssKXubfx17tZxz%2bk8%2bmacFB//2Q==' /%3e%3c/svg%3e"},"private":1}},{"node":{"id":"winston_ma","path":"/people/winston_ma/","excerpt":"Winston Ma, CFA & Esq. an investor, attorney, author, and adjunct professor in the global digital economy.","content":"\n","name":"Winston Wenyan Ma","rank":3,"bio":"Winston Ma, CFA & Esq. an investor, attorney, author, and adjunct professor in the global digital economy. He is one of a small number of native Chinese who have worked as investment professionals and practicing capital markets attorneys in both the United States and China. 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\n","name":"Weynand Kuijpers","rank":1,"bio":"Weynand is a rocket scientist that loves slingshotting new technologies into customer-centric orbits. He has been working with teams at the start of the internet and spent the celebration of the year 2000 sitting in a datacenter. Nothing happened there and then but in the following years he developed a growing interest to help, optimise and simplify the world of IT. First follower, team player and very passionate about bringing equal opportunities to young talent around the world. For Weynand, the Internet is where the next generation will expand their minds and innovate. He experienced this first-hand when his son outsmarted him by learning online how to boil an egg in a microwave. 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RXKAC4ubmJ1ysBqKiokLF9vz%2bAubk5UAkKQpAU0NPTi6HhYfT2dOHmjSKkxoeh%2bpI77kbYojLKAZWR9nhwyQvTJUns%2bRl4QgCPCWCuKAFPbqbRDHGnMp6WphNIAhbyOCNcjWLvpxUmPMkJshtMsBYIBzhKCMMZXlIKDKS6oSPWDtVhVigNt0desB1S/a3haarB098PyzMHkORtDB9HMxxXUhL2V9wIUURHRwsVSwCoBBkL%2bLsBDA4O/g6AUMDg4ABzvw1XL6dB94wqNPesw3nl3dA5uQcGSrvhqq8CV0M1BBiqoMjdiJaV7SubJ1sYz7YYg2elaTRHYZIiHl1PxWyuMEIslPnsAnzOfL6YFaKkljhB4zPM3j/AmjCQ5okBKqGPKdEaZY3KABPkeZsgw8cc/uancV5lN4yVd8BS6xCyg61gY3oWm77bzNF4mdQGc3JywFgkAJxeZSzi7weAu3x%2bfl5KgZGR0ZcFBXlQO3UCq77%2bHEf2boE8yBEZwfaIsdWFh94JONKV6akchLvWAQSqbMHRreuge3Q33DmxFXheRH24IxrCHDDBwGeuREv%2bYP56IqfBOEwXxKI/1Q89Sd4chEKkljjALtDLjtD/GkAPr5sirXEv4ALS7M4gmv/XUe84Tu3ZAK0Dm2CjcxRXwmygramCNWvXSXeIVq78RkHZi0OUADD/ZUzldwMYGhr6DQBRBCcnp15Ghgfhk7/%2bBWtWfoVb11JJtQ4NNDWVchdku59HvJcloj0tEe9hgjSL4zj%2b7Qp89Oln%2bPCTT7Hpmy/gcHgz7GlbY4xV4E%2blBJucQZK1Hi47nUOp70Xc9jFDses53PA4j1bmuQDQLyBQBV00Q530AU3Rtij3NkCssTJcdY/BXPMQNPZvgvLO9YRxApkB5tBQPY71324Qt8HEHWJxQ1ccogSAtUDGeP4cAJECAwODL9taH8BMVxXqR/egqeEmh6EKNBPAbeZ9AVtRqJ8HbH19EJOahLu0x2obVuBD2cfYvOZraKz7Am67V2LFsk9guncDTn0vVWgc3rwOxid2w4GTnNbhnXDVU0GU2Wlc5rhbS6m3MuCeRFe0yO1RH2mFunALXHM6A3e1vTA4tgOah7dDbe9GaB/cDDdDJURZa8Lw9FGspgI%2b/PAD6X7AsKhZr2uAuNfBdPjzAHrpA0YnJnEt6xJCLyqjqfEmWpvvoJ3V/QH7eEdOJG5E%2byHY3R6FfM5I7Q14G6pjzTIZQgyVUeZ2HnkW6nA4thnhmrsRyuHFnaeXwBzOdDiLJHtD2Oqo0M6qwu2iLqz0lJFwUQU3XbRR5W%2bM2hAqhCdf7qmHOI29OLXhG%2bzftg5HCHL3plU4d%2bJ7eBpyIDqzD5bahzgFvgLMwUchvAwLeMrSqM%2b43g8AdwkAibEL9L4cGBxCY20lQi3VUFmei86mcnTSx/ewjw%2bypw8wlzvSQ9GWGYXOtHDIbY2w%2bstlSDXXQl%2biL0o9zeB5aiciDI4jykAFWbaGyLY7h0gXc8RF%2b6A4PQJlif6o5HNzAm2gfmQHzI5/j3zHM7jpdhbJF44j4PR%2b2Jw%2bBuUju6Q3VNawHm1c/SU0dq%2bHh/5BmChtg43GbmzeuI4APgAHH8XCwoIwbylLk%2b4fAqBkfgeAKnhJCBgZHUNkgCuyLgVh6MEt9ORGoI%2b9fJTDzXhpMkbY37vZ2no4IIVYG2HzV1%2bgMcga44leiNE5DqWNq%2bB9aj/kRqeQ72SCQlsTpAe5wzHQF9ZBgfANC0RxUijnfXMYqx7Cim9WQGnnRthqHKAqVGBzUR9ehGZ0bCcOb/wGm79ejgMrv4TOtjUw2L8B%2bke2wEFzJ7Z/t0ZKv6jISMWjR4/eABCDHuN6fwAPHz6UAHC9JAQMDg2jsa4KxbSkw%2bUpHICi0Un3NlwSj9GbiRii%2bektkNMWpyGCCvBjB3jE/j6R6Ikc9mvlzWsQdPoAUqy0cIM9/JanOWqivHA13AdJgZ4oT45ES0o4ynxtWByNsPW79fj0y8%2bhpnoEcX62uOppgmIHTXgc3wrdrWtguWsDnHZvhM7m1VDdugqqrAeutMS7%2bX%2bWfbYcl7OzfwfgvRXA/Q0A/tJL7ujv68PA0Ahu5yajNNQUE5zrB1kDxujqpugAx%2bjzp9jaJq8n4zLzvifBG3OZIRiIdEIxJ7Zdq75AiPpe5FhpotDdBLVRrujNjsDkzQyMX0tGP687U0LQzQmzLsYNewngwPYNSOHQI%2bpAfaApqryZNpp74Xd8OxJ0DsJt33fQ2rIG2rvWYee6L2GvtRf7tq7FqtVrUF5epnj8%2bPGbLiBM3sjIyLsB8Amy17tc5A%2bDfwNALBZEDLKyFsUHwJWyLvWxxEAG5396/RkqYObGJenObSnb2mOOy7NpoWj1tUS5hQa0v98Ag90bcM/TGA3hTuhkqoxcT8Pk7WxCSMVIoRz9nBzHOEhVyT2xf%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%2bMpDUWcwGHo4JLKI9wR6KJGoaS3DGW4Yf%2bRA/0JriikypoibLHPd8LtNQW6OUwlWuhCZvDW3H24HewObUDZ2iyxFxwUumIeGMUfn5%2bitDQUHh6er5RANXw/gBEAflXAEIBvf0DGL1/EwvladLI%2b6L8Mn4oz8HslRhMX43F07xkPLlKONkJmEwMRAcBlLvq45qNOgrMT/H0XdGdGAQ3LVWEcohqiHDATe%2bLcKOkbZX28XRNMZkuBiIfDKV4oTfRDd1UQkOYLe75XEBzsr/0/5M4Ajue2gcj%2bgUnziDnj26GqcZ%2bnFQ5CXNzc1D%2bEgAfHx8JAHcZH/vzCmAavCQEUQ%2bkOtBDTzBQlY%2bFinQJwI93cjBH%2bztAI/O0NBMvrhHIrQI8K76M6ZRQdES6oJInX%2blpiFIbTZTa6WOOBfL5zSsYyYjkzB/MUdcLzREemOL1wyuRmMwKpQIC%2bTNf2mE3tMkdURdsgSoW15GG2%2bhix0g6Q2NEG22ptg9Wp3ZzIBMfs1GC0smTsLOzkwAEBweDJ/9GAVzvBjA%2bPi57vUsKYDHkNDjyUnhqEfzw8Ajq66vQyVx9XJmFp5z7F/Li0RPtgWmOtk9vE8DNyxKEx7lJGEkOQlu0G%2bXLHI5yxD035q%2bzCQYTAjki83m3svGE0n%2bSK4pmFCZSAzGa5s%2bROBQTmeEY5JTYwfxvjrJDtY8xGjPZOepuoN7PAmWu52F6YifshVE6tQteF05IH8w6ceIkHOztGbinIiAgAO7u7hIA7n%2bcAhMTE28APHny5A2AoSEBoB8trU3ITo5ACy3w46oc6XZ37yVvjPHFTxUmYIBzwRhBDGdEcJQNwT3a2ssWWiiwM6Cvt8JdtwvolvtggLVhviARz29n4bG4J3A5DJM88WEGPMJ9LCsEI%2bnB6LnkIb0Z0hRhjQpPI7QX0i8k%2b2I00hU55towVdoJK9U9sNPcB29zFehpHsdJKsDW1laywsx/sPBJALjLXFxc3g8Ad/nTp08lAFzSDZGm5kYU5GUgjCam6WoEntXkSG93t6f4oTc3Bh08tQepAWhM8Ud1gg9q6AGKA6yRYKaGSxe1UOhyHvWhThjh48OsDaPJIUyVbDyifZ7ODmLwPhhMI4CsYGkNsQ50xjmjNdYBDcFmqKShKo/2RnOoM4LPqkCFVd9SZRcsuJw4YLmaqkJX/RDU1VVhYWEBKysrBYMGq/%2bbLkAwfx6AqAEDg72ob6hBKAuU1dlDaMgJx9PKTPRkBKApMwj30wLRmMadEq5PCcQ91oObMR4oj/NGaZgDioRkg2zRIPfAgxh3FjZ/dEV74lExCyYHqQk6yj7prXFvtlI/DIkOkOqNthgHFk075r85CkPdsOGbL/HN55/gs0//Cq29m2Cnxn6vsQ8e507A0VQduqcPQ0dbHRcvXhSFUMEWCFNTUwkAdxkfezeAycnJ3wGQjNBgP5qaahEdaA8HSq/mcgQWy5LRfZlOj6uWJ1efJgL3RQ39QHmMJwqD7FAR74NyFsFcGqVbIfa4y45QEcKAIp3RSDc4kBKMp7TOk1n0C0me6CWEAQY%2bmOaNbra/Dvb%2bByHmqIt1Q4CBFj7/6C/4fPlfsW3t17A4uQO2BOCmdxTuhsdgpq8MbfXDuHBOB2YEYGZqqqAKYGxsLAHgLjMzM3t/BYgasNQFuKO9vQWZ7O1ezmYoivPFIgei3qJYPGDO3otxQVu6eJcoCl05Ebgn90ZJiAPuXfJDVbwnboba4Va4I8pC7SXHWBZsg8ogG9SFOuAxbfAkc14E3M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\n","name":"Vasily Gnuchev","rank":4,"bio":"I was born in 1980 in a family with a long history in art and science - music composers, painters, sculptors, scientists and architects are known in our family scince XVIIIth century. They came to Russian Empire from Italy, Germany, Switzerland. These were people inspired and devoted to their passion - architect Alberto Kavos, painters Zinaida Serebriakova and Alexander Benua, sculptor Yevgeny Lansere, scientist Vladimir Engelhard - are probably some of most famous among my ancestors. Enchanted by the beauty of art and always curious about science, I graduated from Moscow Architectural Institute and started my own architectural practice in 2003. Intrigued by the computer graphics possibilities, I always created imaginary worlds in CAD as an illustration for my clients. Since in 2010th I started to work more with IT and worked on smaller startup projects for online collaboration and project management. But the dream to build a museum was always there. And when I learned about VR and Unreal Engine 4 - I realised what I should do. There is a possibility to bring Fine Art and History to every home, every school class, to the most distant regions, now deprivated of cultural life, unable to participate in the global exchange of ideas and learn about history of art, experience it’s beauty. With Artheon VR Museum we can remove all borders, unite people in this global virtual Art space, allow collaboration and discussion between different geography, even between different time and space. Join us in building it!","linkedin":"https://www.linkedin.com/in/gnuchev/","websites":"https://artheon.co/","countries":["Russia"],"cities":["Moscow"],"image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/vasily_gnuchev.36a08ae.18bb8ade2419cced4c473dd0468315e7.jpg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/vasily_gnuchev.36a08ae.18bb8ade2419cced4c473dd0468315e7.jpg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-fb261486e2e164d9dc5cc1b32f226169'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-fb261486e2e164d9dc5cc1b32f226169)' width='640' height='640' xlink:href='data:image/jpeg%3bbase64%2c/9j/2wBDAAYEBQYFBAYGBQYHBwYIChAKCgkJChQODwwQFxQYGBcUFhYaHSUfGhsjHBYWICwgIyYnKSopGR8tMC0oMCUoKSj/2wBDAQcHBwoIChMKChMoGhYaKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCj/wAARCABAAEADASIAAhEBAxEB/8QAGwAAAgMBAQEAAAAAAAAAAAAABgcDBAUIAQL/xAA2EAACAQMCBAUBBQcFAAAAAAABAgMEBREAIQYSEzEUIkFRYXEHFUKh4SMyQ4GSwdEWM3OR8P/EABQBAQAAAAAAAAAAAAAAAAAAAAD/xAAUEQEAAAAAAAAAAAAAAAAAAAAA/9oADAMBAAIRAxEAPwDpGO8M3eHUgvEZ/B%2beqFPcLO0YEdVROPfrqc/nqxDUWt2IElGT/wAqn%2b%2bgvpXBv4Z/kdV6%2b%2b0NvA8bJ0iRkBu5HxqWKSgGSk0Ax7SLtpN8U2S68ZX6/Tx1ngrfRSmmV2ZiX5cHlUD8J7k/Qb6Bs0XFForZnipq2J5FxkcwGc%2b2e/8ALWo1QF7pJ/TrkWp4dvViqnkoJ5ZoVLO/TB8w%2bnxp/fZtezd%2bCrdUeLEsiL05C535x37/AFGgO/FKO8cn9OvpKiNvXH11iiZmzhgfodeK7/vYXl986DjuK9Mk1O7uxBndXTGMqHXbm7diR8a13uJhqYpnjUU%2bclOplio3749ttLtZWetQEkgz82M4ySR6aN5aWemukZrqGoZWcckbIR1QPwgH0Pb40BFc6220NO08Uk0hdg0cTHB5D75HfRdwfeprlwRPFaLrFbKtaxUkEg6hZCAF%2bgJyNvbStvFyrJponWxSwCOnSBITGZFXHf0yTt3O%2birghpaWnp6%2bktTo4YrW0auRNLGHBV40x3XvjO%2b/voC6peqo%2bK3ilvIkt6nlERQNz42Iz9dCVJd7LQ1bWeirWap6rFHDYhyzFuUsRudwPgjG%2boeMaynojXUdFUPFUszZqpUIWEN3I38zY9tKemt0i3KFqZ1nhEo5ZWJRxv3IJx%2begdviKpVaXPOroSiBwCpB39e51VhvEstU0JWPK/w84Y4GSTnbVe7VNO9iikpqqnWricRSQmAxSqpG3KNwwJ9t86yPvN6e1%2bOmkWSpY9NQ3mKKD7EbaCiOB6mB0mrqSodMoxbIUt5QQM%2bme%2btuupr7cbxbZfu6pWojIAMsqorb5HKT230VnLcqyOekBGdtx220yLxY1kqLRU06I3NIgb2AwDnQLqfh/j6SXmipaamhIyMyq5jHrlv%2b9YdxvNTQ1FFUpc5pkiilinWU/s/MpIchQNwQBt6HXSN5eGGzV8j4CpTSMTnGwQ64zvNwqbpR01tt7yywSqEaWVsl8EEsPXHz86AXu17r7vcGnmIeMHCR45VC/CjtratNBUVfIWp/DwDd8tkn8hrXsNghon61RyiSM4RZMHzbY29e%2bqHElzk5TTK3ThdxzOBy8wHYY/xoNpLtA1OIHLmNWA6gYqTg5wGG40WxcE2apsdvuVL1pY5w6nmlLYIPbv8AOlHJKzDmTAiB6cY9wO5/XTu%2bxKW4V1BRxCq5rZS1LCWJh5csCcY2znY%2bvbQWktNelTDTB0MjJkqHD9TG4C%2bxxkbk9vTV/wD1LxTSLzil69LEdi0Iwozjdh29talF4eBAKeGSFgSf2c7jY9xnJ1frXhrp4pJjOEjQp03IdMEexO/1OgHeI/tBuUtiro/A0ksUkDJ/uFXORjIXftn50mac8k9MORI/KeVYjsvb176NOK6O/cQVtXY%2bG5YnjtsBfmkAR5SgHMAcehIXv3yN8HC6pbjDWSmfqYKqFPOM7jA3H6aCW5XCeMuYKgZGcSSHzjOxx%2bug%2b4vUyI7yVCyE%2bYL/AH%2bNadxmZS8j7gnY%2b/0BwdUobdW10XUji6cDH95jjP8A750EtoqYZoFaRozKpPJE5wM%2b7fA9vXTU%2bza7miJoGZJhLItXGy5AWRQcD0JBHvpYwWlbZG7TMWlY8rqpPlOPjuP8a0OD3mj4kpBRvIpeTEiRnnymNyAfjJB0H//Z' /%3e%3c/svg%3e"},"private":0}},{"node":{"id":"trey_rutledge","path":"/people/trey_rutledge/","excerpt":"Director of Business Development and Strategic Partnerships at Dragonchain, with a passion for bringing new value avenues to businesses.","content":"\n","name":"Trey Rutledge","rank":4,"bio":"Director of Business Development and Strategic Partnerships at Dragonchain, with a passion for bringing new value avenues to businesses. A firm believer in the necessity of blockchain-based solutions to bring new dimensions of security and scalability to any business. Overseeing Dragonchain’s international customer success and consulting divisions. I love to help individuals empower themselves through educational tools that improve their technology skillset. Having currently worked with multiple foundations and projects on several continents, I have enjoyed being part of these communities as we give back through the power of technology and mentorship.","linkedin":"https://www.linkedin.com/in/trey-rutledge-99220943/","websites":"https://dragonchain.com/","countries":["USA"],"cities":["Olathe"],"image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/trey_rutledge.4250cd3.5fb22a91478c04154c27e14f1478da9f.jpeg","size":{"width":800,"height":800},"sizes":"(max-width: 800px) 100vw, 800px","srcset":["/threefold/assets/static/trey_rutledge.1b91758.5fb22a91478c04154c27e14f1478da9f.jpeg 480w","/threefold/assets/static/trey_rutledge.4250cd3.5fb22a91478c04154c27e14f1478da9f.jpeg 800w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 800 800' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-f0b45de700ca4afb9c7be9b48b040f36'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-f0b45de700ca4afb9c7be9b48b040f36)' width='800' height='800' xlink:href='data:image/jpeg%3bbase64%2c/9j/2wBDAAYEBQYFBAYGBQYHBwYIChAKCgkJChQODwwQFxQYGBcUFhYaHSUfGhsjHBYWICwgIyYnKSopGR8tMC0oMCUoKSj/2wBDAQcHBwoIChMKChMoGhYaKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCj/wAARCABAAEADASIAAhEBAxEB/8QAHAAAAwEAAgMAAAAAAAAAAAAABAUGBwAIAQID/8QANRAAAgECBAQEBAQGAwAAAAAAAQIDBBEABRIhBiIxQRNRYYEUMnGRByOh0RUkM0JSwcLh8f/EABoBAAEFAQAAAAAAAAAAAAAAAAMBAgQFBgD/xAAiEQACAQQCAgMBAAAAAAAAAAABAgADBBEhEjETQSJRUmH/2gAMAwEAAhEDEQA/AJ%2bSJwOx/TDhqX4jLFie6a1%2bYC9t8DPEwXqenffD2lutApAvpQn7YrlMe4iCagolqdMszSG3MuoLpFgN/rbBFTm608MHgIxiAsqB%2bWw8t7HD7L%2bHYxKwRGkqWAJcgEXIuQP3wwl4Kr5CZKifw1HyqpIA9htgnlUdydSs3IBx3Bsh4pdFiYvKALAq%2b4A/698VGW5tHVMatyWQtcHrpGI%2bp4alo1OllZh1INiRgSnzn4CZKSaFUUjSpB/1jg6vOq2r0xkibBTTpInixSB0Pcd8e0kl9yfoMRfBObCWoqKEvqKr4ib9BexGK0se5whGDiVNQFTiYvLT2HKWG3Y4cUaE0ChR2PvY4Amhh7FL%2bhthzRRlctRk6KGItv0wJTJRBOAJV5dF4cCG/NYXbzwxqp28BVEoYG218Z7mmZ55RwutNHUyQhAYmpo0NgR3LG3W/THOF/43XRSTV4aGIoSjyWux9sAKnbTSUnUhUx1KLOSVvd1JPa9ziF4ppBUUmvdHVgQ/kcLMxzXPoq12SGokjU3vFCH1D0uRfHhM0rszNRTVSMIwmpdUWhlPqMEVSu4KtUVwVxKL8IJZZ8zq5JtzDAVc%2bfMLH7XxqEsibXdFsdWzgffGW/hVWrHmJpRCxeqhfVKtrKEtv7nGjPFNqIQkL56gP%2bO2JDEEzN11KNv3IGpEW4O/1Q/thzkKh44F28MvaxFgBgSpPMwEUh3O9h%2b%2bDKElaBSVYMzEWPUfa%2bADeocNxIb6jiWWhhogtekLQIvKHUED6A4Bqs7ysUkrmqhjUR7R6hcA9BYdNsJM2yqqzZ6eKldSiveZGbSWA7A9sK%2bJaGPM4tU2R1tNUxcmsKpvbYDY2IwNUB0Zp1qfHkgjTLK3KajTT1D09RdNYAIdf/cczIUrU7xwCMXFgq7D7Yi6SnmR/haTL6lJGG7hQqp74OkgfL6pBPUmVkALntfywpTB7jGqZTBEpvw/ysUvEc1TF/SenPIR8p5RcehIxobu1hpAcE2Y3tYeeM84S42yZa8ZAqTxZncBmkUBJCV1AK1/8e1sWPxLJf8ANsQeupD7YPxKjczF3V51T/NRBUrKXYLGgFzuW9fpgzL4/wCS/MAJ17gdO2PnURytI/5iqNR2C%2bvrgvLowaVkZiTq%2bY9emB%2b4rdQCqpDSV0NbTBgq8sqL0IP91vTB1ascytJBXGO46BticSHHfGsXCyfDg/EZgy6li2sq9i3kP1OMjy3Pc1ziGtqjVTpLHUEMY2snNzAAdrbj6WwTwkjnLGwv%2bA8bDM2DNpUy%2bleRqkO7bgE72xlnFHEsdBE8rv4krE6EvuzeX0wjzevrqekkqcxqpXjGyjVux8sQVRUzV1SZpjdzsqjoo8hglK3ydx15ffkSv4Pz2ooeK6DPJz8RNTziZwT821iB5bGw9sdssnzHL87oYa/LqtpYJTygOQdVt1t2I8sdL8vp%2bYAX1dyO2NG4J4lruHZg1E9g1tcUnMklv9%2bo3xKq0eY13KJjvJn/2Q==' /%3e%3c/svg%3e"},"private":0}},{"node":{"id":"trey_grainger","path":"/people/trey_grainger/","excerpt":"CTO at Presearch","content":"\n","name":"Trey Grainger","rank":4,"bio":"CTO at Presearch, building a decentralized search engine powered by community. Experienced Engineering and Data Science Executive with a demonstrated history building incredibly strong software teams and products. Particularly strong background in the Search and Information Retrieval, Recommendation Systems, and Data Analytics spaces.","linkedin":"https://www.linkedin.com/in/richardchenxd/","websites":"https://presearch.org","countries":["United States"],"cities":["Greenville"],"image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/trey_grainger.5600032.5a096f9b3d3de0439b11de61e957d5f4.jpeg","size":{"width":427,"height":427},"sizes":"(max-width: 427px) 100vw, 427px","srcset":["/threefold/assets/static/trey_grainger.5600032.5a096f9b3d3de0439b11de61e957d5f4.jpeg 427w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 427 427' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-63b5d0dae5971d8fd65e657e9b52e2aa'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-63b5d0dae5971d8fd65e657e9b52e2aa)' width='427' height='427' xlink:href='data:image/jpeg%3bbase64%2c/9j/2wBDAAYEBQYFBAYGBQYHBwYIChAKCgkJChQODwwQFxQYGBcUFhYaHSUfGhsjHBYWICwgIyYnKSopGR8tMC0oMCUoKSj/2wBDAQcHBwoIChMKChMoGhYaKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCj/wAARCABAAEADASIAAhEBAxEB/8QAGgAAAwEBAQEAAAAAAAAAAAAABAUGBwMBAv/EADQQAAEDAgMGAwcDBQAAAAAAAAECAwQFEQASIQYTMUFRYRQigQcVIzJCcaFSkbEWgpLR4f/EABsBAAEFAQEAAAAAAAAAAAAAAAQAAgMFBgEH/8QAKxEAAQMDAQcCBwAAAAAAAAAAAQACAwQRIQUSMUFRYZHwEyIUcYGhscHR/9oADAMBAAIRAxEAPwC5mSYxlHwkZbwSLG%2bgSeIwvlh1GXM%2bpG8v5QolR11tjpFltPzZqM6rGxQVItmHQHBT8JwNrAU2XlJP3Se55HHmtVtkh7sc%2b39W2iADbCyYshFQg%2bElN3GX4QCcuY9zy9MAmJMjRg68UR2nCShUpZBI7DicUOxi1LfcdnIbSxDYzi17LOgBueljhO/BO0El96oynHg6q%2bQCyUDla%2buLGi0qOqha6bdc2A/aBqKkxyFjBlTTETMl1KnG5bZupCWXbrBvxANicMEVKTEhOuVCKtURtFmg6fPc2%2bnle41wa37N2PeDb6ai9uEJIS2UgkE874YVCnMRo6qXULGLEyPodAPxU9%2b4OJtQ0SNsTpIr4GR0GTbqhoax20GvWeS5S6fUWvFJcdS6My0puAAeWF0uWzNivxGo4VJBzWQsZkJ5a/jFvOeZKpj5juIgPISHV3TmcI0BP6R254gPae/EnPwvd1OSy63bzxxbQjgdOuuANOc2aRrXtN/x5yU8r5ImOAODzVFR6s%2bqU208tpCU3PlH1EAXueYGANow81UPgOpcZeO9CkL1HUd8Jt803TXl5S2sFIHc6344UxaiuXL3aWSpCTbMDz7YsWUwJLmtQzpbs2eN96uf6rr6qRPVTnm7RQlkp6pJ1J/GnPFeyqrRWI64EcSVLSApazz6nUafviGoGWFLPikJW1JAZW0DY6kWJPbX98aDSau5HhvCM0ZCG75QBdRANuGD6P02%2bxm4JH3Nvx4pgiu1RqkLkrpaHJbawgsNufN3B6Y4VqrSSIypLLsQyWlIJQL5RqFA35EWwPTKhU4777z4aMR5QygtHODyHfAm2s9cmfEQgZdw2CUjhmJvr6YfqE/p0ziTk48%2bijLmxPD3DASlVQRHb1jMu2XnAWCAsA9%2bYGE9Xiw5dQekRA0SuxuSoW6Ww3Uw%2b82FSHWUsrOiXDextyHLhj5o8LfuIZcUlje3O8zZcuvfT0xlaeIh92ixPzGOtvOqtnSNfHtkXHnNKahT5T1o09ptbDiMyHWxZSSOFxgSm05VJd3jqW1I1Ngka%2buKRFTYWzUX5KxJirbKi6lQsbW004C2Mt2i2iFTXu0RymKg/DQ24fKOwxpRSfFsMZwOKoiTFuNwUZXdt40SrxXG4jbrMd9K1WOv1BQ%2bxSrQ9Ri4hokxnmp%2bzzolQnvi7pR4g6n7HUaYwyrxVqKHo9nEqF9T8w/3ir9m22a6YsUma%2b/EBIXGcSUlGYXshRP0G5Ha/ThZw0McUYijxZRtqC034LbItWlNwXnvCSWXHFBppDzoKcxufKBrwBxLt1h6UHHG5Db6s1nBl59Dzw5252gFK2ai1XcJkPIVmQwk5Ql3NlBV/NhyN8YN79fenSnJDAzySrfOhRBJ%2bbQepscQ1mlCrYA9xBHZNkmu67VsD6y7K32VLJVYFCCQAeuPX4sl99sb/M0RdAWrQYiNmtpHHzHgz0h54jIHuCiQDYk875fzim361JFvp/jGd1Bs9I4RHdbv3T21Tmg2380g21WmgsOUuIpwJdssqc%2bcpPXEShZsDYqA6YrPa3IZn1xU2EHBHslvzjUEDQ/Y8vscRDK7i4ORQ76Y09AB6LSOKVXiQhH73dtkqHkvmI6EcSPT%2bMcKpT23bWy5FnyqGtlcR6HBMe7zTqQlJWkZrJPD/nL1xwprniKVulE5m/L/AG30Ppg%2byFTJNRm1HZyC1IeUpmK6thSSeKyMyCe4AWPTCUpslDiRYpsCOtseJcfKnkMuqQCpLq272CiL626g3/yx2ZUh5CuihmA6Xx291xc2pXhZaS2qy0nKD%2bkdfzjWoJelU9EiKhTrVglZI4KsOOMSS6EVN0rNwlV/toMaz7Mq46w07FU8pveDeJCTrfofQYq9XhbJTFzhfZzj7pDBX//Z' /%3e%3c/svg%3e"},"private":0}},{"node":{"id":"tony_henderson","path":"/people/tony_henderson/","excerpt":"Tony currently is Head of Europe, Media Products & Services for Intertrust Technologies Corporation.","content":"\n","name":"Tony Henderson","rank":5,"bio":"Tony has an extensive commercial background in Telecoms, TV & Entertainment technology and is currently Head of Europe, Media Products & Services for Intertrust Technologies Corporation, the inventor of in Digital Rights Management technology. He has also been a strategic adviser to a number of ventures including web video platforms, a shared payment platform, telecoms service providers and blockchain ventures. Previously Tony held a number of business management roles at Microsoft’s entertainment business helping operators and broadcasters to deliver Pay TV and Over The Top entertainment services. Prior to Microsoft Tony ran a leadership network for CEOs and also held senior technology and business roles with the BBC and the music industry. In 2012 Tony published his first book “The Leopard In A Pinstripe Suit” which is a fun perspective on today’s business world; he continues to write on various topics. In his spare time Tony also runs ultra-marathons, recently completing an 83 mile run along the length of Hadrian’s wall. Tony is a graduate of Edinburgh University. Tony believes in the ThreeFold Foundation because it will drive open and widescale investment into cloud infrastructure and empower those at the edge of the network to build new localised and global services and be rewarded for their innovation. 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Besides working for ThreeFold Foundation, she is a partner and group CFO at Incubaid, one of the most disruptive incubators in the tech scene that has supported a portfolio of over 15 start-ups and successfully exited 6 companies to large, international corporations as Western Digital and Oracle. Sophie holds an MSc and PhD in Electrotechnical engineering from Ghent University (Belgium) and an MBA from Vlerick Business School (Belgium). Prior to working at ThreeFold, she held positions at Bain & Company, the management consultancy and Proximus, the leading Belgian mobile operator. ThreeFold could quite possibly change the world as we know it, and I am proud to be a pard of it.","linkedin":"https://www.linkedin.com/in/sophiedemaesschalck/","websites":"","countries":["Belgium"],"cities":[],"image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/sophie_de_maesschalck.36a08ae.de92ecbd1ea1c5c59e1c99b525e3afeb.jpg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/sophie_de_maesschalck.36a08ae.de92ecbd1ea1c5c59e1c99b525e3afeb.jpg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-3ce6fd89959ab0e1f0ddb301343d7680'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-3ce6fd89959ab0e1f0ddb301343d7680)' width='640' height='640' xlink:href='data:image/jpeg%3bbase64%2c/9j/2wBDAAYEBQYFBAYGBQYHBwYIChAKCgkJChQODwwQFxQYGBcUFhYaHSUfGhsjHBYWICwgIyYnKSopGR8tMC0oMCUoKSj/2wBDAQcHBwoIChMKChMoGhYaKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCj/wAARCABAAEADASIAAhEBAxEB/8QAGwAAAgMBAQEAAAAAAAAAAAAAAAcFBggDBAL/xAA1EAACAQMBBQUGBgIDAAAAAAABAgMABBEFBgcSITETIkFRcRRhgZGhsQgyQlKCwRXRcqLw/8QAGQEBAQADAQAAAAAAAAAAAAAABQQAAgMG/8QAIBEAAgIDAAIDAQAAAAAAAAAAAQIAAwQREiFBEzFRYf/aAAwDAQACEQMRAD8A1TRRQxCgkkADqTWTJH65rOn6Fp73uq3UdtbLy4nPU%2bQHUn3ClBqm/aJrvs9F0wyQ5wJZye96Bf8AdULbPaY7xt68%2bnxSmTQNJ7gVT3ZDnBP8j9ABTX0O3tYLRY0tIlUcgAgou/MbvhfEWxsENX8jT62X3vWuo3K2uq2L2c7OFyG5D3kHmBTSVgyhlIKnmCOhpV6zs1pGsQSe1WaLIVwJY%2b449CK4bhru9tZ9o9nNQuvaDplwvZMTz4GGQfiMfHNdse9i3L%2b5wycZUHSxuUUUVdIIVXd4mqNo2xGtX8a8UkNrIV9cEZqxVQd%2b90trup18swUywdiOfixFaWHSEzZBtgJlXdBZajNNquo2E6o7TBMMgbOMZbn603b662p0y3FweEycaokMxBSRiwULkKCCc%2bHTFLncozQ3FwkagxyGNip8mXn9RTPu7pJtV7K3S4FzZOOFJYndF8yuTjPhkedCM%2b3PiekpqJQaOp64dZ2ojvexubGFQJHjYQoZUwrYzkkE564x0rwbhpbq73wbb3Vy65YGFkXPCDG4UAf%2b8atUF1DcXL3PtLoGGZ1ik4QrAdWU9Dw%2bIx0qnfhwuhqW2%2bu6lBHwwXYnmAHRVMi8P0qpGHQA/ZFkowU9H1NG0UUUpBoVnT8Ve02WsdmIH/NC13OAf4oPuab2sbcWVjbNNa2d9fx4JSWCHETH/mcAj3jNY83iXWsartTq%2bu6weNrgIqhEYLGoOAg4h4Co8i5COAfMropbfZHicd3mpXdhq0bW44kRTFIn7k5kH1HOtB7M3sN6eO5hxMRzYjrSK2Oto/8AOIEBHFEWJ8BzwB9DT/2YjjSzWRoxjAwaIbzbHaCVrkBvg2lXQdE9ksYAtxqQaF58YEcYHePvJBwPWo78Mus2Gm3MkU0iKt4oijfPJWBzw/f5VeL7Z612k1VUu40kjhtmJDDIBdgOn8TXq0vd7oVlwMLOJOLBIjUIPPoPHpzq1K3OrE/YffYpJR416Kh9PMdogSEt2YAHCzlgPnUrHKsg7p5%2bVKg7hBGpWYpA9tJkAjl6EYpK79IoGs7WztookuJ27SQKoB4Ry/38qcGnvmKRAMFW5jy5dKV23unPqF9qV6mTLZOOFfNUQHH/AGJ%2bNHZW%2bBqJYwHZ39Sq7F7NqbdnDKHkVezB/Thj4/D60xBby2k5t4yOyUcXx8qgtlUNvJcQMrIU4ZIw37GGQPh/dW/SrVtQnMkuRax85HPiB%2bke%2bi0DO2h9xvaV19N9CSWxMWdLurx2LSXUxUE/tTugD3ZyfjVhuF7gA9/2qP2fVF0ixWNQEZe1wPDiJb%2b6lH/T5ZP2pyldVgTzdz9WFv7ORlEau7nhQZJPkAK5bNakHv5u15e1EFcn8pAwF%2bX1qE2tvha2KW%2bcPcOFHoBk/wBVGabcnAGSCOYPlUt%2bSUtCj1LsbEFlJY%2b5/9k=' /%3e%3c/svg%3e"},"private":1}},{"node":{"id":"simin_gerards","path":"/people/simin_gerards/","excerpt":"Simin’s career spans over 23 years in the in the finance sector.","content":"\n","name":"Simin Gerards","rank":4,"bio":"Simin’s career spans over 23 years in the in the finance sector, working closely with institutional investors in Turkey and globally, specializing on the capital markets business, trading and exchanges. She has taken place in several primary and secondary offerings and placements, organized roadshows and investor conferences and events, and have built, led and supervised sales and research teams at executive positions during her career. Most recently, she has been the CEO of Erste Securities in İstanbul. She is inspired by form and harmony, and finds great outlet in sculpting and designing metal artifacts. For me, the internet is a platform of freedom that facilitates global citizenship, a new stateless economy, possibility of connecting and sharing of all human knowledge and equal opportunities for education. Living in an emerging geography all my life, I experience the significance of this digital freedom every single day, yet I also clearly observe that, its inherent value can only truly prevail through a democratic and borderless distribution of internet access. I believe, ThreeFold’s technology is the latest and much needed link in this digital evolution, presenting a key to unlocking the potential of a neutral, diverse, fair, internet access for individuals and for creating innovative and smart solutions for its business partners globally. That is why I am a proud supporter of Threefold on this meaningful initiative of bringing about positive change to people’s lives via frontier technology and firmly believe in our ability to do so.","linkedin":"https://www.linkedin.com/in/simingerards/","websites":"","countries":["Turkey"],"cities":[],"image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/simin_gerards.36a08ae.9fce21db32f9a746a329b2c1510cb3fd.jpg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/simin_gerards.36a08ae.9fce21db32f9a746a329b2c1510cb3fd.jpg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-361eab9b2b7a601d6cf1738a45461a78'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-361eab9b2b7a601d6cf1738a45461a78)' width='640' height='640' xlink:href='data:image/jpeg%3bbase64%2c/9j/2wBDAAYEBQYFBAYGBQYHBwYIChAKCgkJChQODwwQFxQYGBcUFhYaHSUfGhsjHBYWICwgIyYnKSopGR8tMC0oMCUoKSj/2wBDAQcHBwoIChMKChMoGhYaKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCj/wAARCABAAEADASIAAhEBAxEB/8QAHAAAAQUBAQEAAAAAAAAAAAAAAAQFBgcIAwIB/8QAMRAAAQMDAwEGBAYDAAAAAAAAAQIDBAAFEQYSITEHE0FRYXEIFCKBIzIzQlKhsbLB/8QAGQEAAgMBAAAAAAAAAAAAAAAAAAQCAwUG/8QAJBEAAQQCAQQCAwAAAAAAAAAAAQACAxEEEjEFEyFBUYFhwdH/2gAMAwEAAhEDEQA/ANU0UUUIRRRRQheXXENNqW4pKEJGSpRwB96qfUnbNAtt5VDhwnZbLS1IceSoYWR02eYz1PpUb%2bITWrrc9OnbZvLjSEuSdquDu5CceeOfvVHNie%2bsd7FeVxwdhNTa0clMRxWLIWxdIa5s%2bpwG4b2yWEgrYc4UD5Dz6eFSqsZ6cnP29xp5suNSmeQoZCh6Gtd6clqn2K3ynFIUt5hC1FCtwJI86gfBpE0QZRCcaKKKEuig9KKKELLnai0G%2b0u%2bK2Dct5ByfH8JFOmklrRMYACSnyPnXL4i4Tw1oy7EcQ0pcRDiyUg5IKh169AKZoVvmyNEtXCLLSzKLwaUskhI4HPHvS0ov2tjFcdeE99tNvbjWuLdY8ZLUku7FrQMAg9Ku/s4jLi6EsLTqgpz5NtRIGOVDd0%2b9VnbdNyrxohu1XGa3Keddac37AANqhkHBOaumFHREhsR2xhtpCW0j0AwKlA6xr8JbN9Wu1FFBq9IJBJvNsirWiVcYbKkHCg4%2bhJSfXJ4qI37tb0dZ8pXdEy3B%2byGku/2OP7rLuu220a2vjcorcWiY8klRyThZxz7VH30RO8SlLIA4yoHkZOP%2b0z2BV2uph6DEWh7n3x%2bP6rY7W9V2/WrsW5WaJcmG2Wiw47KZCELycpCeeepzSDSb8yXYZFsLue8H6Kv088fUcHJHHSq4du83DcaY848239CCtRJA8BzU30jc5cdXdIW0EK/eQMikJ2ubdhQdimF2gHhXP2MxHYiimZIGW9yEhZxuJ6JGepA5q3x0qi7bra16ftPyzrSbh3me8ZBB58CSen%2baVWTtiSwltE%2bATGJOSh8qW0nOBncPqHrkVfiYsr49g1V5HRc2e5mMJb9ftXVUW7S9QK03pGZNZOJSsMsHyWrofsMn7VKapv4jZgTAs0QK5W646pOf4gAf7Gq5Dq0lYMLdngFZmvC1ruzynCpS1r3Ek5Ks85%2b9J0NqdU8k/mU2cenPFdNSPNuXJnuV7XAkhXt50qtjAEdTpVvK/pBp7FPdYF33SwcgBvxz9BJH2RJjpexjcMn0PjX23fMNOpTu3Nk/wAqcYbHdSFsqH4bw3Jz4KHUUoaZbS4foAUOKbEJJDltR4WxEnB9r2qVsHKiEpGTilcdxRTuc/jkj3HT%2bxTfIZ711tpA/MoZ9qVpcDwlFs8JX3QPtjNMsJtaDXO2or//2Q==' /%3e%3c/svg%3e"},"private":1}},{"node":{"id":"samir_hosny","path":"/people/samir_hosny/","excerpt":"My biggest passion is learning about new technologies.","content":"\n","name":"Samir Hosny","rank":3,"bio":"My biggest passion is learning about new technologies. I got my Bachelor's degree in Computer Science and then started working in a field of cloud computing for last 5 years. I think that ThreeFold is stepping in a place where no one has gone before, stretching the limitations of technology and how it can help people in their daily life actions.","linkedin":"https://www.linkedin.com/in/samir-hosny-58b81394/","websites":"https://threefold.tech","countries":["Egypt"],"cities":["Cairo"],"image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/samir_hosny.36a08ae.a4ed7facdddd7c47be5054ce1501d204.jpg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/samir_hosny.36a08ae.a4ed7facdddd7c47be5054ce1501d204.jpg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-180711ea14bb60349b7bebf04f7b04a8'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-180711ea14bb60349b7bebf04f7b04a8)' width='640' height='640' xlink:href='data:image/jpeg%3bbase64%2c/9j/2wBDAAYEBQYFBAYGBQYHBwYIChAKCgkJChQODwwQFxQYGBcUFhYaHSUfGhsjHBYWICwgIyYnKSopGR8tMC0oMCUoKSj/2wBDAQcHBwoIChMKChMoGhYaKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCj/wAARCABAAEADASIAAhEBAxEB/8QAGwAAAwADAQEAAAAAAAAAAAAABQYHAgMECAH/xAA0EAACAQMDAgMFBwQDAAAAAAABAgMEBREABiESMRMiQQcUUWGhUnGBkbHB4QgWMtEjcvH/xAAYAQEBAQEBAAAAAAAAAAAAAAACAwEEAP/EAB0RAAMBAAMBAQEAAAAAAAAAAAABAhEDITESQRP/2gAMAwEAAhEDEQA/AC1JPL/cMsZlDRlVbB765qWqmWlu6vGrNAzEc9wDkayio50u4qAUaPp6eDyNYtFLFXXaRlPgyxsVIGcnHbRwenFuTckdht9vqJoVd2h6kiDYJYj9Bnk6n7%2b0G%2bR0rxUtHSpTLgt4qNnJPVwc/tpqs%2b1Kzfdx97nqRDQwBIYXZOonADNgdu/qflplX2UWaEdM9VVVDg93I%2b701rcwtY1FV4TQ%2b025wyMk1LQMnWsrIofLLwcgk8ae7dvO33i2I9CD4qOOuJz5k8w5/HOtV79i1PLSNLb650fGOmVAUb5ccjUta01m0twLTXCN6epaRZI%2bk5SQZx5SPT5aM3N9IyoqfS0yVby26Ngiq09UyjJ7ebGfpoCryw7joHnlaQyFg7DjBPr9NEpg3u1pjzjLGQ5%2bGSf30EHW15TzMFEhGfmGB/fXjNHYOgblSCe%2bB6aF7mn92sFxkjDeIsDkAf8AUnRVmBqQOw/jQrdC%2bNa6qIFgHQjynB7D/emwIMbEudvse1rVBU1EEEzwK/hs4DZYZz9dMHvsE/nSRSD6541Gd9bLrfDjkt9P7wkiR%2bGVTJXjnPxz6HX2y7e3FR2aCpeukho5ak0fu0bA9L9OA3VyQOsFcD11HkWrTsTwty1EckPSj9WPhqNe36aKO32%2bRhiRZG6HHdePT8tLlNHuOjusgaarV4zwDMeecYw3fjnOi2%2bbddtx2Cx0l18IPNUNKJVjKusaqeosBnAwR8847alMpUnpnI21mDXG7S0dmlYqxeONycdyyZ0DpZOuemfCljPIxOdMNfH4EtJFEpWKBQqj4KEx%2b2lW0ykgMTkKWx8uCdWS1kF4PTyBaoevfH5aGX%2bo6YGK%2bhX9R/rRGFFNeM/bIBzoTuFj7ufD5LS4Ud%2bc6eMnpjvK/wAMUsNPDLUQvKFAEMrKHU8nAHy12tvXbT2OO1gVNOgCxpCIz4qEHIbJ7YOD1HQNKGmqrqlHXxJUIkbKhk48wwcA/I66LV4VRcZ6M2y60zA5bxHZYwPiDnkalSxPTtmlSC%2b2Litylda%2boSSanyPEULkj7QOP/NZXu4QpWxCEqZhKlFGob/AEdTnHrwFGlGqlpNuXKeO1K8tRLhQHcyMWJ%2bpJ1ptfWd0UNHWIyXCkqZUq0cglZAST%2bGManMa9/AVa3obbnIxecnOPOMn4Y0r2sAUfiBfN5yeO%2bjtyqMUlQwVeXbH00GtsfXT08KcdaEnn4n%2bdVS7Iz4M1wrqa0xNV10wjjjbOcZLEkgAD1PfU0uu/6qSojW00iKEYlZJ/Nk/HHpjRD2qVTPcqKkB/40ieYqPVi2B9M/npAMEjFREheRjhFUZLHsBrpmE1oohZrKzY7PNdtq01Vdq12rbhKZKaaIACE%2bYDgfaIOQfTGuCtp90MFgjqIj0np6gzcj7sap20tsvSezO0GoDe90kKS9JGOzk/odHaWzy00wmpYozKoDLLIM4bPbpPHw5P86nyRX1gf6RjYqbE2LSbGtVTu3dknjVdLCahVk7R4HHH2icAffrzz/dFfDe6m9JJ0100sk7EgMOpiSQQe45xq2f1C7srnslNtuoSDx53WpqJYGOHQf4qQe3m57%2bg15znidTgjy9s6bSXSBwqsdV%2blGt3tBpa23eDdIvBnwSXTlWJ%2bXppx2nNDXVdO9DPFNGsQB6GBIxyePv1CFpfLjHOtsKvC3UjtGw56lJBH46PwV%2bD/9k=' /%3e%3c/svg%3e"},"private":0}},{"node":{"id":"sergey_ivliev","path":"/people/sergey_ivliev/","excerpt":"Founding Partner at Vlinder","content":"

Sergey Ivliev

\n
\n
\n\n
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\n","name":"Sergey Ivliev","rank":4,"bio":"I believe that the majority of people are conscious & kind, and if we join sync we can have an impact on a planetary scale with the help of ‘modern magic’ engineering. I did my PhD degree in financial mathematics at Perm State University (Russia). Being disappointed with the unsustainable and inefficient financial systems we have founded Lykke, Swiss FinTech startup, which has pioneered many cryptofinance solutions like first security token offering, first natural capital-backed token, first non-custodial DEX on Bitcoin blockchain. 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t9iBcleXhGRD0pzEZbahyaqKLUhBNJfmdxesc2bF65HG4b1mK9qQFunfelPPCKwlISBtSZNrb28hwl42ro5WpQk9EikKH1JeCl0pJaE1%2boH0pZC14SiCcZiUikspdLIdBNHdwPNAr/UlVCwMvwtroU72or8J66vN/K89GXGIP%2b5IfU8DThAw1EfSmxeHjKHZlnPDAQF4VXuWl4VZpP9yjCCyK3lwitplkgkqrAQScnOC9eCE/nDbjo4oyyghIoKRcpCBBrydUEtKlIEE1FhtS0PgVenVBGIEFcTEHx11xOrSttNPtKAFKDLqKH6vrzgkz8kJdOgAvxlmr9b2V5HPxT8mj6aTdcpl6g9EYQ5DTrX3HdioDtm5HtewoDiffxc0EWfi5mswCFQ3oi2pNjUErEXjn4LVzXOmDTvDm4SmqL8/fl%2bxBNQaDZYMZMVIE6LOhc1qohgb3Wkmb3T0l9OODCor1o7niKhtpGdKUnoSgiDMlXA9Aafx/9qfF4SaPs68J0/FKQhtdZifglLxUvsxNxh3qAM%2btXw5P6gb2L5mARTXVrLcwQum8HnqbF4sd8ur4wEy%2byU9CV9BCyqDCkXjwPrx1bsHPtang4rsXdc6dRXlQOJTVhTI1NbQIBTSoCGEC5ykQC%2bGuJErQ%2bFfMjSV8DXjA2iCgoobRkpVGZu4mE4MuQ3QtDF8X4U/LcK8r0P6bH4tf8VLyjkPiN1NByPwwZFM%2bRZ07Bf68rzmx2gh9ZoschDFC8/8gqBdnzrCS0xtxF2fVA3DvtDrdNTti2ehW8NzmiJCUNrT0vOfhmCsVBBLSJKujloTCIEKUmLLRYXfxS0MMBb6abN7PXNAu0PqpEPGXsOxe88Sj0GjoeRKA/4T6eUZPzfSqVwYRIKGioKbh0FmGHduPCFkd8d3APwqm/99vmhPDDeyALuYyndN0PRNjThHvojIlAzc0gZPmfQzhVGA%2bK%2bX3k/at7d6E8O59n/ybJvtiepHuUt2o8z0G3Sc6FEBgS85%2bIdemNNQQIxuqwsr0fKQ/iEHr%2bDEpp0y1Roeh%2bGIUXaTQX3PkOcScOINptNxJOHUbiyaNI8vRA3KkTeOB1AlddN%2bPUuuUI2b8dmRdOoTniGrpjQvGYymC27zkknjuFa9QHHHVej4OkgvP7duPRo3pB/kP2Jc0HzPvytmES4nAK%2bFTMD8eweC4eW2koKSuvRaDbISRSU9MQHkIdXjgGUqKp9XXDNdctuL17FzJPeKLUyxsVp89BFhiEwtMUCrt24dxae5xYtwrnXdYh4theyEKDUBF8EfFexxFD5rd7J80BG3gSvOl3EUpSHZP90H0MUoCKACExDkOARv7DZ/yR2P1IAYyAzqcor6jFkU1Unna5IIfGVxa7rdTmJp88iFrK4t/nUFaPobB4GI8XqVnoiYpF07UwlJz0wZ0tu3HG3gFBu10QsMMZuedPoSjwAqI8DiOUOkAf113YsdoevjQnsLBjzyGH28cgFajCQEyEUvnzJPipxDeS9EciQEkE1NY3YZvDCritX4Wwo98izucUKr7zQ1XQebymsvZLWT6epFNI3A1BEY3D%2bf7eqLl2GdWBF5HsfgxFNEtUfOePa3u2IJ76grhTx3HjyAFcPbQfxyn%2bNyxbjIexyejqf8XrPl9fspeP9qkUPC%2bX2IgEfEniGwp8qCk7nsB9/z5sWjgLZ7Y44e6JI8iimG59EIafS3LwE9nP1A/II0N4IgyksAg/shep1AAxubdS3miKuI57Ht/i2gFXBOzcDr%2bdO3CeKsUWuyWwoyGooJiGJ2p8%2bF6koTico5QqJyr7PiJhEAFfAvxzBLDvdFFLei8yGnazpuEQjbZXDu6mGf4YaiJvYYBG5DePivBWUYfnJbnICvDGbQKZTv19B%2bWKfsr%2bbUQUU8CVPS7wcFqLY%2bsdsHvFUuyjnmG%2btSU8j58k8M8%2bK31NCPRKukMhyfMyqJQQ8KWe/5z3eRhQYnrc0IoDu3fDZeVSnNy5BZeOHUQo1fCim1fQm52E1/VVGCgtRM2dEGRcOMMfd/VTpehOjEbVrWDE0zzgtc0ZW5ctgtP8WVg%2b1RrzrSywdP4clFbU8SdAbH%2bfBy8mQA0mEbzYDGnxDvATBPy3RHAV9P%2bA8JuhsF8wB7vWrsIuygmeu7bh9unjyA25SjP/DaRSXY8j2cfSAPTgtAfSCHQGJc0obyp31O8foUZnw4L5mGVmwv9qxERnAjxPnOTgm1Tgh%2b7lY/n3qjP/IOm3si6QEdBH06BqZv5vCRiJBNYas%2bYkNy6ehpZ1cLJfhS0ODji0ZTMuU81PCLmOmyfdcPFbV/jt2oob1Pywh6SX9rvCf98unGFd4YFvscdxPexmz4KZrg7MJunyP6K6H/WAP/5iY%2b9QwCNVAGkCVIhdoOpZgYwqn5asRfXg4HMDzxdXg17enJQkJyLU8yi2rluDzUTAHmcnBJ49i2vnfXB6pwsO0wzg5ugAr63OOL7FGe7bNsFt60Zsd1iFratXwnXDeiywnQoD7fGYbKiPpbZTEPcgER2936uz/6ekr475Vk1zJ1eNxJoHJN2qEGj5cgI%2b1xvw4YgIKE1LQXqQL4KPH8Vual52OTvjqKsr9m10ImnPhv0MazgvmIltyxdh8%2bJ5cKHj2oXzMG%2bKDRbPmI5l5H1LfX2Yk/cX21rDZekCJMUnqwkY3tuarK95MCLEunQAkkmeEwoK%2bC9J%2bLQqBAIqMtJRcCsQqd8FIuDIfqxbOBcLbW2wct5szJtsglnG%2bphjZohltlZYPcuW5D4Dc2ysMdXUFLamJrAxNsJ0EyP6bBr2U4d4hKpASkIK2mn4Yfsc6gyFpNkZ1PCID0RUj8Ma1Y/FmKlC4Et7gS%2bpFMw7LR3P8SgzAxV3b6DkXjjir/rDi%2bZ9R/L0sulTODArPT3YGhlQkjPGLIrvaWamsDYyhIXeREw1nkRZ3xTr5s6gUFkDb0qgni6OSE1KQ5uKAPXaqocf8mFGX/UzQaWQ9NhP6BoCejkJQhKUkqCSzefACq8//ow9KG3peIbqvDxUR4WglkbbfMr6UT5e8N6zAwdpknNZQQ3NDFvMsSDghpOIDB1YTdLBTBMDLLI2h8NsW7gsW8AHn4B9rgg%2btBc%2bOzYhlRTQRgmWEyCJdcH7fZpRV5Xo1M80JSrXeL8H9c2qMii9QEwUmhv3jlgmFUMIYN9vof6cPabOS4xHHTU1TVTfax7cRR6Vv0jv0whyO4zLZFc8jsHnwD4c2ewEV4eV2Gm/HLvsl2EvlcwDGxzgsWUjLh/ch3CPI4igbtLP1QWpLAdQo9Ug7%2bB7FDO7Qix5Smm9F8ELD0DlLd1D5E8EcAVIYkMuOSpaNFIadOPWj4ErVODZcMIW2uSyE247XKDMiEVLejyaU2JRG30HOTeuIMrXm5qik4g8fxYJQYGIvOCNgMPf4qzrdnjt3MqPF8jrN2j4uU/NU9zZk3hIvcKVfTtw4cRx7tmeJz/yhqtR9YhbrtR0eGqvqyTP8Sk1j8OFJ8IMPIVAMyegW/WDgeSxsXLwhDioixIbC8mD0UbVJlhpWu3ghAlfj0Lc5fOQp8SgNTMRnTnpUKYloPZBJIoibiHt2lXcOXca4V6euOd9BiGeHlQt3HCd7Dad36FGKJYao7RLPsi45IsUappCPQ7iCJVNB4d1CAwKQXFZLYXDM3Swoai9X/jhs0X6aI%2bB7yM8vSrQQsxrfiLrFUKAS6NZkEqjhK1hnw%2bKv7aIDxjZd5q6%2bRTYPfADLl2%2bgbFfjcF3NMjIU%2b%2bjMS0WbTkp6CnIQVd%2bBloyktEQdw%2b1cdEoi7mH9GtB/KFmwmV/JJIa4i/6IsnvHNIDfZH73SXkUwUpuH4ZWTQ13vM6hqDDuzFJWw9jxmjDwtwKzhu349rNCFTLlGinBknZ81xwIv%2bto1sgQAWcH5t7hV%2bMm7s5eFUO6Fb/ZDS0JA73Q4hC8gMka0s7el8ip/AR9uw9DF0dYxyjjq8z5wHkmXFozU1BZ2E2uoty0UujcBcdW3PS0EREKNJToEiOw2Mi41F0JEoiQlEQEoTC61dQevs6ysJCUEIzQjHNBjk0JWaQooKP7IO%2brhEm6ZlAZ6IBviEixo6diGnT5%2bKo%2byk8TMzgP3930p5ayCkNREAdEcGMgWV/zdqgAi6%2bryXKn/3WJ5MkxKFE8J/B2Y8odN7R84Ji8CmS0/Ow/6A7rKymwcjADLq6xtTFOaC7MBU9ZbnootG3p6wQ3aUFREAe%2bsqL0U3HrvxstGVnojk1AQrKD/WJD1EdHYHKyFA8oorx%2bP4d1FD5LKNhiVk%2bDVEVNCKf2O5C3p8IfT1jIsEYhrSm/iQTaE%2bYRGRMgB6Rs2jxSpz1uYis3FL%2bq1U7zSUtNDozBdQpugYRwhXQIPGoqARpq8jkxAhgSYf14ewRVFRMIjZu2g5jI3Noj9ejowXMzKxhZmqDceN0cd3HGz/SyNtF4Pury9FbVoyugmz0FBeQ5aO3MIeT0JqbQQkyDnIioCH%2bPlWNSDTERqExPhq1MUTIvTA8IquMDiUirmPB9FnkcV0O2kDflBOgxxWhIkNPIGPCeF0KEWusWbcRp70DEJuczX8IbaPqJG97wv9OkJGhJkCmzo4CAfyn46ZOnuGZxFn8Z%2bWVIfhaON10E/T1TWgRPRjqm8HEeLJgRpawMJuCSbQ5C1MryPJy8LyhFv21lRgg6yokzxflo7u8CN0lBejMy6RwoOSYkYQmUoEs6QFksffpPA6NdF4TfZfKZxSqiZiOvDRcdD%2bKMaO1OVhmRobmnHiRAHbU1THk5BgbTeYETSQyxo3VgbGxBZbZrcapM5RbiqvRwnoJIoL/pWiD5K8o6lV/PtLcOYBWSijsf3SuBIfCYY0zLCym8LjTJWOAdXUN%2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dffLH6BSQhZHi/p%2bm6hVVpgBjR8rbWwkU85V262GRcVm85R9k0gzn6zpGxQkuuBSwPYROvU3nPm6z70JKnGMIZmEMkP/roo/rODhPvA4FGCYUsjYkkZ6XENT76A8A8GKrvbOlnTyMAALc2RNIotqZTwped3d7Y0Dbb2IzvAWCY8CCihEo2UVPYG%2bANVAVwfiaD5uI43wsbxcxXX31VFDdJAoj2dpwYr0%2bACDXimhevwwAwnrF5aZL9TPapA4oBJuNChESHkE/Jmvd4dCBaQAcMlldeAcI130WBeQwToG2XSVlLb4hbDE9jvFoegN98800xRe7vUzTv65OAAcFOsXlnV9lC6OWXXy4AhKw%2btew8sykvcqTQAqB/8ZnNxT7d5bV0tsHzHl5cMzZ7/Xm7I5f7TNAUQcJAdqHYAFC%2bZo9PeBApgBsH2955553266%2b/VjgQKUVQFkKOfdUKEOmbN%2b0PYIFq8qWXXqo5ca5xoms0JiIIgKoEo4x55Z09/xQ8MRgYWQhRdkDRCJ6Sz1V%2bNIKGqCKxgKd5ibcZy/C8h8zP1vSlH2H1wQcfNH/K2WHDexY471exMgOweFSpDOyIujrBBgq9EGZKcuc0pBiQ3/xkbz00yQ4QTzKawYRKh%2bIbrdFQMaJYcRSnI400UhtzzDErtQHRoDwgtEJFfQsvWiFWpS4x/8MPP7Sff/659GHccccdYWwPRG98Wr73GRCjjjpqG2OMMepcyGCgBRQQpH0AeQ/huUGKhPyoKYwABEAUROgl9Vg9mdg444wz4kilGTzaaKPVEaoa0D777LMRv9XLSwzXoyFi9r333ms//fRT%2b/7778v7rsXIGPy/DA8D0oSHORJOR/MwT5/Nn6hihtLcZ04c5CWknB0w5Eypi4DpbOyxx67OEn8ZDPV0LpY09zgaVLgA4IsvvqjdHmzSL1aoJpWsX375ZXmc8d99910BgZ6ej0d7ABL7vxcCaXFA5mJ%2bmat7ZRJjEF5L6gFFTK0ciloySje8qwOrMMfhz8DRYnzicPTRRy8GffLJJwWCP4ZaqFDr1157ra798ssvZfy3335b54qjTPT3PM6Q4XPzyRyMD7zMw3Xf68uaJ0troSWNEuVBfheYtya8RCDQOx7WSZaiWkDoAcgExB4tkIbef//9AkBaIqTED/WEBPH0PQBCf/QE%2brCx8X7ACQONnVDEUs15jNfcS1DToiuu16sxxucHEQRPvJtET6u%2bBfWwoPe%2bCYwyyiiV2l555ZXytMWJHVji6Pu8iTZRY3/66afFAOzgHX33lPU54IbO7nEthpuvpk/X871jPJ7VZFgRlg0YT%2bykIzUBlHJTb3RaGJDv3NuLoXuktDfffLO8bGFCfd1DkVHPwEJO3H/%2b%2befFEqnS8/F%2bxkk892HX0733fIxOWBiH8frMnKMjAGHrAOWzJ6dkDfXjieH9QtczyWQFxntu5JFHrkLnww8/bG%2b99Vb9BBYDhISFjGW3fpTbqj0i%2bPXXX1fhomzuDRjWmXyOuDmGAcDIPWGMY188xWiAJBS0%2bp0gxc7%2be9/RcAt1YnjQT1qUCqm9fP7uu%2b/WUf43ITWDCVjBEUeGoz/lV4fwfvruDR4W2rAhsZ94Hw6Pvj4YTqcpqioE8vtaXkna6OOv936omcEzAY34EU/UZxjvqsulUpMR9/pR7vpT%2bEiRwFAuh3kxVn%2b9ca4lNANGz47MOcLXV5DDxvO8jV9zGihUeN8eWy8QvfH9eeIvqSYTQ3%2bVorgW02%2b//XZ5W94NAAa3feaP4bxv/RDaxzjGKJnNyRgJx/%2blCfle810ELhoQ2keAc9T/QB3ex37i5fcASAz2nnGMQjOG54Gg5vaMjQuG28LSjxpD/g/9rQnUDdn1NQ9MsorznL6jCT6Hpb1OmLc5Zz6Zc4QuqS9A5Idh9fsAGyEo3QvccM7N5OLtvjZwTgStrpLXrQZpg10cqzUDWcIa2I6Pe4SAMpg2MCz0j0dT0IRpEbrhVBx178VvuDzO9wHhvwBwISj3AERUAsaw4X0Tr9blDCNuVoAMsCpUbMw777y1YDKg5al7fvzxx1oPxIPDJfWw0DkfZmOe7cvy/k1X5hc29AwYoQG9V0OlANCj3b%2bfSwsFPWMR40/agzRjrcLyKtuGiAFVewAAli049NdXb3wqPJmhr%2bf78jcpM6GauQwbH5uGQyAsGGTVFHr1CKeD4e96IExUTS2mbWQorKRDawkA5Gc3lqDCwX4B76sTxLrnY1CckfVEVnJ9AROlz%2bKsF7/Md1gfwuThOgAIg15Zf49imdxwbGVS4l8FabGjqvPG1jXr7QCAAQAQDtYe/mytZdL9esJnIUVDhpmZoiZ6kLVCwmU4U/QZIpkhIASIQTz8ewD0RchwTRCk0Vodj9LK3rzLI3oAYLwwEAK0QNr1J0vwcp9aU9%2bjfj/5HBngs3v7xVLK4pTl0bS%2bbB%2buBkcAEKr06/3EZIxPaunp78hLFk8KGilNOa0vKa9/xQYExY5S2NbZxx9/XAVSJt0rPlD6gqxfhgMgYtlnqwhlb3yY1QM5/B60SuEYaRKhdWjUA9B7PZMzGI%2biv9qewLnG04wFgF3gAGCTVIEkTcaQGG7yjCdMwkcfFk7eAPUMHRbrHsAAl/v7ErkvjvoiaUQI9AD0wphqr8%2b9uW51Z8mL/ryaHx34QRMD1AYEUgioCewnWvrabbJvlyIqixqp0nN2eZXmUqa9PGAmFfbrkoRDdqwyr%2bEqtc8G/Y5S/UwuXu3jZhiAiFW/UCFUNi8teKQ1qg4Qz9MFgpcfNYl/Rlh5AgAzPB8GAABoQHKfpXG26G2e2F2WQcKCvihjPM3IgiyG9%2bl9OCMEiAIghiUd9aIYIKK66TjXKbmyVvlrjy95OrU2EKQ61Z4NSPsE3tykxM2mpSOvoz7WCKX8r3PbdMpnv%2blJKKYsTsbQsh/QG9zTP3rRh3D9SKqvs5Pv%2bwVHFLbfaHTOMC8xCKC8bpEj/WX/zR4ABvR68MYbb9SWu1gPiBEuLAEA0PKbQJrhOqbZxMwrcs9G%2bOxA6S/7AnFSWqrbXviy4QqA/wAyz9Ovgk%2bNmAAAAABJRU5ErkJggg==' 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NdNkA3qgsxmZOMzvgwDCVFsDlKw1e1hXjQVY8n3bV4wpp/rTYL6d4eOOPhgW1GhnT%2b0%2binlBczo9Ebfwb1pz9FWcwZZO/zQc7BvWhk/jcWZMlzBeUpGgCBe%2bVEqIhQA6jOiEFD7hKArN8Ev7oVlo1QdnKcNLxlD3gHQIcEMMfHRT6KLtF/1zaYsRS6m1vCjylwZLs7kg/sxUxuGi5VFeJCaS6UUcFQMFVSfT0R4%2b6GdC9P9MeE4HZDPp73NeAJS9/V5hIUHTyA9sQE5AZ%2bigtMsQc9DWybc/GNqhpPlZWYr8tHwz5vDJ45gd6WWtTnZWCYA1JZSgwiD%2b1mK7yPEHYjN/w4AYRKAPW5mhRYfVJ0hQJaVlaBHPYBb6tA%2b%2b8DEGkw0IFxVSOd3wbrPngf9hx7vR2ccGqPL7ID/LGQn4mzzKtZVpXRhFg0hwTD38UNu61tkOG7G90x4ZhUpFDm6biYFY95SnSRKllIiGZLXIhn9IwfhjvwakSJv342jB8HG/AFy%2bpFzg1jEafkuQehgMHWBg2APUg%2bfgBx9AFxarwsYRWAkszfHYZ%2bc06wkgc8IQE0SQBy5mcfMMVWVuS/BCAXn/cr0cABR3/jenzyH%2b/BlpXAz9UVp5kGg5mJmMzPwlhmKhoCxRQYiLiDh1AcdAID4WE4x6lzjLCvZCTil9YKPO%2buwYPmYjxtq8KT5gq8ULEp6mnG69FO/HpxkmapxE2%2bfy%2bfkLISoKqvkucGB5pqpQdEEUDqKX/EHPGWJ0ZLVwIo%2bh8AFK5SQE1eKsb7OjUe0K4pg0yFFQDmxaIRzoiWmZ%2bp4AR5eNcOeoAN9rq544C7K9L996OIXlB97ChG48JxsSQfd1myvqBzn8tOxeOmavYJpbhbkodX7ewUmQoPGgrxihXm1%2bEe/ELAv/I3/jY3jL9fP4/XU5242VaKbxjMhexEdDbWyHODvQ3VagCH9yAjOADRn3oh48wReXXoLYC0//58QOGqYaiCspxYBrCiD9AAmB9UybUwpJIKEOcD5sf6McWDbowIQzp3OfKIP5SsBHOZSbjEqvIF13l6wpVSBe62VOPl5BC%2b7WjG7dJs3Geuv%2bTzn7sbOSipuNNskpRNeM0c/5Up9vfJfvzj2jkqoQ03GvLw585KXMxPQ2d9NWWbh%2b66CgKIkwCyQo8jxt%2bL84I/SgSAdAEgQQ2gJPM3F0aWALSsbIXL2MCM96qrwOxKD/gNgE4qQYVJjT9MTQxhoaYCE6EhSA08gtboMFxijt6s5M7XluEZPeUvbKdfD/exyRnFo/oK9gk5%2bKaymLvfjTccrf/KnP%2be4/F3dWX4pb0Zv3Y145%2bL4/gnFfDTUBNuVnNc7qrGDaaJkr/VUV4grxlWpMVLE8wJP0EAnrIZKhYXRzLeBdC8GkDBiitDy7NAUrQEIKrASgAzqwAschoUjyIFZoZ6MD0%2byOqgwvX8bEzlpqMhLpp5noxbZXl4UF%2bKb1vr8aKdEPr68JfeXjxmDn9dVoDzifH4PDkJtwvSoTyyD3dKM3GTB/aMqfFrTxP%2beXEG//hykdNkPR425uKH%2biIsNldDWVsJVWURlFXFqKSPRB7yZfk7JRUgeoGi2GB5fbBOXB4rTOUu/1YBy1eHigSAbDWAjNgITQqIRoh9QM/vK0AAWBjsVAOg/GfHBjA7OYILNeW4U1OKjux0jCRG4zIHo7tV%2bXjWUI4fOtq4k0P4rpHlLT8Hl7lSXVxRtHsv5tgf1B72w9n0ODxm4DfyU/C0Jgd/XxzEr%2bdG8UNvLe435eFiTSEGW%2brQVVuBruoydFQUEkCCBJAXHYxYmmBi0D4UxpxaBtD8OwCaCHwlgFYCkONwSVocxpZToE1eKJXDkKYMCvN7BwCNUAIYHcDCzDinxB48qKtEHwE0hZ3GecrzZoUCj6qL8OemOvyoasM19hq3K0poiEXojIlBd2wMhln%2bLteV4HpHPe6za3w8rMR1AnjYSCUs9uE75v6d2hxMNFWiv6VenhPoYf6LeWAJQAF7i4Sju%2bW5wYJoAkhbAaBkReD5miUu3mpKYdsSgBo67EiPehaYFdLvXgLQiRlNJyjyXwIYUgMQV4XnxgaxMDWKz2ZGca2pBuM0varTx3COB3e5IBV3ynPwXVMF7jLfzmcm4FpFMc4W5uNsTQ1mi4sxnJ6GRcr%2blrIBX3e14OHsEL7mRHi5LB3fsVP8lmXy66pMTFNJ4vR4F5XWx0rQXJKLyvQElkFfFMaFIZHdYBxb4jzOA%2bICqQDQUpgmR%2bLlS%2bOa4Jcukb0LgDV2qJu7KgG8rQJTmmFIlkFhgixXAsC0JgVmNADOzY1jsbMFN%2brLMJjOpopNyoXsBNziZPiY3d5icjgu0bgW8nMxV1CIK02N%2bIrrZkMt7tRV4VFrNf%2buxAIPajIrCueLknG/uQiPORB9XZ2FSfpJLwF0VpezB6hjfmejnCoTVaCA5Tb5%2bD6mgQ9yI46rrw6JC6SaFGheCn4lgIKM5SvEohlaU5oSJQGIRugdACv7AE0VkArQmOASgPOzY/Kc4iLrfh89YCAhEmdzxFyQiS%2bLUzGVGoNpjsuquEjKPwrdYaFoCQhEa0AAKnbvQYnfHpTt9cN8ShIe9tTg89JUtsxURr0CX5WnYYhdYi93XlVViiGmQhMrjQTgT9lTASk0wBj2Atlhx9RnhpcAEGjTSgD56cs3SshKUKTuBdZU0DgGO9s1KbA0C7SpW%2bF%2b5TIAtQeo5GU0WQVoghLAzJi8stRTV470Y/5oCT%2bNkaQYzOex7c1Lwlx2HEa4hlglkj28EeW8Hek7fFHkvQ/NBwPZ6mbjaQv7gpkBPB9tZckrwvX6XHxVk42rpWnopvOLq88CgJgDRADyfIC/H/JjQpHOHiD6sKfsBsVZobrsJQWsCn61CjSVYE0Za%2bcgjWp6ZQp0tanPCPWuBtApd3t6qBvTo/2YZxUQAMSl9MHWWpTR0WvCTkIVGYphpsJCNhujsiwslmXgVm0Jvi4vwTVFPu4XV%2bBxSRkel3PVlOE5jfbFRDce0wPuclD6kpPilZIUfEYfEVeJhQEqK0swwl6hMT8DFWyEYlhC8zmd5oQfYzrskt1geVLYMgAxDywF3shG6rcA1D7AFKACutQKEOcDxVlhAWB6lQcsVwHZJhPASD8WRBkUAHo6mJ/VqOUPlEedQeuZk5R7OPqZEnMchS/UKPB5pQLXyhT4gvPCXEYqhuPjMMHZ4IIiDd%2b0VuHZcAuejLfjDg3wankqLhYkYKaxUgIQV4bE3SOjHIUlAKZAzJH9yI0OQT7dP/LQTnl6vDQhRAJoFiZYpFZAY16aei1DeNcI14iLDIOdbRoALXKNCRADncvnA5Y7QT5OauBMjagV8Nn0qOwO%2bwmgkV9YnRGPYnaGTadPovHMaXRwl8YUSVgoy8Z55txZ5vBZNk%2bL%2bQpWBQVus8l5PtiGp%2bMdeD7bh7s91bhcnMj04cTI3kTcKdJRUSQBjClbGUg6ipOiEHv0AHIJuzguBJEHd8pzgyXxZ%2bTVIVkG/1sA6SuaIXpAU1YM%2bvjFSwoQa0xcGWIKiOFnqRmSswBhTIj3JIA%2bzE0O4%2bzUiITS11iFBn5pR2UBMo8eguLAfpQFBqCOamiLOYNxesLZshxc4DxwmT39l1WVuNbciNuNtXjc3YJHHIOfz7EUdpTinCIaVwuT8Rm/V9wp0sZyqQbQJgHks/4nHvdHbmQwStlQCQWknDqIYnaD8vKYSIGi9HcB5P0eACpAWZCEHrasAsB0pzoFRlnWJsVpcQFghQrEMDSueW9K3B80LgCo7/cT1/NbKfGk8FDEenki3ot5uX8fyo8HoCXqNLqTo6iCXHzBVLjEqe6LslJ8UV2NL4oLcau5Co%2bnB3BvXIWzJUmYSQ9nH8E%2bQXMtsoVjcIcAQK9qYBC5bIHTTwcii35TzTFcVAFxx1hhzGl5WqypIIVBvg2%2bYRUE2R2K8wICQJsingCaJYApSk5AGBX3AIiLoz3qW2SWyqF4HOdnxEnUCeEDohRyKBKfF9fvavkDFhbOKDwZjOIDexGy3QMFRw6hITQINZzc%2btkkzZP8bH4mH/MxnZ2F8ZREzDJFLjWxZ6jKwbDoBfJi8aA6G%2bcGe2l%2bhQwggzNAqQZABh0/CDmhJ5DJ1VyQKa8RittlCqJPooamLm6UaipcCjpVrgb5%2bNYHRC8gFdCcHY1ejQKmNGtE3gShAaC5TWZW3CHCR3mPEF8f6%2b/COA9wmkoYamtgiarFQd%2b9WL/JHH0dA%2bgLO4MUXx/E%2bXgjx/8A0g/tQ5r/QdRHhaI1Lgqd8TFop1oqjx1FDTvINtb0fsp3WhGLLwsTcJcl8IuxMXTXl7O2pxBEGUY6WuUdpenBgVBEniaIE2xoctkM%2bcl7BcTZ4Wq2w%2bIegSaabyMNtoGjuVwSgsYLNGkgpsI1JQmh6FeuBtDECVHcEdIuT5Is3SwlgIgbJMT9QSM9KtkOn2crLO4lyk5MxIYNxti00RTKkYuYr25AowicaZCwZw/SDuxDhI8XTu7chTBvX4R7eiGYCgnZtRM5gUfRTfOcVsRx9zlLlKXhq4JETDW2oL6iXNZ9VXWFvD1GVZ7H3T/OfA9VA2A6pQTtlzOBIuKYvE%2bgnopqzBeBp7wFoHhXBaISSADJ8ZEYVIr8F/JvxiQ7whEGOc7SNs1AxXwglSA6QP49xDF3gnDGOArnpGfizMkQ7Nt9AKamTti8yRRr/6SLjIIW3L7zZ6giItEcFADFoQPIObQfeUcPI/PwAUT5%2bOCYmzuOODoh0tsLjdGhWChm45QfL5ufuxyKruYloD4xAw11rbAytoSLvQt27/LBmSNHEEWTFXNANgG0lSq484HIPLUfRdFBqExRd4N1imTUczKVawWIlT4gusE1IZzghpYBtMjzAkIBYwQwKRxfs0R1EJfPxW53sjff5/cp3n9/Mz54XwubNltAR8ca2tqWWPeJPnZ6H8PVh29w%2bfIdqKIj2f6eQn0wfeB0EOpCTqIu%2bAQKjx5B8t49yBZnhlnOFnjQ4o6RG9U5eNxUhAV2qNGHTuLS%2bWtwcd6BT9ZqYc2a9/Ev//JHfPzRZuhsNYSJnhncHNzhxRHb39MDsYGsBFS0uDbQIU6IUO4CQF2OGoYagAYC00D0AmtOngrEsEodoDBAoQBxt7iQuVDAIh3/PDs/cX/AaHsD0uISYGuzDevXG%2bPDP26G1lZL6OvZQUvLElu2mMu1la8V1/Tj7ot/4vziFfRHhGAyMRL9nBN6YsPRx9UechoVlH7%2boYN8fgrzmXG4Up6F6xU5eN5SjrYTgTjmcxS3rz1AQkI6tmzUh56OKd5/by3ee%2b8T/OmDLfjoQy386Y9b8acPdQhIH5s3GsLMyBoeLh448ak/StgwtTLIdg5GIvi63OR3VCCMcM2ZMycwpFIHLyQub4URN00x8P7mOlTl5SIuLAL79xyCne12GZy2tjU2rDfEv/7rhwRhBAN9B2gTwFYRPJdIBQeXfRieu4k73/0NZ4enMSSCZAs7y1F2KiVOQmkOOoaqAOZ/WDAWOZV%2bWZKFm%2bUKKqACKR6eCP00HLduPIGyc4DB6cHQwApbNhlSdevx4QebsO5jXWxab4DN9J4tG7k2mWDLZjNs4u9v5HMjQxt47%2bD8cZLmyLa8lXlfr1Cb4TKAkPBgjHarb4AQua7k3J0UHYsDfv6wsnKFrq41v8yUMjeXEtcVUteywrq1elKSaz/Rg7GxCz9nq1GBhXzcSDM8E52HS7e/xzff/wMLPcOYiArBucwULIpb9BPYghNCB7vF7vAQLHKUvk5TelBfwnY5F0HWLlAkl%2bDq1Ue4fvsBrMwdqQBz6GmbY9MGfaz9WIsAdLCRG7CJSwSvtdUcutpW0NNVLx1tsSlm3DQzWJrZI5SNmXB/qQKmh3i%2bJiY5Dg0sMcnRMfDcsUdtZloW/CcLfom1DFhP1wZ6ejZyl4XkxS5/QvoiHz/6SAdGxs7QN3RcBqBOAwsYGLuivnMetx6%2bwpNX/4mLg%2bOY5Uh8IScTCxnJmEtLRF9kOLrOhGA2KQ636PB369j3nw6Fv4UjGqt7cfnaEzz74Rcc3H8UWzcbw4CBaW0x5a4bYuM6fWzg2riBEKgAbXHMPE59ffXS4zIytIOBgQ10%2bH/rqJZTNNE2poVQgagEa5zdvOSHN1E6IgARrL6%2bLf/JjrltSwD8Ii4dkuyKrlQAAAmLSURBVBWBCwCbN5pg7Ue6%2bLd/%2bwifUAEiJYyMnPgZa/m%2bKIVbt/BzXDt8gnDu%2bnPcff4Lnv38X7g8MoVRcaEkIwWfZ6djMjYGI%2bEROJ%2bWjJul%2bRjmRhQcOIrDls4YHDiHSzee4/U//g%2bysgux4RNdGOpbw0DPSkp/A39bPq4zYCoa8rctoG9gyw2xVx%2b/oS0M%2bVwsE1MHvmfDeCxQxBQU6SDSYM0WynsdDUTIRwSuy6D1DfgF3FEDAwcuexgbOZKkIynakqodIdkSgA4NaT10mA7iucg7PV07qQAh/00bzShHawkhp0RJAL/i7rM3%2bPNf/y%2b%2bmpzD59z9y5wMR6OiMBYeibPJSRgKDYMyOBypXnsR6XMYC%2bfu4Kt7P%2bD%2bt7%2bgoqad32fGdOOO6ltxt00JQF%2bqYu3HW6QJautYwsjEAaZmTjA0ciAIR7lMTLnMHGHGNNq02QQBBw%2bzSmTLuWKNoaGDzBUtLSEfdfDG3E0TExcpbWMTZ5ibu/NLXOXfZmausLDcLsvee/%2bxTubiJ9yZddyFJYPU0bZhTrIisDxqa1nDzskPc5ce4smP/wuPXvwVF299i0u9A5iJDkNLYBCGw6IwHh6N4dBwekI4olx2IDuYDdHdH9HUMYFjkWXw238aulpmTFFHGHNn9RisrrYFf3srPvxwi1SdPnddADCzEMfuAGOmszEBGJs4wpQtupm5E7YQnCNLZ6PmXMEaEzMXucuGYtc1y4RBmpq6MGgXmHGZm7nJ1%2bTrEsA2QnFj%2bdmKf//DWvz7v38s1wbmop6evTREYZRqAJQrYUQncqwd%2bhynYsqRqKDhfvEEA%2bWNKPP1w2BIOMYjojHJ1R4ciXCnHajJqsDdx6%2bRpmiCscUOqlSLAZvzd53kvGHAVFi/Xgv/8d4GrOXui000M3OGFqEYGXETTZzk7psLGCbqR2Hq2jRSUU1KWY1ahQlaWG2nXBz5IskJGFSEuQjQYpvcefFobe0BSwt10OYW7hKAeG3LZtbl9zfRCHUpdSpI357KsJEA9DQQtmog6Bs4ws4tEBGZSoyee4jFy/dx/sZT9FW2ot7/KHppfDMx8agPOI0Id1/OGGehGr2Ctr7P4LHrEP1mLT3JGpYMws5OKNCSpdhIGq7YfV2an7WNO1Vori6Bmp23smYMlq7cfWfY8H19po8OIcScPgklx/M1FtY7YColzt1mgELyFlYe/LKdcpnzfRvbnbBk0GaEIIK3IARLmx0yzz74YDNlRfPRVXuDrrYagGiOxGsiHXR1bGmKFnB2O4Ts8kEML36Dxc9vYmb%2bPKYv3Eee/3FU%2bh3GKPO/3P8k%2bjuncOPeC2QV92Bk/hbiU4rx3gdbYUhHd3DcCVsNAG2mnIH0JBt5DEIBovytlZ5mwTR2IjA3Hv92QnAhgG1MCRtulgkO7vYjgFymAIO2sPRgvrjKwC25syJQOwcv2Nh5wpLB29rzkSDMqRZLLqkOAUKogMQNjBwlQH2NAoQPLKlAVwNGhxCMjFwQn1aLyvZ5TJx/gLNfPsf8pcdIOXQMCU7boAqJxcXzt/Hw5f/G4oVbyCvvJ4CbUPXPYfNWK%2bnsTk67ZEDi%2bWb2JhvXq8ufKLvGzHvR/HzyiQFLniF/24axUDH2YhO3SQCmJrZUjQk82WjJYUiPzi9yWwRlRhC29l7yub2jN6wZuLXtLvmaFUFYEYI1H0XgpgRnbbuD4Jyxjp2YOY3RhEoyFOVQlk1reQBi9yUEeoMIwtP3GGqVi2geuo7pK9/i/NXHOOPhizCHbSg7EYmv7/0ZP/39P9EzuIjKliksXnmEi9ceYpd3gDRqewZjZeXO33dF0Kko7D8SApft%2bxmYi%2bwBLLjToiQKFYjKJIzR1s4DjlSOSB1LllctmqmH%2by40i2FI5L8wPpHb5lSA2HVrytvRyQfWfG6jASBACBVY2%2b0iCA%2bZLuJ/hCJEO6zFoEUqia5QlFBdpoAOA9eWMGyWIWgTyMnQTLQNXkbjyG2MnP0GcUdDcJQHlrLNF%2bMdw/jxb/%2bFkakvMDB9Hdfv/QXfPH%2bNhNRS2afY2YuN2CYBuLrtxv6DJxAckwlvvyD6jbkMcgsbJeFL69YZYiuhWVi6wcnZU6aPjbUrS6ERfHb6qE%2bIaHOXhAJECpiYb4OVnfigN//BFzb23vxBL3U6UA1WNpp0YNCmGjO0sqaJ0jjXUna6TAGhAEOWSwMDdR8hQOjqvlWBUIez2z5k5Lege%2bI6WkZvoW3iDlKjFEjcE4jL15/h3tOX%2bOzyXZy9%2bgRfP3mF5z/%2bHVVNA/wdR27Cdm6QyGk3adxLlUZPAOd3C6nr61viT%2bxNBIBNbNqEVzk47uJU6cUS6IENGw3g73cAnRUKrPnjh9rYwi8wp/yFAiy50w7Ouxm0N2wdfZgKPgxaDULI38Z%2bF4RxmlHy0hN4QGLnRQMkUsHAUANAgOABCyDCG/QZvKgSunwU4OISi1DRMIIRDkw984/QvcChp/c8bjz4CZ9ff4Brd57j8u3vcO/Zazz78W8Yn7vC36UpW7rz2HbJR7Xv2C0vAdqKpmfBNvrDP21VewEh6OhYcfPc4ebqDRennUwNQxw/7I/uqnx2gjSP9zhabtxkxuC8YO%2b0W0peeIAdnzs4%2bUoYDgQhAVAhojKIZkiYpoUmHUSg4oyQNg/CUEAQ3aMEIR6dZFroc2oUj1sJPDg4AdUNg1ANXsDUhQfoP/cMn997w%2bAfyd2/TxVcu/c9u8dXePqXv%2bLKrafYtTtIljcXFx8JXgAwEiksAdjLVLOkMhwctsvm6KOP9NghGlAl5uxfnOFKAK4uu7B%2bnS52e/lCJe4TFI6/lbn1wR%2b16OiWEoCj8x4JwYGPTlSDfM1lz7IhWoryKIIXEGTVcJdBCglupOR0JATuvrFQg2hEXAjEefk1oQR3971oahlAR98CZlgJZi4/w92HhHD9Ia7efoan3//MIeolHnz3Bg%2b5Hr/4GSHROezvHeDi6iMN2Iw%2bYCzTzUFTcWwlAGfu8oYNeviQMQkzXL/OWIISFcTKwoF/a8PayhllGUlYI3sA5r42c3TtWkO5gyJwYXYiaCcXoYI98rnYfTsqwYogTC22q1NG9BGiS2SQxgxONCWbqCaxIyJg0VeIJVppsYTXiL%2bFQjIyytDWNY3uyRu49PX3ePbiR9yj4T168QuecgK8/eQnPPn%2bFzz69jX//isq63sIk4bmRHXa7ZT9iImJszTxpTZeQHFx8WT1MZU9yscf68kl/MLU1J7Ba7FMG7Pdt0dwQCD%2bHw/8hKPFPgY7AAAAAElFTkSuQmCC' 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\n","name":"Roel van Sabben","rank":2,"bio":"Roel's main focus in life is positive growth. In all aspects, he seeks to push boundaries that help him, the people around him, or even people he does not even know. He's a firm believer of the ripple effect; the more positive ripples you send out, the more people are likely to be affected by them, to in their turn replicate the ripples. 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He combines several disciplines and different fields of science in his coaching work. People are often touched by his stillness and inner peace or triggered by his sharp observations and straightforward messages that effortlessly uncover the essence of your being. In whatever way you come into contact with Rob, one thing is for sure, that it will change your life. ThreeFold's intention of creating a self-healing, small-scaled but world wide Internet seamlessly fits my idea of 'One world, One mind'. As humans, we are already connected at a deep level. A level before ideas of separation and perceived differences. I see ThreeFold as a physical, real world reflection of this connectedness. 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A passionate, collaborative and decisive leader, he’s demonstrated the ability to drive change and build, motivate and lead teams to achieve outstanding business results in both developed and high growth emerging markets. He was most recently CEO of electric motorcycle start-up, Zero Motorcycles in California and had an extensive career at Hewlett Packard including running the consumer desktop PC business, a $6B piece of the overall PC business. He currently lives and works in Silicon Valley where he provides executive advisory services to a number of start-up companies. He is also a guest lecturer at the Leavey School of Business at Santa Clara University and for the MBA program at USF in San Francisco, focusing his work on international marketing and the humanity of business. ThreeFold is setting out to transform computing as we know it today, in the most economic, socially positive and sustainable manner. 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bGcomTGKpiqUQsr5YCo3CZOFBOBsNlQEuS/eHx8oZS%2bt/z0sAeHX8HU8ogyuPX2KB9eWcHWgFW1RQeiiA2yhUJV6WLHezXFWyDKDv%2bDigAu2Nqh3dUI9A61nthscbNDMwC8SwKpAb1R70P1Zm6KTTBkRe2GUpTBxKgHKggyoWAqy6AAMpMXgu68%2bfP6y%2bB8xDgv3%2bjzRr%2bHp1rXBJ3/7Cm00MK1%2bLrTDHqS2NQocLRBzcD9iDr2HNEtT5FAHCt2tcY6WuJQzQYnbCZy1MUONqzMueXugikJZbWOOBnsLDIR5QZ7CSTBHQo/BTlBRgtm6Wnx7ZVn4rRjP9OvP/Vy%2b9wDoN38b0G%2bVw9rjh%2bjj0NIc7IiucE/UU8xyrEzg9eqfYP4//gkS2xO4kBKJzoo8DFzMh6KNDrI6j4NNIGLNj8D3r68hyewIZwMOQgSmI8YLI%2bliGqFow89jnyzMbk%2bkxp/FXnZeewqAkYKbbmwD84M9qKWA9bAtNtL1nT55BGfY2tKOvgvxX/8VMeamyBV54gw7RSmd3vkIMRLtreHJ1%2bz/8icEHXwb55yt0UQ73BsvwnAydSUrCrLSPHz/9X3mHXi2vrbrHiLs7Y%2bjLwNAWMJEJkDwH199iZaMRDRH%2bqIt1B2Vzhao5yzQyN5fQTNUYWGGS1bMsL0DapxIe65yWyuU2p1APcWwglpRxrKRhntDnhAEebIYYyyBXrbAr%2b5/CGHuW98eyPCr7hf6bUpg1/WBVeNV4vZm1HAM7qI9buUA1O5rhxb3E1R4czQ5WKCDwtdma436k5ZoZTvs8nHhAOQBKeeJLmb%2bko8VpHH%2bGEyNxGB6NMZzkyHNTsXDTz/ZUv61XTdOYVuU9/QmqZchbrxI8vX9e2iIj0EnfUCnPydCsStbHFXfxxYXhbHY2hy1DL7W%2biRq7W3Q7uWO/tBgDIaLuQJodd0gldApUlClZNNITjKVPwl1eTlY0M3ufNfum6X0e3iP0M8YsOtWGYGe688eo/vcaTT4uaIniMEwu5d9HNDOkbfJx5ElYYdKawtUWp1Ao7sbesRB6IsI44wg5iDF/VgRuuICII2PpLdIwHBKHLUgESdf/Qtc7Z3w9/8w3h/wwhT4HCB7cJvciwAwejoz4U6xNfRdLEOVQGkORd2h3uj249xP09PNSbDLzwMtHi5czob9AQ5GfRRFGT3%2bSHwg%2bml0uuLF6I6PRn9KPAYSKIIJElgSAMvjFri28iF%2b/PGpgMDPbqbcdeV27%2b4T3N5u7NwltqyUoyrMB61RInSE%2bdIqe0PqSzb4uKLb0wW9Ph6Q%2bQvPuWKAzlEe5ccp0p/CJ8ZQajgux4UQgBgCEIeeGOGKciysX/sz3B1csLh4F18%2b%2bN7QdTa7AXat/39X%2bNsAYHSFxjtD1zfzoJX14KK/Dy6H%2bqMz3B89gV7o4GDU4UXB83RFv5cbZD6eBMIdff4eGCEAQ9GBGEygT5CE0lGGQJYYgwFOhl2cGqUEI8rkCOLEkVi8ch93bn6G1fW1zTuVjPPACx3h9wNAj5/XHvTbwvTtv3%2bLCzlpqBZ50xSJ0BLKRW/f4u2CRg49jbS7LQSi3dsdrR6u6PB1h5QADcYEo0cSgnoypjM2HL2SSHRHidEqDiAgYQg3OYqE8EQsXXuAhbmPce3mR3j85PHWuQjeYPUf3Gytf%2bHWvl/LAP3OLcy7b4sXrpB8cO8uziXHodLHC5f8fFDJDFeLXFDt6YhSurwSjsalHnaoIAjlLk6o4nTY6OOGDjKlMVKE%2bkh/XI4ORQdFsTlERFPkh/rQQLi89iriwiW4cucBy%2bBTaGZuY2nhOn54%2bIjnsGnEfqZP%2bpcMc1t3uOz7Vf0f%2bp/9nwDhtjnhjrkbN28YACgizav9vFDuTbPDzFewBIrd7XCac3%2bugyVOO9si380BhfT/lQEciMTe9A8EjQxoCQvkQEVAOBDVkx2F7g4w%2bef/idSEVNy69wAz8x9ifvk%2bJievci3i%2bvW7uH//Ab755nsK5OMXLuJuvPT2%2b32/tv8bRcfY/9fWnuH2%2bx9hVruEfIkEMVZmqKLyX6Kvr3KyQZGDFQGw5Vhsj2IHOxTb2aCYU2GVnycuUSsq2BGqKJK1/p5oDhKhmYG3BriijmN1%2bLH3cOz11yHrG8eNG8z%2b3F3oBADIAvnEIibVN6AW1tQ16LTXcOfOR/j%2b7w%2b3b9g2aLRBMNe31j9igP75Oy9fVkuG/%2bwgpHtLEB4/eYK52avoG5iCVnsDlQVl8D9yBBfY/%2bvcLGh5LVFuY4li9v8Ktr9KD3eUOzviEk1QU4AItSIvlNAVXnCyRR1Fsp7a0MxW2czMFzlaw/rVPyMtNpGZvo/5pXvQLXwE3dLHUM99AAUD183eJQC3oJhYxhRZoVYv8zyuYnnpLu7e/QwPf/hpt2UzaMa%2b/1TVd1/5wcsmrq1fh4nkw58e4ZNPv4Rych6y/mnI5PNQaa6hq0WGGGcv5Dpa4ZK7FappgS/RAldy8Dnvao8SlkcJ22JZgCdpL0IZhbCQDKl2dUC1izAn2KPW2QEVBCT00Dvws7aDcmwGC1c/w%2bzSJ5hl9oU1PX8PY8prUKiuY2zsClSKFWinb2NW9wG0mtssj%2btQTV4hQNdx76MH%2bPv3j7C2qn%2beAf8o07v/o4Lx8eTpM9bb51i%2beguTmmUMDGkwMrYE2cAsRiaWoOBzAlXPJmQg0swUZa62hhG3msFfZIAl1INCb1cUke5lIjfUs9Zr6Qlq2BUq3Z1wnoNRObNexrJJMDsM72NHcLG0GvOs%2b9krnxoCnxMAIBDa%2bY/5nSsYV1zH%2bPgKGbCCSdUNsuAWVMobTMw1qDW3MK27g2nNHei4rl75iKz4/OcA/GcgGF9//PgJPvzwE%2bh0VzExPk/Ur2KUAY%2bML0I%2btoABmQ7jyitQqpcgH1KgofQC4pwckWB%2bjBPeSVTaWqKKIJQ726PIzQnFBEK4LNYk9kODvxcq3FxQYGmBAosjKLA2RZLpQfgdfAtFaacgl89gjgELa35JKAOygGWgJfVHJ67we69BOXXDsCanb2GMz42RDQIzlFM3MTV9hzpxByqWyeT0Ta7r2Pf/7pnGIUePB19%2bTRpdw%2bjYHMbGl6BSCehex6B8Fr0D0%2bjonkDfoA5y1TLGppcJiAYtdc0oSEyE11tvItviOMoE/297kqOvNc5wECp0skOpJ/XA14P7tsg7aYEcs2PIszJl5o/B5503URgTjc7GLkzPvI85Zn/eAMBm8Lq5D9kKP2AClg1LOUW6qxksqT%2bh2gRkSnPdEKxyasWQnDEFk6da2QTgZVk3PoT5/oefHuPBV/%2bOlWsfQqla4gGukm4C2itE/Sr6GXBP3yQud00QAAUGhgmAcgljU1dZj4tobexBdXE5AixPwO1fX0O6ySGUkgXnyYIcc1OcsjRHDqfCVPPjiDc5jISjB5BlfgQpFsfg%2bfY7OB0jQWd9E%2bQjM5i58gUB%2bMIQ/Nzixwz%2briH7AgBylp8QmDH7AgCbwd/m2sy2Sn2NZXKFpboMBctiWnfLyIAd8/BsdQ3fffc3fPrpF7h9myIyKwS6gKGRBQwOLTLgOXRT6PqHZzA4Oov%2bIa0h%2b11SlWGNjMxjlJmYIEBTrMnutmE0VjYhLy4JJq/8H3i%2b8QoDNkER%2b3/OSXMksbYlBw8g%2bsDbiDj4DmIPv4uEY%2b8ijSJYlJiO7qZODA1OUO0/IgBfYmbpc8wucp/CJwQvMECtvWMIXjF5fTt44xLAUWveJ1NvGTRCPrpsKAsN2aSdvYN9GxubFxaePl3FF59/hZWVDzA3d5O99ApGR2YxPDJnoHifTIvu3ikGOYluZlx4Tqh5Yds/qDEE39M/xfJYYeavYYLsUFIfBgfVaGnox6WSOojs7HD8lf%2bFkANvIv/kceQxy8m0tskEIeXYAcQeOUCtOI7S6Ch0NXXxOPNoaxtFe4eS3p/ZX2Dvn72H6dkPt9Y9w98CAELwQsDCvjF4tfZ9Zvl9AygCY%2bWjSwamCM8J4AnbfU%2bfreLBg6%2bpijcxyx6um1mBaoqiNjqDIdJZAEAIdIhbIdMC3YVghX0heOH5gSEdwZk0bEf5BaOk2Ai/TMWT6uqZRFlpK5ouduBiSRXC3Nzg/PorSDn%2bHs5amyDb5D3kmLyDVG7TbG3QfLYcl1uHUHFpEIUlfUhKqoevTz4yM5upO3dY95/RAH3C4D/C9BwB2GKAAICwFYIyAiHsC1uhFASRFFgs6IIQvPC8oBX7bt4mknRtWqr6DPvkxCQDHtdimP12aGTGEKB8bFPhZaS9lIELwUr71cy81vD64MisYV94zyi7gRC8UnkH0p5FiPxyYWIaAHs7MaIjc1FZ3ITsiEQEHDyEtOMmyDU7gtTDbyLd3h6dFW2Q9i6gumUaZRfHkXO6B6EhVfDxOofgoPM4lXMZLa06BssSWPiCRugTAwBCQMZ6FwITllEbjOAMjy4aQDA%2bZ%2bwW%2b6Z1y3ziKtEibSlyo6o5jCiZ2fEZyAQWjG4yQE46bmZbawBAYEGfTEOGLFB9l/gFcwatGKMLE4JvqJ9GZHg1IiPrIQ67AAurSNg5JCEsvBzl53tQm1%2bJREsXpBwxgcT0KNpKaiFX3ENT7200tM6hokqO7Ow2ZGW2o6xsBPX1WlRXqZCfL8XZIinaOnU0W9SAeUEM722KH3v9bgCMbBDoL2RfeI9RM4TnBDbsm9IuQq0TBGSZIiGo4xW%2bIAjFomGNK4UeP08A5gxraETH7E9R8ZWk9xQGB/i6nFknYwQAh0j/wuI%2biEMqIJE0o7BoGOWVo8jObYN/YBGSkluQW9CJ9k4VpHV9iLe0x%2bmgUAJ/HdKxWyyxq2hq0aGiegzVl/gdvYtsrYvUlwW0d82gtlGJ0ooB5Bd28LhyJoHU192nFb4JpYYs0G6aHY1Q/9yqJm9st0ijKE5pNgEQ1j7BsChY82NKIdgdAMa3ADCCIQQvZHhkfI6loNtUfgIglarRR0CEg0kJRlpmC2IldcjJ7UZRiQw1tQo0tqjR1qFj5gaQmFiHM0V9KK4cQk/vMmrOtqKluhfy6Y/QO3aTx2Dr7JhGp5QsHL3BUryOAfkyQVhCV9%2bCIfNtnVo0tqp5bCVqG6bIymsGAFQ6irfueQAmFCsG6gtlIDBCAEAQRSH7Bgao1Kx71RVDcAYWCD18K3Dj/u7tuHLR8F7Z8CyzJYCg3BTG3lmk53QgJbUH5RfUPDGqf7uGWZtlMDPoGZhjy7yOmotKsqEDZ0nrmuZF0n0J/SN3MTj5CWSqu%2biTX4VshL1aQeFS3uSUd93w98DwFX5%2bZWtx4BpcYRKukwE3KMa0wEILZF9Xs71ptKxzzgJTdHwCAEJyhOwby8LYFYT1fwFDvD%2bVR6A5SgAAAABJRU5ErkJggg==' 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So is privacy that goes beyond being a personal right as it is a necessity for democracy to function. A better world is something that starts with yourself. Technology today does not sufficiently support my personal believes of how a better world might look like, especially not how it is made available to the majority of the world population. I'm a nerd and proud of it so let's start doing what is right.","linkedin":"https://www.linkedin.com/in/robvanmieghem/","websites":"https://threefold.tech","countries":["Belgium"],"cities":["Gent"],"image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/rob_van_mieghem.36a08ae.b9b8c09126299972d76b101425015553.jpeg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/rob_van_mieghem.36a08ae.b9b8c09126299972d76b101425015553.jpeg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-751ae81bed8d2576a9d12a889d7d02f8'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-751ae81bed8d2576a9d12a889d7d02f8)' width='640' height='640' xlink:href='data:image/jpeg%3bbase64%2c/9j/2wBDAAYEBQYFBAYGBQYHBwYIChAKCgkJChQODwwQFxQYGBcUFhYaHSUfGhsjHBYWICwgIyYnKSopGR8tMC0oMCUoKSj/2wBDAQcHBwoIChMKChMoGhYaKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCj/wAARCABAAEADASIAAhEBAxEB/8QAGgAAAwEBAQEAAAAAAAAAAAAABQYHBAgCAf/EADQQAAEDAwIEBAUBCQEAAAAAAAECAwQABREGIQcSEzFBUXGBFCIyYZGhCBUWMzVCgpTRsf/EABoBAAIDAQEAAAAAAAAAAAAAAAQFAgMGAAH/xAAiEQACAgIBBAMBAAAAAAAAAAABAgADBBEhBRIxURMiQSP/2gAMAwEAAhEDEQA/AHqUzt2oPLZ70zSm9qW9Ry2rXapk5/HTjtqcO%2bM4Gw96myysHcWL9NhWmIqVcX0MMDbKvE%2bQHiamV34mQUuFMCC6%2bAfrWoIB9t6EWlmZr/U6X70%2b78MpzAQj6WwT2SPCr%2bvhTpO3wQwLah/Kf5rhJUaBuvWvzzGeLgNf%2b6kOg6%2bt0tfLNjuRCf7s86f03o47GjTGUutht1tYylad8j1rVrLh5aEAtxmDGUn6VtePrmg2jbfItolwHnA6wkhxk%2bIzsRj8GupyUtOhwZLL6ZdijubkexM0y2AA9Na0jy7j9aBy4LyTkcqvT5TT5LY77UFlsbnaixF06hkpG9Tzi62pWjZTaBnqOIQr0zVGfxS9qdqK5aZf7xZckQ%2bkrmYbSCpa9uTv23zuCKuu%2bqEzsOk33LWvkxG4L6VZky0sKAQhhAfWR3O/b3Jpo4uaouFuSmJYui06ASXFNl5xQAyQhseAHdR2FPWgdGIsUuXO5yhmVFZS20pXMUfKFKGfXalnXsdmOma3FQXH3xhSkjfb7%2bVJ7B26ZhxNFhr8rmtDyPE53i621HfHg2tDU5obktNFKgPOvFn1OzO1VDipYUyt5z4bnWcJ5lHAz5b4qtcN9MRIy5b63ULeBHOnICUZ2AyfekfT%2blIbHGSNGWEdFiQ6%2bjlP1kAqSFeGyv8AypUKjOG1r1L%2boJdXjle7fuMVw03dmshUIrA8WnEq/wCGle4wZDBPXiyGseKmlY/OMVe5aQAcpBoBNQgk7EehpqUmPFkbnzWduWuItTraUqVynAV2r68vbwrBIeQFtIWtKS64llGfFSiEgfk0WyAjRniOUYMvkR8hSXE2aH1ygOdFJ5UZwNsgewxSPqVaFMylEElIJJotqGd8HbYrsVQcbQgIUAdwU7EeuQRipfrDUzMyE9EjPBDsgY329qz1v2PbNfh/yHye4k3q5WRUSVHkymlKSSQnnUeZzGxITtgHz7UP4Jtql8QWXVvmQhguO85J%2bYkFCT%2bTWfUSZMe0tx0TWGWx8vK0gZNHeBMJxibJuD3Z1xLTRxjKUrHMr3Jx7UTjV7YDXiDdTyd1E75PEuUztS/OTuaOSVUImHNNykyYaQi5ccr/ACncQYkGG0DuSguqx7nH6V5c4g3CZcolylu86orjb6G0jCAUqCsAe1SRGRvmijD5SpIJzvXlNhO9y%2bxAPE761jpZOobQbppxwIflNh/pZwiQFDIP2UQRv2Pj51ydrCJIEh5uQVx5DKilaSkpKVDuCD2NdTfs831F64TWRRdC3YSVQnsn6S2SBn/HlNc/cTbz/FOprxdWwTH63RYwnYso%2bUE%2bZOObP3%2b1LbaOSR%2bRviZZ0Kn8fknej2rdOuzsW%2bfEPuHHRV1SEZ8jjfPlVm06GYTzTTCEtMtpAQhOwSAoGp/w3sSpkuY%2b4wrIeHIVJ2KcbEH2P4pg1XqKDYL%2bq2POiFKLeSojqIQckDPkTjOPCjMfQXmA5e2Y6lelOD5t6EyHM5qdp1NfZTQdYvMN1tXZSIiCD%2bDWV2%2b6gI/qcb/TT/2iywMACT//2Q==' /%3e%3c/svg%3e"},"private":0}},{"node":{"id":"rieki_cordon","path":"/people/rieki_cordon/","excerpt":"Decentralizing Abundance | Facilitator @ SEEDS & Hypha | Word-Smithing a More Beautiful & Regenerative Civilization","content":"

Rieki Cordon

\n
\n
\n\n
\n
\n","name":"Rieki Cordon","rank":4,"bio":"My purpose is to build a society I would be honored to raise my children in. I envision a more-free, abundant, beautiful, paradise-society and am in service to the concepts, projects and visions that are demanding to be realized. I believe SEEDS is an integral aspect of our future societies that will transition our present culture into a world where people are supported in pursuing their passions and purpose. A world where local, healing-food is abundant and affordable. A world of interconnected collectives and economies that are owned by the people that comprise them. A world where the benefits and our global abundance is more equitably distributed for humanity and all life on our planet to flourish and thrive. I am involved in designing the protocols that comprise SEEDS, Hypha, Hypha DAO (The Peoples DAO), Light Food, Our NeighbourGood and The Heart Collaborative. 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Why ThreeFold?

\n

We cannot beat the big internet players on the world market with conventional economic instruments, we have to illuminate the people and undercut the system. The ideas and the technology of Threefold could be the right thing for this diversion.

\n","name":"Raphael Tobias Zöscher","rank":4,"bio":"Born 1985 in Mürzzuschlag, Austria; grew up on a organic farm ; education - agricultural college Raumberg, Styria, Austria; historical science, history of art and philosophy at University of Graz, Austria and University of Cagliari, Italy. Master of business administration focus on human resources management University of Graz, Austria. Working experience - 5 years experience in international sales, luxury goods, Swarovski, Italy. 9 years experience in recruitment, hiring and HR-management. Influenced by my father for a way of life with responsibility and respect for the nature, sustainability and a well-balanced economic growth. Interested in art, classical music, history, philosophy and forward looking technologies for a better life. It seems like paradox but I'm persuaded to humanism, philanthropy and conservative values in a progressive, liberal way.","linkedin":"https://www.linkedin.com/in/raphael-zoescher-3a2b9657","websites":"https://www.covidfighters.com/en/, https://www.artichoke-computing.com","countries":["Austria","Italy","Poland"],"cities":["Graz","Vienna","Venice","Milan","Florence","Cagliari","Warsaw","Krakow"],"image":{"type":"image","mimeType":"image/png","src":"/threefold/assets/static/raphael_tobias_zoscher.36a08ae.2588219958db2480cd023be03e106dfd.png","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/raphael_tobias_zoscher.36a08ae.2588219958db2480cd023be03e106dfd.png 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-c39d71a52a852ba9512d47d24a31720b'%3e%3cfeGaussianBlur in='SourceGraphic' 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gf%2bl4BsA8MZ4nltOcfCk1bJ%2bi7eHHcjcbs1GzElNXALT6djVe0NJuQGLbicZxG41kJuIaJChAPl4h4%2bbTJXVSB5Jou5HasQ%2bnADlTR6bqNr6BhEwFYux/5bUPI4ocOVc3HFwNVOLe1HW93VOLw0hJGqgjHVlTiM0b9o7Z8rCuKQy03Wd61lkAeQjU/q2T1PuwdGsF7vc14p68Ju5dVY1VdJYGqxYet1XjA0vdDXw1%2bGGnB2fUrcGVbP%2b7t7MNtVoMT7eXYsjCDAKzDnR2DaCrNgwsj6ktKi5x2oprrO7rCMVCUW47fwZHsPyKp9izBdFQ46ygsPI72t1VcC42W7xGmFFnUgAzO9oU9m7FwaDdqmAL1ZEEt2VDcuQZZdW1YXFGC3TWZ%2bHxVHQ41FVMT8vFxZxXeay7Eu22FEoChvGjkzZ%2bPku51qBYaws8pJgCvb9zIEroCF4bb6dwA7u9djYtr2vB1Vx3ub%2b/BlZ5F7AFW4On%2bdXi2exjPtw7i3roOfN5ShiNNpbjx2kbc2tSJsrxszIpLRmByGqtLOtxY462Y63Pikyl2iWx%2bfKHr5AYbcY4gzSJIXrzmzXW2EMAkagB1YA71QPyNMKEJSmL6S63vQR5ztYzCtYiRq91wCLV0oLxvC3KYBhU19RgoTccrjfOxvToTB8ty8FFDKY51lOKzFaX4gGWya3408nMyUdo5gtqNr6FuvQBgP0ZGNuGr/hacIQuebh/CrxTCSyPtONlZj7ssi%2bfbKnB9bTtBGMGL13YThA24TbA%2bb6vC9kU5uLO7F3dZHmNT0uBJ2vqws5xDm8W89iIgc%2biYNx304DXR2MwUwkdHZyel0%2bhwcro03%2bR5BICWItZ0ab40Jb%2bMEiRVtyOzaRBFK7Zg4eo9rAIHUcsoLhJ53D6MgvpmlBWXYGRhJvbWZOBIfTZO9FXh7Jo6fNSej7Ul8ViWFYmiAvYEKzeRQQSAIJYM7cWK1ZuY1y043rUMd0nnB/u348veVvb/TXiybyPOdtTg%2b%2b7FuDrci2tbN%2bD69nX4YVU7jnZUY2ttHr4jGH0VxXQsWUbRl475pWSw4cqkZUnzY8/hn64wcew3N4fH8/8/E%2bd90hTmKyw1Cz6pmVAycJyJILIgraEXCzrXo3xwJ6qlGL7CKB5C5SDLWWMHcqsaUFFYwPKUiNfqs/ARxfCN5UXoXxCLJenhWFmaippFVRS/fajb8gZqqCNlQ3tQ17sBb3S3YF9jNU4P9eGHTatwsq8du2sX4b0V3XhjSR0uDLThJql/mhXh3JYhnN06gONDTVhdkQ1PX384MWd9EtMUNGYE/VJHnZ%2bbhQA6Jk06qlgD5uXCj%2bZPC8jIQyDNT57L47m/g5LDZmrCFBhyhIwpaUROyzBKVm5F5fA%2bpsErqKcTdUyF2tYuVDUsQWFVPZrzktCWHYOuvAR0LEhEd1EyhsrTsK0xDysrMjDYuhi9A6uxZBXZ1L8N%2bQR1QW0bVtVX4dhIDz4d6cVbXU04wNdHljTi274unOtvZR/Qhi/X9eAyFf/bXUP4ZLgVLQtS4eDlDVfmu6C9pC2jLwGQTgvLGTWF4wEZCselZeT9dfwfAPLgm85jvt9XACBGSvG01Z1jcfqSPhSwJEoxZPQbNrMfYEls7luN%2bqYW1FRVYbh2PvorM9DK3mCkfgG2LSvE7sZcvNLKGr8oCe%2b0szFaRV1g1RhqaUB6TTsSSpegadFCfLJhJb7YNoRdtZUYypiPDY1N2LB4GbZmLsD7lWU4saYdXzL6bw22YO2SMjRkxMHf35/DVaRsbOYkKQAQ0RdOB2YIp0U0c%2bQqABDRFlH3/5v5jQIQIMFYII99CYCPAGD8JGX20ROgY%2bGA6NJG5HWsRfkA02DNAVkOF297A40je7CyaTF21qZjY3U6NjcVYhWBWFufi73LC/EaK8HrHfk40JiJoyuK8PVGTo17Gvm%2bEoRlliE8vRBVuRnori3F8c19MtpvlVXig64uTpmr8G1LCy4z73/a3of9nQ0YqCtDUUoUVhWkIi4kAIZuM%2bEZGfsXAwQAgXQgJGsBgjLpnEgFvg4cBSCIgAbQ/DOE5UsQAv4ChtfmKZghWEAGTJUAiGfvnvFZbItXyTSoHtlHAA6jZdNB7FzFjQ6W4fhAIXv/DNbzPBzqLMUhVoHDtDc6CvGP7iK8wYbo2GAFvuXU%2bOXaGtSXFSG%2bsB6hKQuwuno%2bsuPD0FwyHx%2bubsP7HU14p7oW7zMNvhrqxaVdq/HRUDOW5acjnx1nId97uC4PnUuWIG9ZF4erDHZynDZH8z%2bIEQ%2bbX4iQ7AVSCwQggX9zNICOBmbmy9VfrH%2bBki/TwO8vACZMluOkmKyMXLyRXNuJ/N4tsi0u7N6AiqpqvNudj%2b%2b2UMQ2VOODnnwcacvDu6L89VfiSHsRc7oYn3E8/ri/HB%2bvLMEXQxV0ph6VDc2ILVrM4SMT%2b9tKsaYqDaH%2bPhiozsf3m7vwxXAXTq/rx409awjaStluz%2bVEmZ8UjUEK4Edsu3d1tWP/Zxfw%2bkcnkFfTgNkJadL54Mw8hObkIzgrT6aCcD5QOCmc/yv6CgEMkADky%2bsCDD%2bZFhRBaoHS2HFinp6IMQRBRWeGfBze0NKL9qZlSC2qRVxBDSpys/BmczZODeTh855sfNyTR%2boW4%2bTwQpxYvYjRrsfXG2pxYlUFWVKObzbW493da1G3YiNC5y9i95aDXawYZ9aWoyUvBrH%2bXnizvQr39q/HTZbCCzuGsH5xOYK9XJETE4ruijy8zkZJTJAHKzOxaWQj3jl2DrsOvS7FUNRvhQ5k/1UFAoUm/KX6ilXQ3FeWv0yp/gKAwCwyQAKlAIiBnyifuMrn7kyD0nmJ%2bKS3GN%2buLsXgkkpEFCxBweIudNdX4nM6/c1gPr5amYszw8WMYi2%2bp%2bPfr6/G2Q11%2bGqkGqc2NeLMznYMMnJFbK5iKtoRmVeLLcuKsKU2De0Lc5Cfmc5IB2Lz8gbs7lyG7spivg5CQWIkVlYVYmdbHT7kdHiUIBxdmo/36nPwwb59%2bOirb%2bEeHIFZMQnwEoNOVBy1IU6yIaKgFG4RsXDldfeIOGmekez5ec4tPAYe0fGycRIN1Kz4VA5IaXJVEg8Uxo%2bfyFl6AoLc7djZLcB368pxfhvH0rV1yCqpRnLlcpQs68HarmZ8t3M5Lu5twfc7W3Bux3Kc3bwE5zbWEYxGnNu%2bHBd2NeO9tcvR2LESWYtXUqHL4RkUBydXL4xTM0BUQS02btyFuswULJibhNp8jtW589BTVYwtLXXY0b4Yb/S3MZ2Wk231%2bHagFp80zMN3HJ0/PHMeZg7umM2uL0xUANHlkRGpdUuQ097DQSkY9nN84SmcllNjJNzDouEeTmMplec4QwhzDQ6HC8FSmsY5eqr6dPk9XWdeFJ1ZiLObFuHctgb8uHMJepcvRUT%2bYiSXN%2bPw4QN4ne3r5%2bsaeY1gbGnExa0NOLtuEY6R%2bq93c6Irz0R8XDw8A6NgbucKY1YXPSNraM6whqq%2bBfp2vIL2lWswwqhvam7AqsVV2Mm%2bYG/vcrza3453hrpxbLibw1cTvl/bip%2boJSdWLcPP9x7i4AefwsjSEbqmNnALiqQwZiGUQBT19mPhmo2MdKR82uMnZ/9U%2bLFFFs8CxGu5itfs/4W5EAQDZw8ouYZGwCkgGHomZugrjMHXzNPvttbhh91NuHSgBW%2buaUFapXg83ojS1lWo712Hlb0r8cHqBpwk5fsq5iE5khOY60xY2rrAwIwOm9jCyMwOptzsDEsn6Jk7wJDm4OGHL85dQOfyVjSlxeOtle041NOCNwY68d5IHz5eN4gvN67C6ZFOnNvQhZ939%2bOHwXpcOfs1frz/DGv3vEoAnKBrbAV9M3sY27nDym02fBPTEVlQDqfAEMyKiqYesEtkxxiQPGosnYGpNGpBQCr1Q/z4gnODpvNMzgKyv06FiZ09unIjKGpl%2bHpzPX7Y24qLBzvx/d52NLatRHxlJxKYz7nNw6gb3o2BDTuRl5sPXXMnbsQDFvaejDg35OAJSwcPmNky%2btYu0Dd35OoKUxs3RFLBf37wGPu3bcXyeUl4ta0RR9fS8fXs/NavwkfDffh2G4elTd24saMXVzeyNyD1Lz98jhMXrqF3/Q7okE2CBaZ2bjC2cYUR76FrYgc9AjKDx9Yes6kP8XQ2AyEEIpiOB9GCRekU5VKCkMGALqQ%2bLYGSD4VAjIVG1rZomheEj/qK8aUQtj3L8eP%2bdlzatxwb2a4m161ESnUnspYMIGfZaixoHoItI2rOm1o5esLKyYvrTALhDnN7sTkXGFo60xxhYk0WzDBH8oJy7P7qMt4/egwrF2ThwOJKfDzcgxObVuPU9o04OjKI77cO4e6ePtxa24gre4bx8MVvOHP1Fr67cQ9tg%2bswXd%2bcYLrAzN6DILjL1YQBMLRywQwrBSAzeGzOku4SEAZ/0j4sIxth83LkGC3SJowNVBwZk1xJAISIzKEyapuaozzWG293FeCLtYsodstwnmL3A9NhS1MZW9pOpCzqQnbTMHLbNhDZQhhZ2DPanrCgmXMj5iLydN7EVmzCGXaO7nBz84C7uwcc7B3gHRiJ2ldOYNeXP%2bHtQ4fwCgE42l7PabELx/s7cHLlck6EK3B71wCu7BjA2R8v4dz9X/H1peu49vAZqpZ1QtvIBmaMvpn4BoiACxCMyC5dUwcYWDjLY2OaAMHA0gXG3JeDTzB86WNQ6jzJivDsAnhExLN6FJABRGhWbAKUdfQR62WHV8QXlqvKcWbrYpzfowBgfUUK4vNrEVPWykapD7kdmzErLAUzKHAWjl503FNGQjgvViNS3pwp4OnuCU%2bPmXBxcYeDrQPcvPzQ849T2HryIl4/dx3vfvQZjm/fhO/72Dm21%2bAHlr4rnAd%2bpn3zyVG8c%2b0pjlx4gCPnbuLUtTtII4OMrd1g5TxL3tNQ6Iukvit0mAa61B9xbGzrLs2EZijSkEwUoNjO9IU/Uz58fgG8opPYSZYIDUiFO8uDGIgcTfVlrT7KNDjNun6BOnBlXwsOtRahpLQCRYs7Uds1jPSKZdyEtyK37Tyk0%2bb2ilXc2Ii5acvoe3p4wcnJDYkJcSjIz0Ha3BQcOXYSp64/wIcX7%2bKDn5/gg8sPcPrkKZzjJHi%2bsxpXt/Tj6jtHcPIinb71BOfuPceFBy/wxeVf4B%2bXzvt4wtplNu/lKfVFgC3uN53aoE0QJAOk82Qi2TFD6MQoK/QtnGBCloZyfkhdWI0wttFK/slpsPcJwJhJU2GgpY5FWQlYsSgPH65twWebO7CndzE6WKpW9/Vix/btWD%2byGnN8g%2bQHmtt5wtR2NBdJSwHGDBs3%2bdqRJcaNlcHB0Q1RUVHIzJyHkiK20J8ex6W7j3D%2b1j1cuvcYlx88w7ln/4OzP13DpU/ex7PnL3D1yR84ee0ebj75DXef/Yb7v/6B8zfvwl183e3gBUsnBQPM7IR50DFHqOqZQo%2bMMKLz%2boy6cP6lCYCEUBvw/HRDS3hHJaKkowuh2ZwGRY20njUHY9gJqqsoIyQoEAkxkTjQUYOtXUvRUFWBiooKtC5vwcqhEVRW11HUSCkibM4cFAJkxpua2ymAEMCY8ppw3NWF%2bc9JzsnJHfb2rrC2ssOO/Ydw98XvuPXwMe49fY47T57J/P7mzhOcf/E/uPrsnzh/7wWu0/knf/wTD%2bj883/9Nz478wPsPfwptt4SAJH/ggXCQW1ja2gYWMCIx3oEQwBhLAByUOxPMoCrDtNFgwB4hkajrLOT02S2SIE0WHrMUvzkZPwEeM7yRlhoCNorizDcuhidteUoKCrGivY2dKwYQG5xBWs767uVE8yY/yaS/p5SDEUZFHlnSsQdHFzhQha4uHhSCGdSCGfB1sYe23ftwUM6dfP%2bI9wlALcfP8fjP/6FO89/x5VHL3CZdotRF%2b958OvvZMALPP/3f%2bPg2x/Ago5bkv7mrDimvKfpKAAaBuZSAwwJvDZ7ED1S3Ujsi/ubwXNGo1VCXFMnUB7BUShpa0fIvAyKYEIyTJzdIGaCsWPHwdXTCz5sKatKirG1cwmWVxYiLSsXvW2tWN3fhyhWDQM2NWaiFBFhsQkLew9pZnbuUgsseFM7O2eZ/87OIh1oPLZmqd21/wCe/vPfMvL3nv%2bKX57%2bimd//hsPf/sTdwjIPTp8n%2bfvPaM9/w2/PHmOX1H4JMgAAA78SURBVP/7/zC8ba%2bizrvOkY6Z28%2bUJkRPRF%2bsIvparBK6pvYyFUy5PwHKDB4L5zV5TXSk9t4ByKprxNxF9VDy5mBh7OAip0HxBaOb50w4z/ZFaXEpNncsQQ1n%2brm5BehtbcGKnhWwcZsDE6Jpxg9WREHhvGTAKBhmQgTtBQCucGIaOAojAPZ2jnjtrbfx6Pc/cZeO3WGkReRf/Ou/8IAA3Hrygox4pgCCzisAeIbf/hdo7R%2bRomfr5iMBEOCb8Z76o06L15ozrHhsTTbYSmYKFghNEsBo8rx4r7hm6e6DBR2r0LTjsGiFw2Fgay8BGEMGuLgxf2f5YkHpIqxixMvLy5BbVIK2tjZ0r17PPJwDnRmWssEx5QaE8AnqWzuJmuwpmxEHJ%2bafpR1mmNuQDXyf%2bPkrXwtATnzzDe4JatNJEf17v/4pARCg3HzyK%2b0Fzz%2bXJhhy5%2bkLPOX1qqXtsrF6yQCz0dIrnDJgzyEcFUKoKauBLUypEUIMDXlNpIcB00Lo1nRDC1gwjQq6RtC27y0oWXr7yB8VyGcCZICLqwvsvHyRW1iB9uYmZOXls3ylo7ChGeWdA7BlXusZWcBA3GQ0B0UbLPoBK0ZhWWE2vt3SjbXVeYj09oCVuQmiAj2pAa5ITErGzQcPcXuU6jeZ/yLyz//5XzIF7jLi1x//KoEQANwZBeEe9UBMpULMrF1nUwu8pAiKdBMNjwmPtUxsoMYuUZ16ICI%2bg/vSYaoKPZCzCIEQwIgq4OQTgrSapSjuXgUlC28/TDezkr%2bzGU8h9JrlxYZhDsoaW7E0PwPpFIr4xGSUta5Adk0TjEzZi1MAjfmBQvDEJvQ4D2TExeHMpl78vL%2bfvcMAbh5ei6v7%2b3BoeQmKkgMRGxWGDz4/gZukvHDuPlvcm49fSACeURPukxX3eE6AcPOpwm4x%2bndHgYpOy5X13dplDiwdFQCYjua5MY%2bn6ZtJLdDgKkRPi07rEAgNIyuo6ppCRdsI03RMyBAreLELzGvuQkHbCgIwOwBqRmaj37OPg7MTpzav2ajv6kfl/Azk5OUhfu481PB1fFY%2bDE2s5IQ3g3R82Ya6cNb/cLAJd97cggt7BnFhawe%2b3tCGr7f34f77e7C3pQzxbIY%2bvfYQp35h2aPSC4UXkb7PFHjy57/o%2bGjU6fAdCuAvBOI2wbr/2x%2b4cPsevINjJe0txa/AJABesuyZ8bU%2bWSAAmKZjLEuiAQVRjZGeqmWASapaUJ6uB1UdI6kPakwTM2cv6XxZ7yCU9JgPGiaW0NTWg6kJ6RobjygODZ0jm1BSUoTmni5UNS9HCHtpfTpvYuWgKIMEQeSgAYEYrCrC7UOr8ROHmHNbe3D54DCuHhzCsYFGnNw2gOtvrMdQXRE%2bPHsR39z/HT89UDDgBqP84MWvePoH6f/iT9x4ooj2zUdPaY/xM3uFmxTKLy9eh5NXkKz/lmyDLZ1E%2bz1TqrslRVlF1wxTtI2hRiclGLommEjHVbQN6bQVq4IdBdQB0ymSavoWshSmLKxXAGDAocLSZSY8vLwRGuiPxHlZiM/MQVlzN%2bLnZaKyvgYFVdUI57ygbyoGETFxOUsARLtpzf7/rf4mfLahm6NsLy6T/qfXtzEdOnH11fU814NTm7twam0zPu1pwDenv8H5h3ScEb/GMffGo2d4xoZH9AI/P/1dzv3n7zzGhbvsEu8/kede/%2bxrOXmK9lswwEL2AWy8WAa1zZwQykpmae8CDT0z2exMVtOCFoXagHsUAmlAUDSNbSiSZlIkVbRnwCcuDaU9A1AyY8dm4%2boJD89ZCPCZDR9fX0Y7CcuGNiIuNR3RiUmITZ0Lv5BIWftFWzljVF11WZbiw8Nx5eAanNw6gF2t9RylexjxbTi9uZNjbjduHz2Ib3h8avswPhtsw6EN6/DWT/dw/pdHuERnr7AVfvz7H7LxEUJ4naw4x67wK84LX167ixvP/8RrH35K5faGFdn6EgDRhWoa2yEqcS7O/fg1KuoWSdqLnNek2BkyDeQgROd1uE8hkKIEahia89gEzr6hqB7eASUTKxtG0h72Lm7wmj2Hfb4/ItPmEYD1SMtZgNi0uUjMmg9HDx%2bWEkc67SBXYfrM/5z4WJze2IvrRzbhw6E2NOek4R8jPbh97Ai%2bJACfDItnh304ubYdI/392PiPY3jz4n3sPnUVO768gq9usiP8/V/M9X/Knl%2bUQ1Earz3%2bDd8TiJ84F6w58IYsudJ55q9Ig2l65ohLTse1ny/gxt0rqG9txTRSe5qeMYERP6VxovPOctWUj%2bQUPYI6tWK6%2bFk9q0ntun1QUp6mgskqKlDW0IS6rj4vGkHPhiWOjYsVhxk7z9lwZqUQtNdhhyVLCjVAtKP6HIRiOTsc7G3GW0PdOLd7GK93s3lKTcDaxmqc378O33C6O05ALh0%2bgOMfH8Mnv/yKL24%2bwXd3nuLwdzfwyplr%2bOCnX3D86j2cuvEA5%2b8%2bwW3RCpMNYr33r//D0K5XpNgKx80YeTEOF5dX4NGjm7hz/xqauzsoiK5QFUJI4ZM5L0ZlwVLxCE3MBzJ43D9HZjVqhMOcENRtOAClGY62mDR1quwC1bX1yQYnaOsbQ0VNQ/5mX2W6DsuNq6KPJo0E9cWzOFF%2b1EjBkJBw9DdUY0VdHYaX1uP9kW6c2jOMVVUFqElPxifbtuJAN5lRWoT3jh7HF7eeSgCucdi5%2bex3fP/gN5y89RifXLmHd3%2b4gfd/vIFPL9/BmVsPOSk%2bxaN//y9Wbz8g670V00CIbmBkHE6d%2bwYH3zyCqNR5UtSmsdSpU%2bFVWQnEMwIRfQGAaIb0mbZiFX2BhqEVpmoaIjqvHA2bCICxsz3GT54CpTHj4RoQgeLmFcgsr4VvWASc5wQw8k4wJHqitRTdlWgvDfiBYuIST3lnhsShKDsTS0sKsbQwDzlMl67GOpzdswGHV3axCfJBTMBMzAkIwhvf/ISjF2/j00u3ceU%2bVZ4CeI2NzyVOg5c5BZ6%2b/RSfXrkrAfjs6l18wvd9fuMRlg5tVTzmYrdpbK%2bY8a09faFJRqrRIS1SXjrPyIoKINJUmoi8EEEBAP9enBNVwNDGGRm1TagSGqBjOoMd4BhMVJ6G4JQslDb1IHthHcKTUjA7NBLapuJJi73MQdFdabHp0SSNVJlTU3mzGc7Mpd4RzI2JQUJ6LvJW7UN8w0oE%2boUgITAI3h5OyE4MlFVk%2b/Hv8Pb5m/jq57u4%2bMt9XL33GN/fvC/H4RtsioT9cFeAcA8fX7yDL5gWp%2b%2b%2bwJLh7fIRm3iYIfYg9qTNPYlBR0Rag%2b2tCkvgFA3We31TKc56o3olOkEZ/dHXauwULV1noYCNXd0GasBkVVX5A0NdE3PMLV6EsmVdmLdwMWIXlFF5vaBhbCvVVJiGEVWUg4c6Jypl5psyP2y8hj7SmgfRuv89LN7xFppfP4n09nXQc/XHZHUd2HIAmjXLTf7EZctn5yl%2bl/EuQRAKL5T%2b3N3n7AHE6PunbIBE%2bys6wAv3nuAkWfA1Ae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nmchn9C1wMUMIaocyXKe/UcUno%2brggNMQFop7CN509icazQWjk%2b9aEk%2bhOj0TfxWiMFiVLQo%2bWXMDw5VQMiZhwjRnhdj6tIJOucBF3E72R7GkMTwtthBD0KVcTnGAhlhIfwhjQK1nAbwSwuhB6JBVC0uKmqAYJQCx89A72ITbUHUeZAoUFmO34AhdPGLH8NUY683%2bGDa2Bpe5VArgddgI1BFAbTQhC6wTRFH9SEl4AaeXrjtQwNCeFoFUc0yJQkxCAqjPeuBvvh66sM5hgSpTTCiYrM9GQEoA4Jx34U%2btulodwyt0c4T62SIkLQVtHiwbABAE8/akLrDULrFSCLIXnRTu8sPBykgBoCRIAUQ2KRqi84hrMj%2byE/u4NMNz6KTLolymOhxHFOj3UdBv89DbipMFWxJjtZX1gjLJgZ1RHqV2gVsSAaF8C8cPdaC9cDz4mFVAp9vsQbbED0ZY7keZ6GNnM/%2bWxHhi8mooJxgFVVS46c04j3GIvTpjupekfhr%2bTMU752CE57hTq66sxND6O4dcAWLMFLPcCo8vNEAEICxAtsXr9f0rKCGKdMDLUFwe%2b%2bQy6dIVklrgJ9to4a3cQaZ4OSHI/jghrHQTob0WI/mZkiEowyBFVUR6MB8z/ER6S8GWsBEvYB%2bQFmCPD3wrpnmbI9yGwCPYKCV64QQB3U4MxWC7DGEcPC6NgNlUObJ9j%2bN0CBtKr4R6QxYehqa0Fw6sAUPB/BoB7agug70sARDfIslhE2cbWJthb6OHglnWIZhC8wEqvKLIA%2beHXIQupQoJ3Bk47HkPw0cM4ZfQNsk8Y0iVccIfFz91od9yN9UTjeX9cjXBEamwSYk/nMcU5wdN4H2JOOOF6XBjaimSoyQhDT1EC%2bovO4%2bZZb4QfP4oTtqwyE4IwWZGDGtYWTbeuYWB8AoOjI5oY8KYAJlcBePIKgGIVALEeIJao5x8%2bRlZWBsvhjQhh9D/v44RU9wC46ljDyz4QunrB2LlVl%2bXrHvjqa8PvyGYk2e9FgY8RZC6HUMj8XRzlghQvW0RaWuKsdxDcXJ2wa%2b8%2bREWcQewJD%2bSFhaCrOIOCM2VmnsSdjFBcCnaAh40%2bGvKSMF93Hf2yOCjYA4zRKv9pAEb%2bIYBFzBFAfWM9ohmVz585hQyWvFHmOvDW3oHT9kfhaGQIywOH4LxvN8IMDRHMcvm0wRa2ulaojjyOW7SGS74WuMbXCRaHkWJnjNTjlkg6YY%2by%2bFi0FchwK5FWkB1HNwjA0PVEzFVnozDcFeEetmhh2py5U4KhrEQoxD0BAUAEQZbCEoCZ3%2bICCs16wHIQ/DkAzWKkkvHgfGww8i6dg4wNTo6fFXK8zJHF6JzjaYlkauqU3gEEGerDaf/XiDfZiXKWyPVRnmg7H0aLYebwt0eGszH7fh1mDivUxfujPSsePZfT0FeQgLHryei/zGxQloHZu3m4nRSIGL9jKGWZ3Z8cCXlptnT/cZwAxM3Rn/cCvwHAqiywHAR/dgts7tETpCeE40pBBopZjeV6HUWmmwly3I/iIqN/kp0e4i05rPThocNgaHEAJceMUBXkhLHLF5Dt74Cc2CDUnPFFGRuk8gjGiFgvNCSFMz1GovdiFBRlF9CTF4uJmxcxV1OA2%2bf8kUmAVaEncMveCFPNdzHF%2bYyzXRdZ4HXN0JoBjK8G8OgfAKAFPHzxPW6WFiDz3CncyTmPXFcDZDnoI8veADkupshmK1zIcrjguBlSWS5nW%2buhgONu0HFMXM1Bd04iqhKD0J4WgxbW8zXsDepivNEUdxJd58MxUZKK8dI0Rv9YVoQ5mKnKQdFpd1RfOo16VpfXzXQwMzKAac5VWMCwdHeY7fCz52/WDY5r6gBSXAEw9RoAy8viIhsMjgzhcnwACsKcUeRvh6LjFihyNkOxC/2bOfqKhzUu2OkglRVbrrUBCsx10RDuz8qPTc6NPNSc9Ud1jC%2bF90YDjy0smjpZMI0VpEJZkYe%2bwgRWhOmM%2bOwRKi6hRnYa42yOuuP8MJx9HvOc3zQbN3Z90orQ2DIAzXrArwKw%2br6AEFAsigqBVbPqQmg1ALFqLKxglsGw%2beZl5Hub0vdNkOVoiHxnc1x2t0HucXOk0LfPs0LMcz0KmQVbZWsjdCSexsSNy6zuijHGFrg62gOlrAPKAuxQdcoFjSyWOlki9%2bQnshLMwtSdPGo/j68vYoQucb/pChaqi7DQ2yK54QyzklirWAHw/J8J4J56G4p8%2bjUAWC6LCXQ11%2bAKg2CJhw0FZyB0s8RFR1Ok2xxBhq0uLjkYIN36CC6aHUaZixVTVzImSvPReyER3RkJaEoIlhZMyvxs2To7oZ5u0MvuUFWRj%2bmaEkxV5WOqOh%2bjFF6Mew0EUHcNMyo55sWt88UHYu2CGUDcw1T9ZEXoNwFQu4B6J4jitQAeY54A%2bns7UcwgdtXHAeW%2brqjwP86GyBr5jkbsEo1wkZpPN9NDsaslGiNoupczMXolH31p5zCcmYbWxAhcZeYo97JGHfuM7qQwjOYmQVmWDeWdAiiqCzBeIcMIu8Lh0mQ8rKX1NN%2bRXFME6xmxdiHtaFGIjRFvDmClFyCA5V5gLQCGGAeusLQtZVS/5u2AUk9buoGx1CHmObHwcTBBvpc9bkUIPw%2bk8JlQ1dxgcEvDUE4qXSKCmndFZagzbgXa0QW80ZMWhdHiNMgrczBemY0RZoHx2zKUJfghPegYWlvq6X6PIJo2des%2bt7xh681dYKUblMvVy%2bICwP37Ujcobob8HIB6%2b8pj6fZ5QawfiujDV/xsUMjeII9pMIcpL9FIG2GHd%2bHkoZ1IcWCdH%2bKG1guxqGGRU%2brvhmIPB1SH%2b7FFDkUD2%2bTqCDe%2bd0LL%2bUD05cdLPj94PRU9pSlsimTIjTqBYwymAyx6RK0iAXj4UGrYaMG0gMl/jguIEyv/IYAnmg0K8yhKjkCWnzkKfVkDOOuyCNJBrPFeBB/eiSAKH6TDcXA7ztka8POjjAuGKAk4zpLYDaXBnrgZ5ouKCF/cCHXDzUhXNCb5oDcvGv1Xz6E5JwodVxg3bmeikD1EYlyEtEFCykZUggAg5sAAuGIBK6vCs7O/xgI0K0KSBWjWAyQACxoA078AIPqCGU6mLC8VGV4myPU2QZKDDqKO7sVJtszBejvhd2gHIo32c%2bxDoM4WBBzajDizA8hlpigMcEFBgCsKWRtcDfdic%2bSO8rN%2baEhlLZAdjt7Sc7ibHow%2bEQBvXUJtSTq6%2bvvUexQ4x3mhBDHXuXnNXezJpcXnL34jALE/4OHrALwqhITwYvOSADD78Akaq8rYzpoix98CMnd9nLM/iBhLbSQ7GSDtmAGSrQ8zFhjhPOv%2bRHPWBM6muBHohBssaCrFUllaJGpSw1F%2bxhPlse6oYafYXcACKTcKTZmRGL6dhcGb6ehurmKRo9lCJ2LQEw2A%2bX8GAMVPASg1ANSrwq8HIG1V42SG2YnlhB2HzM8SuT6myHA5grOm%2b%2bC8dT1CrXRQctYHhac8UBTE4e2M6yc9URbpi1ssoiqTw5FDC8gQRRR/fz3cDnV0gf5r53EnNQidhfEYupWJQRZCaez/c7Mu8drPIZbtRLBeBjC2AmD1jZE3BDC/ygJeLYuLu8O/BCC2qIiIXFksQ4aPGXICrZDmfJgmbowEBkG/PVuQHemBG7kJqL1dgPKcONTekKGiMA03zoegIMQLF51sUcVAWp/sj/JoZ3Rmh0nmX50SiK4r59F%2bNVkCECvuLssu4fmP/5sAHqoBiBggADAIjrMOkDZJaUph%2ba/pBV4B0OwRei2AhZ8AWN6iIlxhgkEok4JepBtkehsi84Q%2bCn0skWKhj7M62kgy1WOjZI1sT/q%2b7zEUe7vhhr8fas/EYLCIPn4tBXUpfrgZfQz9V%2bLRnHcaDTT/9pIktF9Lw1jFBeSFH0dPTz%2b%2b%2b9v/4RyogMePVgVBlboQetNmiL30W5rtcmoAc2sDIDYuTlED92iWne1NyD7liPxga8aCI8jzPsrAaIVcVoCXXRxQ6GyPEmfWC27OqA4LQlt6AtveVAwUncNAwVnUpfqjhhBE9G%2bQhaI5PxZtBNB5Ix0jJfw89zzuP36BF7SAJ9/%2bFQsiDklpcF5sjxVDui8w/ibt8MousfFx2bw6vUnN0JoAaFaKFtkhNlRdhyzIGpe8DCFz00UOs0MqTTeFdcE5B3E0wSU39gv%2b9qiM9UbbxQh0Z0ehJ4ttcFYougtj0F10Fs25pyl8IpqKkzB0I5ndYyT6W5rw7d/%2bL74lgG//%2bp94xOtJN3JZB1CB7AcUv1gR4vj1AKR9gv8fACIC/xyAGOr/P5YglJdkIslND2kuOmyL9ZDtYYg46wMI1N%2bFIIO9iLU4SFcwQ9UZL3RcpNCZp9B2IQBtPHYVx6OtKA5NhXGop1V0lCTQOk6jkZZy7%2bFzmv9/SsI//%2bHvePTse2l1SjE3C6ZvscN9SaxmjU2pt8ryqDW21p2ivwQwt0YA9zUA1AslIgiJEjkrPojpcD9kYnfH8SMsjg4hxuwgIk0PIMlWH0W%2b9qiN90drUgA6MkLQlBGMJlpBS3EC6vLOsO%2bnC%2bTSOvIiURbthsHePkn7wvzFeEoXWHz8LbvSZ1IpPDQxAbrvkgiMoxoAo5OTawfwaqfo2AqAydUApl8HQL2VfXmtcLlAevzdD%2bjp68FZFwMk2VBg1gTnmP/TWQnKnE2Q6WqOIi9HVIR70wp8GfyC0SyLQFNRIiqzonEtwQN3krzQeikYWbSgsqx0PP1BCP53PKPmn/7wH3j84gdaxDMsLNLkVTPoHxnDIAEIl6DgEoARlUqLr9cKYEIDYFQ2J/YKrwIgPeQwrX5aZHlbvACwvJd/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Prior to this tenure with Alcatel-Lucent, Guillemot was Chief Executive Officer and Board Director of Europcar Group from 2010 to 2012, Guyancourt, France; Chairman and CEO of Areva T&D, Paris, from 2004 to 2010; Group Executive Vice President, Faurecia SA, Paris, from 2001 to 2003; Group Vice President, Valeo, Paris, from 1998 to 2000; and he held several global executive positions with Michelin from 1983 to 1998. Guillemot is graduated from Ecole Nationale Supérieure des Mines de Nancy, France; and received an MBA from Harvard Business School. He serves on the board of directors of Constellium a global aluminium products manufacturer, Amsterdam, The Netherlands; Sonoca a global provider of a variety of consumer packaging, Hartsville, S.C. USA and previously served on the Board of Visteon Corporation, an auto parts manufacturer, Detroit, MI USA. Ambassador fell in love with Threefold Access to the digital world has become as essential as access to water and electricity. Internet and cloud, even though a utility, is today dominated by a few large multinational companies. ThreeFold Foundation ambition is to build an internet and cloud that is close and belong to its users.","linkedin":"","websites":"","countries":["France"],"cities":[],"image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/phillippe_guillemot.36a08ae.f0fc1366ef59ef78829fbd354b607911.jpg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/phillippe_guillemot.36a08ae.f0fc1366ef59ef78829fbd354b607911.jpg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-ccc3fa72136c3f85dbf18d88e2ca5fce'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-ccc3fa72136c3f85dbf18d88e2ca5fce)' width='640' height='640' xlink:href='data:image/jpeg%3bbase64%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%2b6XaSXJUhWeeyB0SB0A6Ci/TmlVyWklM95v6UrO/H0P1eHyWs1FBmR58ZD8N5DzKuSkHIropJ2WfO0NOivSJHtdskOBmQkICVJzyWPp/VOtCgtAUkgpIyCORFGrsU1qFrqZVSxnmpUqUQCSlD3g79JgwbTaWTwR7itzxlY98IAwgfc5%2b1N6kr3irc%2br9Guv7fskYuMq38wWvBGB1GEmqT%2bXgSrOS0SD9xis3BCHeENDbIO4%2b3wpqaWulvZbYW4%2b2hhSvfWryjGOtK2RKt5ty0cKRJWrhGcYx1O/Kjm0WiBN7PYcd15LQS%2bShSTzJ2pNpPs2a1Jal2MDUDsK92h4wH2JZbWg/sqBwQaaVlbLVohNqzlLKE7/IClTAs6rbb41vheM87M4WQpauJTKVDBXnHIbHBpuQ2ExYjEdBJS0hLYJOSQBij0fpn%2bYmmtFzfO23RlqlPRxNfmutZSfZGStBUP8Qs4SfXFDj/eKsKGlFuzXRbufKklsAj68Rx6VleK74qyB1H5qxbQCkfOmUtEhw6n7xt6fDrVitUWAknyPPqLywn%2bOyc%2btCE3V151hZ5d0v8ANVJfYfbYbSEhCGkFJJwkbAk4yeewoAlslTwCfgTRt2VWxV7jXKzJKQuUsJQVHAC8eU%2boodieYEqa5azjjxRLlNlPlQsDIKOIHApmwra8jSLjSY0cpdICFtrIUnKugI2AO/Ogm222db7l7OtpQlMuFtbR24Vg4P5pw6af/Wbi1b5KUMsMp8SWptXuDGwz0JPSl%2b/SNRTjGHIOuz2zOpgx581wqd4cNjp8Co/9Ub1k3SnanqPS8j2JyUm4wIzqm/BkbkpCiPKvmPlzHyrS2jdTQNWWRq5W1RCSeFxpXvNLHNKv/bimYw4LDKssdkuTPn0x%2b3JbWD5F7feru3rDrQVVMWywhak4LfMg9D8RXTpp/jC0KPXIo0VjwE2WSmgt8gjcJyPXFMzsR0/NWqZc2OHwmZKUJ23UvhyB9KXP%2b8hPxbV/YrSPd1ZbRoWe6%2bopa9vXyG6vIgc/xVpRTXZVSa9FTq2zXO6y0XmHER48xwMuLYICeM7FWM5yBzoE1/d5WnXJOn7U8uMhvCJbiCAtxZAOOLn13%2bea04mIA848QG0oQllpobBri5n64x61jjXlwTc9TXeWj3JM55Sf48RA/AFDjBJuQV2yklFlOHQngSPgK0X3XVOqZ1FufACo4A/58Ks/jFZtYHG9xK2QnzH6U%2be61dFIvN3t7riQJLCZCU4HmUhWD%2bFcq610V0//2Q==' /%3e%3c/svg%3e"},"private":1}},{"node":{"id":"peter_van_der_henst","path":"/people/peter_van_der_henst/","excerpt":"Peter is HR-manager and Financial Advisor For TF Tech","content":"\n","name":"Peter van der Henst","rank":2,"bio":"Peter is HR-manager and Financial Advisor For TF Tech. Besides that Peter is an entrepreneur active in the world of start-ups and scale-ups for about 8 years now. Next to running the best business center in Belgium, where he lets companies grow and develop themselves, he is Kristof’s financial guy for several interesting projects in Belgium, Spain & Egypt. Co-Founder fell in love with Threefold I believe in equal chances for everyone across the globe.","linkedin":"https://www.linkedin.com/in/petervanderhenst/","websites":"https://threefold.tech","countries":["Belgium"],"cities":[],"image":{"type":"image","mimeType":"image/png","src":"/threefold/assets/static/peter_van_der_henst.4250cd3.28c90ced193d30c087718dc3b7d06f98.png","size":{"width":800,"height":800},"sizes":"(max-width: 800px) 100vw, 800px","srcset":["/threefold/assets/static/peter_van_der_henst.1b91758.28c90ced193d30c087718dc3b7d06f98.png 480w","/threefold/assets/static/peter_van_der_henst.4250cd3.28c90ced193d30c087718dc3b7d06f98.png 800w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 800 800' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-066a01e7de264ca714d3f6a6732f6c96'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' 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2bfuDn1dnFp553fdG5/CO8H8GjA3cAIMDPCIMwwMtnFC8JzQSe7o5NzA6kBP5xs8oBw%2bIb0B8mwB2vQPXKWx2FP/BMKun0EkIZwiH0GEIkw1aR44i0fnFOGidgyXlA7ARPM06nNSUeFzHwlXNBBjqIkgrZOIoQGrwsUYw5TrHeH3kWVGhdJYG8WON/Daywn9iYGYyI2g1vgEI0XR%2bPJhkt/r15JeEX0h8t%2b%2b8I5L%2bU/4i9WAgYEOEoBI9xOYEOycMMJ3wbAgJejz%2b7FeJDmawoja3imZzdA7uBX26jT86B4l%2bxN5I1WEGp2i/FdDlLkGPLUU4claoz65wFifqr85qh44otLVFlmW%2bogj%2b0foqiD2kioKaVfoi3LDOE2ATV52KLl9Da%2boTjT7sx3Bm0ZjT4yn%2b2GuLAlfF97zyPIjv1T1hYad5f7PbD%2b/dL5GgP5%2bIk0Y6mMitPPRtpwGfPIMrDMkWl7BQxV5OJzaB1fNg7ipsgtPdI4SQaoBhqcIKlQMzyDOUoMTJYZmgtSb%2bnhhT0XtvjUqKZ/LH9ghz94YyUYaiKXox%2bipIv36ebyl4jeTQeNvWgBG4j3RHkRbIrXKEeoQ72k6nM0OxceSRCyOd3ER/bqm%2bgtPe7PL6zD/uEyc1wG4GtBPxAf72nnopzrAoX2JtABMiFFCmsVlhGoqwV/nBNzOH4Stsiy89JQQRxU/ylAV0TQJxlINSKECmHPbAMWupsh1uIrntnooJps3%2bDpQPjvgpa0hkvTPIkH/DCdA4pWzaHxkiwkaiiZTGfw5EYZiaUZI8MFsZigW8%2bPwqSgBi8PttJ3Oren/3wU3PrnzWR6%2bLIONvn8xUP//8ZVfBPt6W9HX24aBXp4QywK0rRWA6sFzG0PEkm0jyb53T8nD8ZQcgmj2j6OeH0kLUIzRGSRcU0eGuTbybPVR6WaGBk8bNPvSohN8By2Bziiyu4psE21kGl8kAc4iSucUskx10ezhgIFID0zTMDQW54XxeG%2bMJ1L0kwPxMTcO30pS8bkoGYuDrfj6lQkwueb7PmEX/BBafL4LbYEC8pwAvSQAA%2beE3mU3cDWhf1kEdj42MYCqcC9EkwPir%2bnA98IpPNY8hnDq/9FmmoimyEeTAPEkQJqpNl7QwFNMuVxDfb6F3eMPe4h3vndQdovSwdYYifoaeKp%2bnBygjlwrQ9S726En%2bBEWcuLR8/QBqm8bYyD0MeYyo/Axj3K/KB0LL%2bKw2NdMAsyvI8Dy3L8Gwk4g4kttsLeHJ0Avke/r46GfBBjo5xXE4QFeDWDnI1QEe99UIFmfiGqdho/aCVp7afY310SkGTngBhU12gXiqPWlUCXPtLyEQocbqKO8bw1wQ2fII7TRON3w4DYSL53H0zMnEK2rjgQjLWRbG6LJ0wUDUQH4mJ%2bC%2bew4FNCcUHBdl0TwxHRaFJFPxOSzYHzsbsS3bwtrBVjV%2bpbE4NqesAgCB8wzAdogcIFAAE4EEmCAI8%2bbD4b48wFbkIo97iBaneoAIVBPGVFmVPCoBoRfV0cYCRDLliGaAZ7bXEWxszleP7yNt9T62gMf4Z2PKwptriP8vCoCT1P0L5ELNCml9M6hyMESDR73qOiFYCQxCO%2b87iKTrpdZGmEwwgsjsX4YjvXCx543%2bPZ94Rff%2bgpPfjNLNz%2bWU0BQAz78ewGG%2bAJwHYEvQGdlIWK1VJFEORxueBYhRqcpDc4h7BpNgUwAk/OcABlW%2bsinal9%2bx4rs7YBmLxfUut/Cy5uGSDe%2bhFANVQSQCzxOKuLJiSP0WQXPzfTRTk4ZiPWluSAAVS5WSNE5jToXa/SFP8IgTYwLA285B3wVfthhBeZWpoIweQKvCM7xHdDbuq4AA/28gsgcIJgH2EDEdoRx2g9yHM0RqaOMRHMdIk4zgDGLPk2AVAOirp/j0iDRmEQwJxvfvIYKJwu88byDKsrzAgdTZJobIPm6HmKuXESsgRalARVFy6uo976LkdRgjKUFYzT1Ke0Ifii9a44Mg3PoDKKf0VL0YaQD377OrxN5wfAzKwTB5De7Roh/fhMSQDjyXPT7%2bW1xgKZBNhHSgjTMgQSYGERnTTGSqJJHX6X53/AMtwdwDiBEUSrEGmtQQTyHpOvUDq2uoPKuBWqo/xdTRLNsryGFhElnyxCdv7AxwmtPJ5oCPTAQRy0wLYIQjqmMMEzlRKEt1hO5FnpofGyJyfxwfJro527SCn8FJizC0jTIz3fh/F9XAOHIL4nATYg8DHIjMX8xGuniXDA1O47GvFTEXlVH3I3zXO6HXlfjEE17QJK5FpLMtJBsqoU8O5oHaLPLunkFL27fQA4VxnQrA2SYXkG2sQFyjalWWJmixtEebY8fo9PDG%2b2PnqD2njPSTfRR7mKOSmcTtAU5YaowGp/nxrnbXWu/D1i%2bBf6DmwOWC%2bAK%2b/OPDCJriAscsC75bu5%2bAe/GCWG8H4/Jyt46J6kTXODuB7BaEE01INX2Eu38V5BmpYdXrmYouWuCpBs6CNQ%2bA%2b9zygg8ewrBKjQ3nFZDoromks9dQOo5LVTa2KMrgBW7YDw6ehTJ2proeuqGRo9bGE6mbbAkgf/V2GoB5laswd/5oy83/q4qgH8JQWQ98sIirBSgZ%2bnOEbtXwG6Z19VXwPMGbX0WmgiheSCMzQQ0FGXQbJ975xpNjtqofXwTzYH3UHbXGt7qqtDbJQ3bk4cReuMiCnxtkB/gjNJgFzQl%2bmKMtr2PXWUYL41Fmb0ZppKCMUR1oCvqIYZTPDFbl8t9O72a/K/wY5X1BQ7gUoARXZH7RPo/EYDdOmMizM5PoCQ%2bAIEGygijWSDMhN0I0UAaOaDwPrO6FspcTNAb70NCOKLklinC9TThrHIU3nqnkeFqgmgaizMe26CEROhMe4rxvDh0B9HyExWEmcxI9FHrG0j2whAJMN9RQx3gI/8%2b4NovSNfOAbNLrfDHirGY5waR9SL/8xToEUqBPu5e4uT0KPIivRFkoIJQsn4oW4XpmGypjSIinkNp8MJOH60RD9FMVi6kGlB4yxgZVy4j/owGUs5qIkOVCqWmPkqvmqHF2QUjISHo9/fHZHI4prMiMPzMHwOp3hhKpyFpvJcK4MLSN8Rr02D1V%2bSzvJH4iwDCxXBurQP%2bUwHY8T3VgI7OZvjYXUcwLUFhJiwNyAWEOLOLtAFScbtjgsybl/DqoTWag%2b%2bj6A4TxQhZNPqmGugiQ08PJcbmaLx9D13eAegOCEL/U3JBQgTmc%2bMx9TwC72kL7KfoDxcmcI/ifV36BuhXzwgIPQ0i2A65zZB3fenL0Z85QDgFuDtGQgIwMAewb41elb2Ev5sDAqkVRlLlDzO9yAkRSS5It7lM9regbdAIuU6GaAhwwqsHVnjpdAPZ9tfw3M4I2TQj5FoY05xwC/WPXNHs/ZB2Bj9MZsVgOjuKE2AiLwL9ad6Yaa%2bhHYDdDZ7%2b5eMxPKzcEr9zKTG/9KCUYGUW%2bVkB/JkLGNh3B6OjPSgn8i%2byUpD6LA6%2bZnpkfSJuoYMIij5zQQId8x3Z1%2bHWyLp9BcUPzFHlZUsrshnyHI2RR60t/54FSlxtUPHQEfW%2b7uiI9ENnlC/G0yMwlRmOmbxovM%2bPwGBeGD7NjHAO%2bE%2beGFt2Cd8JSzViZsXwJLJ6BvhVOxQ4gYlhZWWBp/5eyHmeiufZGUgIDyT7ayLWWhdRVPnDSYwoEiGTVuJXD2/ipSsVxNvU073tUPrQEqXuFqh4ZEOOsEX1Iwc0%2brjhrT8bgQMx/TwGU1nhmEh/ivmSeIy9DMX7%2bjx8oQj%2bJw9JrifGt0%2brnCF4VpgRXj0NCs55IizvBez6wsJ7uLq64KDCYeTlZiAzMwXZ2ZnIK8xH5MO7NBJrII6sH22pQzOBJhKt9ZBHxbD4yU0kkwBZLlQEH1mhyM0MtV630ODtSOuyDe0Kt9FGi9JgpBe3/48n%2b2IqOwTTJXEYJgcsjHVS9Ofw%2bcPUCgF%2bdi78oDTXMT5Nr/vY7IpdoKenhcNKQVpJAN71yclBlJYWYLOoFHR0dJGXl4XsnCzkvszFy4J8vMjNRZjTTcRa6ZII%2buQEcoO5NtIdDZH/yBLp964j9tZlPL9vhlxqf8X3zak1kgNcLVBPIrQHuGIozgfjKUGU/9QBiuMxXBCJsfpcfCYrr356fPVjsz/DyifIVz4/LNLd/Q7rYVmIFvrcTFtgLwoKciEvfwT/579%2bw0mVM0jLSCXSL5BfWIA8EqCwrAw5L3IQTctOvN0VxNheQTilQ7zNJWTdM0Y21YAY%2bysc0u7SSHzPFMXulqiiVHjj64wemvmHiPxIRigVvliKfAz6aPSdHevBpw/T6z5CLyD5K0EEhJefLF%2bGSFfXW3RSK%2bPhDYeuriYi/Rbd3M%2bauLE3Pf0Zdu2Sxx9/iuHPDWLYuFkSXn5%2byMl/iZLyCuQVF%2bFlURFKKiqRk5mOOMcbSLA3RCSlQxTVhWfUCTLdzZHiZoLwW/oIttRF0q2ryLlvgXwqkrWBLrT00A5AA1Nnkj%2b604PRmhaA8ZYK/O%2b/vlLvn%2bWeS2aP663/LsHUTx%2boXsbUqkfsSYDODiLN0N6IjvYGtBM6Oho5dBJGR7sQFxuJrVK78McfYtiwkYf//u/foayqhqT0dBQT6ZLKSuQWFiG/uARlNbXISUlGiqs1Uu6ZIea2IVnfEM/oPJWKXzKlQIS9AUKoPkTRMd7pGrLcrfHyyS2U%2bjmhMtQNDYleaCUXuDjcRWhwGNrbmjkB/vXXJ44M94T60ksUAhEmVjhjrSvWE6CtAQK0t9VzaGut4wTo63sHb%2b8nkJLcjo0U9c2bJcgBm/H7H5vIBaL429//hKWtPfJKSlFZ14D80lfkhF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His High School education was in Pakistan and England respectively. Osman graduated in 1993 from Brown University (Providence, RI) with a bachelor in Economics and IR, and did his Master in Business Administration (Accounting) from Boston University (Boston, MA) in 1994. Osman worked for Ernst & Young & Feeley & Driscoll LLP and in 1996 joined Data General which was subsequently acquired by EMC. He also served in a number of different roles within EMC with his last two roles being CFO for Northern Europe and Country Manager for Pakistan and Afghanistan (opened and developed the subsidiary into a $15-20M operation). Recently, Osman served as the head of SAP in Pakistan. He is also the Honorary Consul for Ireland in Pakistan and on the board of a number of public and private companies. Ambassador fell in love with Threefold Virtual currencies are the future and the foundation is enabling a new mechanism for IT currency payments that can / will be the defect standard and a means of utilising capacity from day 1. They are educating and developing the market at the same time.","linkedin":"https://www.linkedin.com/in/osman-khan-267178/","websites":"","countries":["Pakistan","UK"],"cities":[],"image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/osman_khan.a658c2f.30d4cdd5be08ff7c0724543c15334ee8.jpg","size":{"width":252,"height":252},"sizes":"(max-width: 252px) 100vw, 252px","srcset":["/threefold/assets/static/osman_khan.a658c2f.30d4cdd5be08ff7c0724543c15334ee8.jpg 252w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 252 252' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-9fe51c8143081a1be6104738dd073f5c'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-9fe51c8143081a1be6104738dd073f5c)' width='252' height='252' xlink:href='data:image/jpeg%3bbase64%2c/9j/2wBDAAYEBQYFBAYGBQYHBwYIChAKCgkJChQODwwQFxQYGBcUFhYaHSUfGhsjHBYWICwgIyYnKSopGR8tMC0oMCUoKSj/2wBDAQcHBwoIChMKChMoGhYaKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCj/wAARCABAAEADASIAAhEBAxEB/8QAHAAAAgIDAQEAAAAAAAAAAAAAAAcGCAEDBQQC/8QANBAAAQMDAQYCCAYDAAAAAAAAAQIDBAAFEQYHEhMhMUEUYQgVIiNRcYGhMlJikbHRgrPB/8QAGQEAAgMBAAAAAAAAAAAAAAAAAAECBAUD/8QAHxEAAwEBAAICAwAAAAAAAAAAAAECAxEEIRIxEyJR/9oADAMBAAIRAxEAPwC1NFFBNAHmuM6NbYT0yc%2b3HispK3HXFbqUj4k1A4m2fQ0q4eERekIVnAcdQpCD/kRSF26bQJ%2butQnT2mXX12qM4pBaZSR4h1JIK1Hukdh5Z%2bFLF/Qt/S4hv1e%2bSTgEp78v7pOpn02SmKpdSLa2nbvpK5akNpQuQ0lS%2bG3JWjLaj545pHmaazbiHEhTakqSehScg1QpGyvUfB8RwAjyKsGpRsb13edB6xiWW6rectst9Ed6O6skNbxADiM9CCR8xRNzb4grK4XaXoufRQOlFMiFBoooAqxs4047aNo2pGriyUyWX3W28jkUFze3h5EFNO4xY3BSQ2CsHez51HdokOW5qKbIhKUy%2bqIlpKm8BfI5JSTyz1FcbTPriDLzNeuDraiE%2b/k8UK5dcboCe/T4Vn7e7pmv46f45nhL7kloRlpUkZxVc9ptqkzdWW1FrbKpZUgAhOcHfG6f3NT%2b/wAS6XUqcZduC8qIUkTFtpwO4A5Zzy%2b9e2yW%2bRF1RYngtL0thxIUl0bynMnnz/MBk58qeXJtMPIT0hykWDaCg0gOHK8DeI7nvX1QOlFXzICiiigCLa1hIS2zcEp942Q2sj8pP91DbpPQ2prhraTuKzuun8XKmVqBcZNok%2bNdQ0wUbqlrOACeSfrkjFJ5ufFcQ4i5jgyGsp3lAc/lVLyZ5Xf6ang6dn4t/RmxykhuSl15p1ZWVDhdE5zy6muts%2bt67pqZyesDhQ%2bYz%2bcggY%2b9Qy63JmC8pu3jjOOdSnH3rs6T1szot%2b2M6iLbMO9vLT4hRxwVJSN0q/QckZ7ZB6UsIdX9EvL05D4PUdKK1x32pDKHWHEONLG8laFAhQ%2bII61sq8ZJzL/f7Xp%2bEqXeZ8eHHSCd55YTnyA6k%2bQpEay9JCMwtxjStrVJI5CTMUUJ%2bYQOZ%2bpFVyu94uN7k%2bKu86TNkHnxH3Csj5Z6fSuequ6zS%2byPsn0vaBqPV%2bq7O5fbgt1lM5hSY7fsNJ96nokfycmrI7Q7ZBhykPCVEZclFS%2bC86lBOOalJz2%2bPmR8cVUbSYCtVWUHmDOY/wBiae3pKRYsdMaY8lLt0eUfeEnIaSk%2byB2SCU8h3OaWmM6LjLGOlZp1Iw9H6Qt82Ezc3H48tl4b7QYUFNkZ6lQ69Og%2btIr0l5qV62h29pXsQooJSOylnP8AATTz2PWNnTWjmVx5LjseQhMhwqVlKlkDK0jtnP2qqm0e8ev9c3u5BW829JWGz%2bhJ3U/YCnnksk5Q9tKpfsadM611HpZ8KsV2lxRkEthe82r5oOQf2p66M9JVIQzH1ba1b3JK5cI/ctn/AIfpVayOYFZ3c0OelY//2Q==' /%3e%3c/svg%3e"},"private":1}},{"node":{"id":"phil_abraham","path":"/people/phil_abraham/","excerpt":"Phil is a true visionary working to create great products for big problems!","content":"\n","name":"Phil Abraham","rank":4,"bio":"Phil is a true visionary working to create great products for big problems! Recent innovative developments include a collaboration between CloudFace and several technology firms, healthcare suppliers, group purchasing organizations (gpo's), cutting edge rfid and geo-fence firms and strategically linking large healthcare systems in each region of the United States to improve on the internet of things. Phil is supported by a long list of accomplishments ranging from creating one of the world's top supply chain management systems – Manugistics - to having the once in a life-time opportunity to be hand selected by Mr. Harry Pearce, Vice Chair of General Motors (retired). That assignment led to the creation of a cloud solution that would migrate the entire Global General Motors organization to the Cloud. 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5EY1vbu2H431%2b/cDT8%2bb1fv3sK/PgSv3z3APFpfpD52cIj2I4u0J6bp0wah1N8PUTiLlLyPqy%2bt4uY8U5ESA5zEz3YkQFepIwRlyGpRRjCA/i6c47yB5lxOni5uaCzKAOryzOwiSDsJQuO1M/F8YYiHG8pxYm2Ckx2VuFcdx0uLmvEpb5mXO5vw%2bXlbbg%2buBhXmdzVIYIx3IXro2TEajJibT8ujvbjAtkwMbgEE2TEvv7F2NDZijWd7VhQUYH67g409HShta8HHct7Ud3WgPrFbeilpgxQUAfH1mBwzTCPqxAU5g5HUt5OTg1wcuA9OykA8HEXAMj/AMCL26CnCzcwTgFLcz1YmxnztQMMqQficwVI/AFyWy5CckkTkmMiMFCeSQDSsUUAQId2sK4Qx5qKcbz5HQCLa3BuaQMu97Ww%2bh1sgUUEoIPV72XSpD4rf3VlN26M9hCAHlwe6cblNX24tG4FxbEfp3ndPgroWNcibKaRaquuRliwLw0NFzPehxeZ6cX29KCguzMnFybozI3WiUWSOdD5ubvzfQ8Knzuv4bmcreBMH%2bDtJhKXKxJ7l7w7P/CjE7SxMYalqRHcnOxgoKfNzx1ZfRk3QQfJCDnZWsBISx0pEWFYyeqPVaRj%2b/ws7F9YiP11RThUX4TDDcUYZwucJvUvMOmLFLcL/Z1SXB4k3VnlG2tW4CorfW3VUgUDVi2mNlAnVvfiIlvh4vohtkM3XWMXti3t4u6/BL011UiOjUIgx/KMQC/MDPJCWJAHwx2hgR5ckDjS%2bVmQD7dcL1FYjj5W3J0eQDzuc2MOcq7FU7xcxYeK8CAqHvzAzcme%2b7wnbO1MJYq7ONpCX0eL4FA8hILSS7vYc9mI9kdXeylKuK8P06dvKk/FToKwv7ZAAuAgATjSVIpjnOOne1twnuNNxNnedlxgMldW9ODmquW4ObocN1Ytw421y3GVSV9ZtYSTYREuDHUw8cU0Tj04y7Y4NrAE20jxTYsXkQldKOc0CPR0RAh9SqgPPQqNmni%2b4cf79CVD/cWDXvHAlxFMYRcRyN4XrewunCALKwEgqi6Sd5dQYXIO/GZfLwLA9dZAF0721tDV1iQwAjk7gmRHf2CGwoIYXLmyA1W5KRiem4ANJUnYUZGBvTX52FdHIaynEDaV4BQBmOQou8iqXyKNL/a24QqV/SZ7%2b6PRPoLA6o/0kvrLcYWUv7RmOc4PL8G5wUU4QwBODvXg2PAyHCN4mzuaMNrajLXtLejkRDh9/jguXzrGOIWzpw9iz%2bpyjA1UYUVXOdo6C9DRHIXagkDJuTo7WcLOylCivqfQAAIz5c/Ji8o7M1kRvt5e3JwsYEgAbKzMoK2lIb0v2OAqs6VFtkBe%2bkzs3dKOypwUDBTEYT1ZsLUsDbsWZGFnZSbByMKhuhJM0sycZhtcoQBe5xi8trQJd1e04%2bOVnfho5WLcYH9fXLkcl%2bgFLq1diQvrRnBlwypcHxvEzTGyglpwhgBNcgvc3dOJFS2tWF5dhdryYty6dxufPrqPnzn/v/jmEzy804WnLw7g48e78fj2EJ7casKpPYXUBCt4cAq4cS12ltlJjHeVAJDLJNq7M3mRnLOdFextLODl4SY9PNTX04WFqTE01VVhZ2kKR2sLegAbWJka0Pbm49zRrZiXFoe%2b/HisyJuD0bmJ2FCehXWlWdhYmsuJUIST9AIXWstwu7cKN3oqcat3Ie72LcTNvnoc76iRnge0FBSisWAuKjNzMC89k%2bc5aM5LQ2t2EtfoRHTNzUbnPJqghDj4BwYjKZrr7qxw7G1vwmmy7eGZD3Hl2hbs3tWNT%2b5sxJsn6/Hm4R58dW8RJg8Xwdefoh0snjNyG2SuntQyCQChhkIQXImKSExmYwUba3N4erjCzs4CujraXIsNoaaqDAtjA9jQFzgRIAtqQ3VFNs6e2Iyi%2bEgsyUtAS3oUFiZHIXNGEBJDgpAWGoqkoABkhQWhIyUGBxek43JnKT5a0YALnfOxPncOsoJ8EODkiBksRJjoVScnzCQro709kDsrEGH2JvCmGNtyM3XluPbycERKeADaCO4e7hi3ltTgZn0eXh1djs%2bfrcHTC414e2MLXt0Zx6tPL%2bLzp6sxtjYZMleyl04wcIYv5GSw8AGunBJT3JwdFdSnIjrYWrFHLGFtbsZtSU4AzNj7WnSEBlBVUYaZgQEsjQ3pDYxhRTBKM2KxaagZSbyhrBBPpPrJEOlJNtmawZv6keTrjPQAFyT4eSGa42kOxaciMhAdWUmsbAriKF65fnL0xPhiaaQXBpPCsSYvHusLZmMwOw5DxTnYMT8NcW7WCLAxkNpscnElTtBAre9owUX2%2bcdk1RU6zYeHB/Hi4yZ89lEeLo/Pw%2bMbi/Hkzg5MHmvEqsFAmFiz8rT3aYlRUq5SC4jnAe4EwJXC50jq27KyVpbmHH3ioYEMVtbG0Kb4GRvqQ1lZCUb6ejA3NIAtR6O5mRGqY0LQxORLwuVoS/ZFfkQgUmcwvGToiPFGX1IYGqNnYn7YDFQFuyLJzQLmOmrwsjaDDX2Fu5kekw5Ga6g7yrlpZni7IZWLVm1sGFZlhGJDdigOVSaiJtoLncnB1IwmXBtoxgkK6NaOetzqqcDd5fU4V1OEo8MN2PlhI7ZtrcOZ4zl4fTcT43szsG1jNTaNxsHKzghmbF8b5iSo78WRLgHgRlckel8mVZ8AsPrm7HkXuROsrIyhpalBF6gAwEBfF6YEwIbJmxnpIy82AOvTZqAs3B1NqWGIDPBHTUIkGmMCUOjthDBXdwqnO%2bZ4%2b6LAzx/5Pk4IsTFEy5yZWDVvLrICnbE0aRbqw0NQEx6GPII3iy1ZNScaCyNDCEI4jtckUlvCcaA%2bg8nXM9jzPXXYtagaFxoycLN1Lq41lODD7oVYs64DJ/aW4vTeItw8Wo8tY/PRP5iDxqZE2MqsYUINM7M05irvIPkCsRVOcWH1ne1Jf2tL2LD6gv4WJsaQkwGWBEBbS5OTgAAoKUGfAJgQAGsywJIAJCeHYnNZEprmhKEmdSYSaIhGSlJZcQ9k%2b3ogf1YEYnz8UDojDA1REVgYHYaSACdsLs7A7dVD2FKVhf65yVhXlIW%2btAQMUD/WpVHYShNwoDaHPzsF%2b2uysL0uB6e65uHSck6R4TZcHGojCxqwOycG%2b3n9jfb5OLKeo3JiDJOHqrB5KBpb1%2bXj2Hgbrp5twHB/Mmw5Bu3lnAByS2n%2bCwaI54IEgP1vZwN7AiDob2FOlEyMOCMdyQATaGpqEQADAjCdE0EHRmwHazLAisdkVn/jggz0pUaiM382ChNjMMg%2b7U2Zha74mehNjMRwZiIGKICrsuL5fiRqQz2wpiAN5waW4XhTBTbRKW6vn49tFbnYnBONA8WxOFGfg0O1%2bdwiy3BwcRX2L5qHs0truS1yb1jZzgWpBacGW2mzK7CC7JmsKcb9axP48ocvcPnCMuzeXYWTJ1fi6NH5uH6lCju2xUPuYYXgUHs6XNt3GkCtIghT5PTJTrZirlvB0sIMZmYm3AINIXeWwYJ00dTUlABQmq4AQOiBYIAVGZAQH4b1NblYkzoLqzn3O6vKsYwjazQvDhtyKZBZkexjHvOTWM0c9nE4GqjsG%2bbm4PyyZZjgTN86Pw/b22uwr60W%2b6oLcaAqn3tEGcYXLWSVm3G8r462mb0/RP8wugRXhtsx0U8dIBsO1ZehPyYGZwnk4/u38Oofn%2bPWo0ncfnIBDx/vw7ULizF%2bqALbNiTCz88acfGeCPV3IAC2EgM8OAqnyO1t4SQYYGkp9b8Zlx8BgDO1wczMUGKAkYEhAVBSAMB2sOZYtGFEzPJF14IUjKVHk/qkckMZRuvmYZgjcTRrDtbnxJPumdhcWYwhgtAe4YvFCdHYWVqE0x1dOD80iOPttaR7Pg531mF3M6vdvhBHKHDHlzThDPeHawOtuDHSziVpMa6v7cFFVv5kbwPGly7kGE3DONlzluCt6ynHyLJ8rO0vRX5OONKzw7F%2bWTZWNMejrzoCwb7WmFsWwT3BkS1vC2%2bOQXcJAAcBgDWtLTXAjABQAE049lwEAExSU50M0NeXANCTANCDDRlgTZDmzAlAV0cmhlKiMMDxtSZvtrQRjtIIrS7LxLqyLKwvzcHavBSsY1ssiQpluyTgYHUFzrRzFV45iDMDvThYU45ztVk4xxX6HE3TZTrH20tbcZf7wbVVPdwfGrlBUgBHuESRCRN0lAcX1%2bJMWxnuDLZxt%2bjCpb3cKw514/bkNhzcugp7t63FzYlduH5yDAdXFSImhOJaEYXwYCc40e94u5EBtMNkgJ0EgDT/zUylEWhGoRM7sznZoKGhSfV/B4AONcBAsSJbUScSCEB3ZyaWpUWjLycOq/NjsCYnCmOk/vZs0c9JOFKUhInSVByhQxxMnYM11IKJulLc7G7CPa6%2bd9cP4vbwUhyfm4QLFL/brSW4312DBwMtuEerfH0VFyhW//xgMy4NteIsGXCWk%2bBIdx2OtFXjTE8Lrm4YxTfPTuLLBwfw4t4ZPLw%2bjqcfX8Q/Pn%2bOb958jLP7ByTqF%2baGwNfTlvuOrWLzlQCgBshsCIAlRyABsDAx4agzhIvs/wdA9x0AVoIBBCAuxg91C5PRX5iEwdw4DObFYDgnFlvy52C8LBGXGgpxnRb46sIcHMyMxq70WdiVHYXzrPaDJeV4NNSIC41FuEiHeJq9P1kSj2uVKbjXVYq7yypxe6CBlW/mnkDhY5xh/58b7sCFFU0Y766VADi/uBl3DmzBFx/vxcOJITy/fQq3L%2bzFiwfX8dnTuwTgCY7tHoOjzBze/o7cb8xp%2b%2b0kALx%2bB8DZxoYAKBhgTgYI5%2bdIXTBnohpsAX19MQVUoKdNAAiGAMCGozJ2th9Kquegs0wAwF5jCwxS/DbmzsbJBam43lKAW5zTlxYkY392DEZmh6Iz2APrODIn%2bd7EwjwcrCzAeCNVu7kG43XFOE4xvdyQjiuL8un0ynCeTu9Mfz1OsvJnmPzkcCfO9DXg2JJqnFpWj7sb%2bun5b%2bPLR2fx%2be1DeH3/Ml4%2bvonXj2/j%2bb1rePviIfZtGYG9gxnsZJawtSUA3GZFC3i5O73TAAkACwkAC1NTznpDyCgUpuxzDQ0xBo2gPF0F%2bgIAPQLAMWhOUObmRqFvcC4aiqPRn5uAvtwYHqkD2ZE4VJaAS43ZuFqfhSPFyVibEYfu%2bGiUhPihIZomJzMGawszsLmRYtbYjO3c8DbXVWMrR9rR5iJMtORhctFcnO2Zh4nldTi1vEmK432NONVTi4PNJbgxvgffUfm/fPEIX758jLevPuH5Q3z56QO8uHsGN09vweef3MDYygZY2xpD5mTBFd9MAkB6AOQhVwAgs7aWpoAAwMzYSGoBoZQmfwJAiQDoEgBDAiCeElkYGiGF9nTFaDF6O9Lo1rgR0pj0keIrMyKwj/P8dG0ajnJKrORG15Ych%2brZUaicHcnNMQOjZXlYXpCFsYVVtLWLsKmjE5vbGml6irCndQHpXYaTbUWYXFrJxOswuWwhz2twgpU/saQKe5uKcHnfZvzjy1f44tk9/P3T%2b4yH%2bPvzB3h59yh1YA%2be3DyGVw9OY%2buactg4mMPJ1ZZMsHgHgBw%2bEgB0gY4EwM5CMMBMAsCYIihjC5iR5lpaOhIA0wmAjpYu9HW5DxAYK34WHuWJgpooZFVEIiMlFEuzCEBmBEayIrBrbjT2FHMUUh9WzU1DV9oc9GTGYyhzDsZyk7GV6%2b22wnQcr87DSRqe481l2F9XgJX50dhem4cDraWYaC/G6SUL6Bfm41S3eLJcjlMdvJbHPfX5uLafALwVAHwsJf/m0Wl89uA47l9Yj2tnRnDu7CZ88fQjbBtdBlsC4OYp/jzGigDYK56BehIA5/8BADXAWCGCTvY20k6gqakDAwkAZehoakNfR48gGcKc3iAlk2vu6lSU1s5CSlYYFufMxhAZsCYnEtvIgHUUxXUF8VhXGIee%2bGCsTJyJzflx2FeRhpN1hbhKk3N9bTcujHax6uUo93FBBXeItXNjsb%2bxEBNd8zHJje84W%2bFkRzFOtLM1OkvoE%2bj9F%2bbi%2bpFd%2bPbr13j96Co%2bfXAKf39wGM%2bv7cHJvRU4dbgEZw734uSBBgwsToYdR5%2bruwMcHKykZx%2b%2b4v8%2bvFwwRYxABQBm0ngzJQNMmJwwR%2bJcAkDfUAJAi%2bd62nqSNhgTiHkL4nH4UieWDUP1MJwAABCvSURBVBeisScfy9jvQ5mRWJcbiR0lsdhaEodNxfEYJSviOWninZ1QTyO0qqYU%2b5Z3YG9fJ3Yu6cKKojIsycyjecrCSHY8lmVF40hjASYWz8exRaU41ERf31wgAXC4pRD7Kay7Ggpw7%2bIpfP33F9z5b%2bOTm7tx%2b%2bwqzv5eHNtVjZ0jkdi7OQ1HDpWipT4BZraWcHB3hp29AgDxeP8dAFYSALZ0gZYEQFTXiC3gLImgkdQCYgpMIwAaZIAOdcDEyBCGPFbVZODix1txaHIYhy8PYsf2dgxw/g9nR2ATd/o9FYlYTxAGOAG6E6NR4xuMWo9gdATQOEUkYTQ2CxtT5mL73CraXyp950Ks407QX5CEg01MmNU/1lGK3XXZ0usjzYXs/ULsqs/D7tZ5%2bPz5fXz39SuOuxu4fXEVLpxchNtn6nFqTwsmdlTg6ME03DrWhhUEzFxGsffzgh2XP0%2bOQQUArpgis7WW9gBbc8VzAHMjI8n6OtpYSY5QMECPwjdtmhIFUUfSASPuBgYEoGx%2bEq4%2b3omPnu3HkQuD2HN0OVbX0n6mc91lL28tY8/nxWJFdhyWZczG0mRa5rR47C/Jx3hFCcYXlHLxqcSx9noc7VqI3S1V2FhdjJWlmdhRX4BD7aU4yJs/0pzHxahAYsJeAvFhDbfD0W789MOX%2bO6rVwTiBl49v0gBvIQXt9bj8sFG3D2zkV7gNG6cGcbY6nJEzwlGY10GZnAFd3EQf90mh583ARDVt7fgfBQjULQA1d2YFRdjUTwA0dLUpQESAChLE0FLagk96JIZhaUxOHq9H9ce78KJa6O4cHcTbegSLOOaPMg2WFU4G8uzZ6NfOEVuhP3cGkcyorCxMAFbi7nqzs%2bSniAfbizD0dZqfNhYic0LK9BflotN3A/2tnAiMOmDTXkYb87HPm6JexvycYD9X5Odjms3LuNf37/B1589wfdkwvdfvcYXBOPprRN4do%2bAfPoRXjw6gsN7FiOVE6tnUR5mhbhC7mAt/Uev%2bDuoKaL6Nhas/h8ukAwgALYEwJCJamjoQltbAYAaTZGGxAg9CqIO8orCsW2yitGK3eeW4tjV1Zi4sglD89OwJIXrcFYUlrOfu7gGL02NZfKx2JE3B9vpFDdkz8EugnCYIJxomocDTVUYq52PNXWVWFFVjLU1hdjTkMukCVJdFjc/8X%2bOOdgxj6ZqcSMiZmcjMTkVP3//BVvgOp5S/Z8/OoOvXj/CZ0/ukA33Ccxj/PTtG0wc2oikpAC0LipGUJAbXAUDfNzg7yMAYPUFAMIBigkgBNBIzwDWfE%2bfiaoTAC0C8P4HBEBNW9EGHIXafD%2bjIAjL92Sha2s6%2bvbkY/WRSuy7sQKjK%2bajPS4EjVx/6xMjUB0fgbZUtkFmEveFVKzLT8aa/BRpRd5akY9tNWX0A5VY09iA1c11WEGRXF9TgC2V4n%2bakrCLrnEX/cT2eelYnx/LFXcCwVGZ0DeyxNo1q/HVqxt4fPcY7l7dgs%2beXcdL2uA3z%2b7gLQH44ZsXOH5gLdI4pls4TQIDXOHGXSBQ/EUcQZhiy0StzMX44xb4jv6GBMCKmqCnqwt1dR1oaikAUFHV5GttMoIMIACJWf5oH0vAEqrtKMfO0P4SlPXEI7siGk1J4aiNC0NJTBgWxEehnYvQsuw0DBTmYU3JXCnWzS/HWHUV1lRVYkNTE7Z2tmNHVzNGFhZj1fwMbJqfgo10lFu4I2yeSzFNCMHRjVuw%2b%2bQ9GJk5wtzWGfZyb3y4bTX%2b8fIKXnIRevviHj65dQ5vntAev36IH94%2bx8HtQ0hNCkK7AMDfBS6ONtKfBQkWTFFQ35jmh8rO5A2YvK6uAVvCjOdsAU1FvP%2b%2bMpRVNKCqpiUJoxYBiE0JwPyeRNQNp6B/bzHa1uVi4VAy8htmoTgmgM4vGGUxM1CXEIlFSWyH3FQ6wEJsmFeIzQuKsHHBXGyqLKX7m4/t3AV2NldhV1slVlXlYfX8dIwx%2bXXFcdhSRCFlS304vBrPvwbKapZBTdsEFvauUji4%2beDgwZ2k%2b0s8f3ILTz66hGcPhTDewVefP8SuzX2ITQhAPbUkwIci6Ggt/TlQIGOKGWlvzMobUNn1qfZ6BEBHmB3qwe8tIHRg6jsAlAmAOsVQU00HMeyr%2btFUNK1NRe%2buuVg4kIbyrtlIWRCK5FmBaI4PxfyYYFTHhaM1IRz9WXOwtiQTe7n57SHFN5TnYNuCPOxbKEZbEbbzuGZBNoZJ9dGieIwx8a3FszGSl4gjOw7gky9%2bw4U7byH3ioKeMa26tTPM7OQwd3CBnYsPtm5bh2/f3iETjuL5/ZN49fQSfvj6I%2bzZsRQJScFobi0g7Z3hSgYIAAIEAIL2hux7Ayavq6vP5PU5%2b3UlGyxaQIV9r/YOACVlAqCqxdfaUFfVRlxyABpXpqBlOB1LNuWicUUiynujMa87Hs0LG9CZFou6aD/MiwpCTWwoOhJnUAwj6BKTsaMsFRuKkrBZnM9LxRauxGvK0zBSmoKRokSspo8Yy6Op4kg8PX4Bj978G598/iu6h/dBS58exVoOI0snKczt3BiuMLd3x/KBLjy5f4zi%2bAi//fwG%2bO0rHNy3EgmpYWhqL4Ef3aYEgJ8HGeCBKUZ0efqC9kxcW5uKz%2bQ1OfoEK/QodqpMVOjAnwFQpQ6oqmghOS0UC7tSkVcViZrBOejdStU%2b2YdT59dg06adGKhrRsPsADRQEEU7dCaEojt5BvrSIjHAvWFF1mwM58bRK8RxX0jAyNx4HuMpkLF0jzMxVlWKS6dv48mrf%2bH%2b829x88lPCIrMg5aBNavvCiMLZxhQC/RN7WFoIYOhlTP0%2bNozIAzVdXXYf2g3vv/hC4wfXo1cgtnD1drXSzDAGsG%2bHooWMNQ3kmivTdqLyotQ19CRWCEWH6nipP17BGCakjrbQFMCQFlJE%2bm5YWhbxQmwrhSVi2l59xXj1OXlRJp03nYE%2b3edQmNaAgUwEi0Uxa7kmRhIm4HRnAiM5XMdZpXXFMZjY2kCNpXRNZal8L1YrOVavaujHdcvP8bDT3/E/Wffsvq/YXjzeegYOzFZZ4YcuuZO0DWVQdvYHtpGtvzMFgbmjtAysoK6vgX0LBwQEjkbSZnJSEuPwaLWIs5%2bAkAfEOL3TgMM9Awl6gtl19JQCJ6gvBBEfR1dKImKM96bqkQ7rCaxQJVtMW2aGkpL43FiYgAnTq/E6LZaZM2LgIOrHcwsnLB71wTOnL2Pke6VWBg7i4sSV%2bKUKLbALAzSKY7RLm8mAJtKErGxPINqT9Gbm4gxiuOxDdvw0UevcO%2bTb/Hg%2bfd4%2bPJH3Hz2C6KSq6GpZ8nKy1lpZ2ix2lqmImEHCQBtIxvomNpBw8ASeqYKMDQNraGmZwUdMsRM5g5buTvkLnKE%2bHsi2J8toMve19YSjk9heoToqVLgDNkaegRgOqkuWPC396bjfQLwOwuUeExJj0ZBVQ48Qv1g4eAIdR1zqGqYwMU9EAcOXsLR8Vs4cfIOarOLsCAqGMsKKJZZsehNF/tCLNYXpTP5HGwozcZWzv4jK0e4xt7E3Xtf4M6Dt6Q9k3/1I56w%2bqMf3oCBqRv0zWTQM3dmojJomThCw8gOWoZMnqHFZAUI6noWUuJav4eRtQSKuoEV1IztoE3dMLOXw8XDkwCw%2blqa%2blLyaux1id5MWIxDAcA0CQBt/PU9Jfz1AxVMnaaC6YIF/B5jc1uo65pjmqoRlDU5NYytoaJpDHevUBw4fA37j9zGsVN3sWvXOaQHBKMyIgCdGXPQkxGDlXNTsb6Us76yCEeGh3Bt4go%2bvvsZbn30BldufYY7T77Hk9c/4%2bGLH3Hl4c%2bITqnj77KEAasvktdm5bWNHZigHTRZfRFaTFCToaHPo74lj5YSGCLU9MyltlCXgLCEmrjO1AFTdLS58JD6UvKktggJAHoB8QTofWVNiQX/9bdpeG86q6%2buD1VtU6gwlDWMCIQR1LSMoWNgAW3%2bwqkqBnD3niEBcGD8Hg4cvYOJs08x1LcFkdwwK8V/bSfMQu0sH3Tm5eDc%2bEXcufMGN269wfkrL3Du2ue48fA7PGLyj5j8rYc/YGD9edLZnT1uD11WXZuhaSJo7wAdQ3uywB7qZICGlDSrLEL3XeIs0P8IPRF8n9eqkh1TRM%2brv0teRfQ7j9OZtD7tr1h4pippYLqqDpTUmLiOGcNcqraqlggDgkAAdYyhqWvKFrDA35QM4OoZRgW%2bjv3HH%2bDQicc4eOw%2bTp17gaaqHoRZmiHP2xEt%2bUU4ceoBLl7/HCfOPMOJcy9x9vpb3Hryg1T5xy//iWt332LfqZeISa0j4ObQYaI6oupMXgLAWIBgL7FAg5NBJKwAgEzUNvsfiSvu/b/fU7CBAKipa/%2bRvOhtEaLPdbW0pSmgpGnIb1B8s4q2sURxEapahkyeraNtBHW6MhFqWqYEQB8BwYlkwC0C8AjjZ1/g9NW/4wRZsO/QbZTm1WBezgIcmXiOI6df4uBJJn/pC1z6%2bDvcff4TPnmjSP76x1/j0ORzLBmZhIVjMHvaXpGsgQ3pzooTAC0BgGCAgc0f1dYkAOIaFd6LuO//DcAfIBAAVV43ReUd5SVhY29/oESh41GLraFtwAvFN7HaKqS7oLySBpPnUYXAiPcE/RVhAiV1I0zXsEBydjN277%2bBySt/x8Hxu6iv60PM7BzMCInHnDlFKJzbwso%2bw/ilLzF582tcffQD7r34GZ%2bw8k9e/RM373%2bN8dPPsfnAY%2bRVDPGGraFpLGPirLyhSFYIG3ufLaHB6quLqosef8cAMREEA0Sb/jlxKX4HhACoCQYoq2r%2boerThcKL5UfPjD/MXKq4KumuoimSNyQbBABGmMZ2EOcq/EyNbNDQEe1giqnKujCxDUBV204K4EfoXLIOJqZO0FI3hZWhI2wMOYq0rGCoaoLY6Fycv/Mtrn/yM%2b6/ZOU/Y/Kvf8Lth9/g1IWX2Hn4IVbvegCf0EwosbW0TWRMlgxg9TVIcSGI6gIMIwUAov81mZAGQRDFmS7u%2bU8ACEBUdUwlAFRE/xuIsCID6O%2bVlNUlFmiwl7UpZhqC8kxeWUuoO4%2bsupIAQN1Q8ZqhJB0JAH%2bJCGVB/2k68A0vwsi2j7Bs2QYuUAT3A23ILV1gbyqHDU2MvakrZBbuMJpugIz8ajx7Czx%2b8xMes/J3Hn2Ds5df48DEM%2bw49hxdwyc5z%2bUS/cWsVzd6J3j6NhIAQszUhfAJRec9K1Or3pumiveoYcpsSUXipn8cVURe9BGq%2bork1SQAmLi6liJxLSEMUi8bS5UVlVcRiTOmqxtILFB9B8h0DQHQu1/C5KdrkgGqxsiZvwo7jjxBTW0/PNyjEeg%2bA3ZUaHsywI4AOJtxcTGXw8KAo2uaLtZvPoDX34CV/5qC%2bBmOUwz3nHiKPaf/jpzSbv4eU4qdTJr3mhIAdlAztFUwQE84PmsWRh//d6oy9UcT7wuWvut55XfT6vfklZm4MlmiwlAwwJIiSDHTFP2jo0hcVcS7c6Hwykx8mrq%2bJIaqmgodmKYhep3Jk1YaHDcqWmb4QM2INPVEx/Bp7B5/hCU9OxCVVI%2bQ4FTYESBbY2fImLwlKypjQnYEQI3siJyZgPtPv8WlW59j4uIrjJ9/jb0Tr7Dt6FM4e8%2bGsi5FzZgmiwZGCiYvelcx5sRMt%2bE1FnifxZjGCSWS/x0AURgpBPXfVV2MPqH%2bkkdg/D//dR0ifjJddAAAAABJRU5ErkJggg==' 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Why ThreeFold?

\n

ThreeFold is definitely a disruptive Tech in many ways, combining great economics with sustainability, enabling Tech to position itself for contributing to positive, non-discriminating inclusivity and social impact on this \"by definition\" beautiful planet of ours.

\n","name":"Peter Richter","rank":4,"bio":"Born and raised in Belgium, of Dutch/German descent and calling Moscow, Russia home for the last 25+ years. With 25+ year of logistics & supply chain, for the past 10 years active in Industrial Development & Construction, Decentralised Energy and rolling into project integration/management in a very broad sphere of projects. 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clw43ER742CMJ05GOqGc2XCO/b4iIxylFDslySEomxeO8pQI7CfZrXa3QZadEeaLMdheD%2bts9XDQzw7n5/ijPSMKn61Ph7yVZNdciZdnDuO7w5vw9d6P8Lx0H15UF%2bHNpTr8fLEBPzZX4/fm05hjPZOtuTvirKdKdS/2C0QWqEDgMNRP2hR9ux9g0Jn9gLd1wlUm6kdvcF8JgJmiFHhDPaK7xkwXNeF%2baJgfgwMxBIDDyYkwewmAyuRAOh2I0wKEJD9scjFBpEyT6kwDwzUGYkCP7uwiGnCnTE3QGoSNbmZsm8E4n%2bCPRkrl3yr245f6UhT42yDP2Rh7OCQVpM5GB7PheeNp/HmzHb%2bzBH6tL0OKrTEm9f4nQo0mwpxtUHQAJfP3F3ygEJxAMOQ8JwHA9f0AGKo4gAQoY83LTSl1KXcVFqMGSlOfzdghHGRccDk1Bu3LE1CU5I%2b9ke44GcYhJ9IV5SS90gQfnIhywT5K4zX2upwQjbDezQaRhtqwHNIfXsPU4da/GzIMxmBvsA2Kotw5D7jhhIcFHi6Lw/dHNyF4qiZ0ehGsMcMh0xyFbfMScYLy%2bd6O5fjzaj3%2bbKtCI8tD7Fk6TBgiASA5P0zZDcSGiNQVCIDxUCUHGHeGA8xHDZQuotMyC00NueXoQbAaraGw0tSAheZAuEwagepQP7SwpV2gyCmd648d1POF4SyBaCo76oFzzIJTsT44OdsNFTw%2blzEbFSmROBLmgo1W2khh346ncssynYJtftacGu1REuKCfBdT3GE2/F6%2bD4stZ8Llw39gkc5oagwffHGCHeHUHtzfvhS/VB3DX62n8enudTAbpQEn3s9u/GDYjBkkmRWfk4AozEcOENkgN36bAZ3RAcYjlBcZjWAGjBggF4xPU0itb1hf2I8djGJ3R2l4ubImHsV0eCfTtJhzQMlsZ5xl2telhqAxIwJVsd7I97dDYaTY3/PGPn975DoZ42Or6VhLHtjqaCjtB1Qy%2buXhHih0s8TDrDig5TRub1uDjea6OOZqgU/XJeO3Gjp9uwmv2ivwpHQPFHVFVJjJmD64H3y0R9FxDVi/tdEiWOoKkbEWo9TlVqMHSgBYag7sRAmodIBoHez7ooWI3k8d0FfqsabsAMdDPfFgXRpurEnF6ZTZ2BXGkZZcUBTJASiFw8/CKDSnh6N5bijO8L1DzobYYauLbJsZ2GI9HVttdJFjqYuDzqYciBxxMsAJB0iQx2YZ4%2btFyfh3xQn8u7kcjxjhuoWxBDoFTwrz8LKpDC/OHcOL0weBC1UonBshTaaezBLbcYPp%2bEDMkrKAx2MGKazHSNlLADQkAAjM%2bwHQHaRkSl2OkHqDJBEhbS%2bJLyb0Bym/oNgX4IYbGXNwdf1ClNDR3SHurGNPqZbPs/83ZEZz/A1GLUE5R6F0irWd72qOI87mOMAucMTJVNoPqInzl6wg0BW7Z5mixMUKT1dn4a8KDj5tZ/Fj/i483LgAtzgd3t8yn2JpKX7auwavzxdAcb0F6c7W0O73T3gbacGOU6klIy6VKvnKjCXA6LMU1OVmI9QkAMxHqHdCCmsopbDOwN5sg33kNI6WfRTi25bpA8WXEn2wy8seVUHOqExiq0sLw0Fq%2bhORohW6oZpTXT1bXz0da5jtiXpmwPlAF5yllfk6oczbASedzJDvYYeDHo7YZif2Cu1w1MkGZ4Pc8XjtQvxZegJ/dLTgyfFd%2bNfGLHyVs5zrfDzJzcKr/BzIG8upBC8g0cESWr3%2bgWALbdhMGCoBYDlqoJIQh3MWEDMBy9h8hFIKs0u8H4C3XyBylTH6cj1l1BXiaycCweN%2byHG0RB17%2b3HW9vF4pcA5xj6fTxCqSY41SWFoTAjEReqASyyRS5lxaJkXhUoqv0N2xthoMAW7bS1R4OOMPZTIxwOcUTUnDJeSIyUJ/Ka2Ai8Ob0djYhRqIrzw9ZZleLpzHV4c2oLXJ7fjj8pjnAVakeXrgjEchyNYVlacSzgASa1QGDvAuzZoNkwJgOmwTgBgpOqVXGVGkhSWFKCkqoQUNhw2AKtsTFBHDd%2b2OhXHOL0diQ3GMYJwMsqXA1EoztPa5oahg6Vwc3kaLlPJ1caFYLe1AdboaeGYrzv2zmIW%2bDjgNB0sj2bniA/DdZbVCw4/f11pA5rO4uKSBdgyfQpuZcbi5wPZeF15kkKphkKpCv%2b%2bUItFXnYch7sgzGwqHCaP4Eis/vcsUJgrwWAGvC2BzgxDQ1QkyN5J5SdXkZ9CSYADpCFoga0Z6hfOpeyNxhHO8if48CeTInAyNpBlEYaquGA0caS9mBKOOkb%2bdKQPDrP%2bV%2blNRgEFVEVoIHbbWGKV/gxstjLFXjeWgJ8TrmYlcfY/ip8LTuCXAirBo/tR4OeFhiBXPMtdgTeNZyD/9AH%2buncLf7bXYqm3Pab0%2bQAushGYNXYQLIRmIUmLEuCxwowBo8ktRr4FQK0TSnBwP5UU7kcl2E%2buGoKk0VJkgBiPP3K1Z0rPQfO8SORTxxfS%2bZK5swlAEM4kheM018pof0Y9AIUkyGNk%2ba2ORjgQ6IaCyEDscLZDtpM9Nrs4UU47YJ%2bnK/YFelERRuPJvh14cvAgfty1A68bavHVwd24RJC/XZeB3zkWy%2b/fxl93ruJ/LtVjdaA7DDR6wpnRnyW%2bGhNBksqgPxhthelwSRnKzVTjsFlnxuG3UpiOyjgCyyWNPUJNYSzN2QOkgciDU92JMH8Uc7DZP9sHRXS%2bZB4tmb2fES%2bLD0F5rD8q5/jhbIIfDgfTUaZ7jqcLPnayxceOdljnaI%2btPu7Y5uFK4GaTS6JQEhGAL3fm4HnVOfxcWYnXdefxe0sDHm5dgy/Ydl%2bdy8cfF%2brwur4c/26rQ9niTOhwFvDXHQd7coCVpjrb30BJC1AQKdj/YTl6oJyaQAKA6/sBMBmpvIgSWGYyUo1SmBp7lLrClLUljoUaFKvosU4ThyM31B0FzIBTqdE4Mz%2bOqi%2bGnWA2Z4JgnEkOQBH1fR4zYIufKza4uyDb1wubfTyR7eeJnYz6fh8vHIkMQ463Kw4H%2beLRnp14UlZOK8PPZ8/il8Y6PNy3E4/3byIYpzgEkSCriiFvq8fXxw9Dj9LaU0dT0gEUOsJh0fvFcyqFkOZAOZVh54WQiapOuMpociF8JABYX5TJ0s2F1BQfNmvcEGzyd0Q%2bO8HxhBCcTosiOcaiOj2GAISiIimQncEduYHO2B7lhZwAV84G1lhrZ4U8pv5eVyd2ATvssbWhFvBDZUwUHh/kMFRdjed19Xje0IQXrc34svgkfqoswJu2MryiSnzZeBZPqsqxLMAL%2biwBPz1N2E0YJvV/S9WzUQMoBBfQ5CRGZQaMVOt8FxBKUPy8RMz%2bJqwnkf4mYr9NZIQ0ealJH7jK3QqFCYIIg1DGFljNTKhfmICazNkoZRaUctQ9EOiAdZz6wqaMQZz2BMzRHImkUeORMWkq0idoYem0Gcj39sP5mDm4s2YNvt2/F1/u2YX7B3bjzsGdBOAQXtSU4Q%2bqw1dUgLh9CSVrl2I8O4AYfsR%2bgD2zUYgglfMSAOIZxZ6gyfD/xSzwX1J4qCBBaRdImgXeboYYS%2bwq0FXHMjcrFMUz0nMCUZwUirr5sWggAOczInE2MxJVnAuKI5yx0sEQ6x2NcZyaf7e3IzYYG1EPGGKt1gxsNzTDdlMbHLJxRGtSGh4sW4uvV67C7byPsS8hGI0rE/D81CG8aTmDV5frCUAHcubGQFfapu%2bNCDOZNKWK5xHEZy6yls%2bs2ht4NwwZd2ocfpsBQ/vLeCxX7gEqM%2bAtAJINVwIx39EUBQlBHIvDcIravCotGo2Zc9BELqidH4kzGWE4zGlxr%2b8sFHDiK/TnfB/pS9XIMZokuM/PGyXRESRLjteZafh6zx78UnYab0iAr2vLWefb0bwiHU/zd0N%2bpQ5vOprwsq0WkRb6MCXra/XricCZE2E7fqjkvDEDZjxU/JCiv9S5RBcwH67W%2bS7w9y0xgyH95UZKx3mzAe%2bibzpCGX0jflC8lR7yEymJCUAR6/4Us6CGzrctIACcCIs43p6MpcMEoSjYGcXBbigM49ww2w9Hg7xwKDwIxWlzUb9yKTq2bsIXRw7il9pq/FrNdK8uZiuswDcn97Ez5EN%2bvRH/c70dV47tlSIuBh%2bRAU5sg%2bLreSnyYrtOlKvIAPGsw9XeCSGzzugAw2FqKiWoxhIYIDdStcF3zis3SAjAQGkjMsRwCo5T8hZxLjgR58eWGIrK9Cg0zo/CGR4XJgTgFLuB4IJTIa44Tt1/mLNEcbg3QfHBMbbTsqQ5qJ6fgRt52XhceAy/nCvFTwUH8Ips/5qK8JeqU/itowavO%2bqpEluwaU44TIf0gTPrXgRDbM%2bLjiRYX5gKBCUAYhgaqSRBs5Hqnd8RMlLtCov9AFNVF5A2Q0U7FB9CAjQe3hcJgaE4nB6HfDp7ghlQQDAKOQydJQfU02o4LVYwE8pJkOURPjjh5YhD7rbIpyg66u%2bBw75uqIjh8JSahLvrV%2bP7goN4VV%2bJFxUn8SvtTSu1wMV6/NxWRQKsxcOKQgQYTpXIzpykJ7bq3KaOgiOzwIZdSZj12MHCFOJ41vihcmaLBABfdwIAVZoYsm54LDei4zxWzBSlQAAMRSYw%2bgIEl5nTsHr1Phxe%2bRGzwA9lC%2bNwgkAUzA1BWXoEahZEoWr%2bbBSxPZZTJAmFWEgQTvq54Ki7PY6y9%2bf7e6JuTgSuLUzDN9uyOQscZ/pTA5wpohCqgPxqG151NOPH%2btN4dbEBm5OjJa1vPXYotDmcTdfoCxtmgGiDNmPo8LihBGEorMcNVdiOHwbLMYPlZprK/QCL0YM688WImmpPUE1mMExNbsDanzG4v4Kv6bi6BIIRCdBUcxDCvJ2wft0hFB5pwtG0SFQs5DzAcXhHjA/2MuVPpoSglNE/QWF0kmrxHAXT2bhQlJIAj3MgKgnx5xQYhfYFqRyaFhGAzfjtXCV%2bbziPlzUV7Pu1eMOa//VqC35j9L%2boLoW/AQefCcPhOGkkZgzqx2dRh4PWSDhMYgaMoeMEwYKZwexQWPAZTUYMpJZRCiHTkZ0QQrpDlEzJVaZHDqDzRLqfYjo/THeI2BZTkzZFPMxnInlOCNKT03Hi5C0U7ynGsZRglC0Ix%2bHEAGyc7Y3tBGHXHF8cFOWxMBGnUmJQzvqtTCBYcZGojI3EhQXp6PhoFZoyU/H5lvWs%2bzNk%2bkv4rakO8htX8PLWFXzfXI1X15pxdutqabfHRTYaTpNGQX%2bImE36IdhcGzYTR5CbNJgZQyD2MS1HD2YGDIfd%2bOFy27HDJABsxw3rRAYMVxIFV5nBcHW54YiB4KrQH6omyU6xKWI%2bSRNxs4OQkRaPlPhQrFmeh7LyT1FxqBwF82NQmk5dkBaKbXG%2b2BzpibwYX%2bwlCAdSYlGQGk%2bBFI1yzvpnE2JxZ91KtC1djArOAw8IwG/VZ/DHjWv4485NvHhwF99fbMK/SII/X6zD0iAPmLD1id8T208YwSgPxhS1Xoiw1oO9lqbkuA1Lw3zUIJLfQGaA4AJywJjByi2xMZ3gAKMRGqpN0YEyo5Eacq4wHkFdzZuJ2jceOwyh3i4IC/BAanIMli9OxjwOMttyK1Bd8zVqSjuQv3wxCub5oTA1EHs5DO1P5Brvi7xYP2yn47vp%2bL74GJZLCkXOCtQvJgDJifiMMviHmhr8fOMGfrl7C99z4nvcdAY/tFXjZVM1ji7fykiPZPsbTHIbDlHj09gGA8x04Dh1rCTVGXmunAxHqCtookSoZpVdwLgzW2J0VtUF1GXGIzTkJqOHwmSCpsJg4mhMnzQWDtZmTP0IzInwQ2SgBxZkJiNrfiIyUxeisOA66hu%2bQXP9Vyjashcn5wWhNM0Ph5KDcIjtcE%2bsD7YzGzaF%2b2JtqC82xkRi%2b7x5OLZsOYpWrcLlwwfx8GwZfqDjz9rP4UljGZ42n2X616JlzSq0LdqG3AWrpT4vHLViveuQBB2mjobD5FGUvxpKAMgB7FIKkREkPrZBJQmaa3aCBGfpaEkX2UydJLPVmya3MdKDmf4MhZmBLuwtjOFuZ4HYCH/MYyRD/NwQHxuGpUvSmQ1RJMQDqKn5Cg31X%2bLihR9x5mg98tOTUDKXQigtDEfmhmE/54adUT7IjfTG1lAPkiXFU9ZcNG1ZgVsHtuKzwj14VleC59T9z1vP4BmwqqUAAAm9SURBVHlLJV61VyLZwhrZ1gH4ZP95JPoHw2hwb7L9cAhyNmdGiHoX3xEonZdMITLBYvRgjsODVV1g8PsBcLA07apczWQ8ltuazYSbnaXC1twITlYmkgWyBFKSojA7xBeh/u7ITE/E0sUpSE%2bdh/0HGtDU%2bC0aCcLVq7%2bgpeZznFyTjYMkxUIxHlMlFqREYT8JdGd0IA4mhKFsURLac1bi/uFcfFN%2bFD83l%2bLXy1SDHUL61uL7qgJM7KuGRB07XProCOoOVcNy8hjoDexBIuwPd%2b0xcCYHzGIrtGWHYO8XSlEh1CJbotxuvIoExw/txJejUycpfyg5cYzMYuYMubXhDHg6z1I4WpnCkc672VrAw94SEcHeiGIa%2b7k7ICEuHIsXpWDZklSkpixCUdF1NDd9i%2bbGrwnCT7h27QVOH6zFqeVrUb8iC00rF%2bL8ykUoXZiK04tS0bA2C1d2fIR/Fe7FD7XFeMmIv77ZjFdXGoF7F1G5fAE%2b7NIFodq2qFp5AA9KbyD3o1zYTRsHbXYnLwJgP44lQW1iRw1gR4K0mzRSYcfOQLKUO0wYIQHA4078XH6UslWMVO8n0586WW7Pmg/wdVe4O9vBlc67O1jD28Ue/p7OCGYv93Z1QGigN9JSE7B0aQYWzE/GwvSVqDr3OQH4Bm0t3%2bJqxw%2b4dfMlOi7%2biAvlV9CWuwetq5bjwsa1uLMnh2mdzejn4OuKI3hBufvmRiulbyP%2bvNXCGaAY82booTsBCNZ1QuW6E7h1sgOPLn2Nix1XkZ9fgF05W7EyPQXx3m7w1J8qCSLxExnBAVIXUGUAxVEntsWnTFT%2bQEJHS6Y7aZzcihwQ4O2q8HQRAJhLGRDk7YxQ1r%2bfmz08Ha3h78EsIBcsWZCIrAXJiI8Owbq1e9HU8FjKggtt36Pj8lNc63iGSxdozI4Lx6rRsn4Drmxdj8/y9%2bG7MyfwY20Jfr1Yg1%2bv1OM1B59fyQHbPT0ROHIM%2bnb5J6JMfXF6QzFuMwPu1TzC/ftfoamtGVfYNZpaW1BXX4fTFWXYtnkjkoJ8FU7TJogfTcn11ZX/YWJmZ34kFRMWJF2UljRH5u1sL7cmAF4udgTAFq4kQHszA2bALISx9gO9nODhYAUPghDi5465JMYMkl4KZ/WkuGgcPFCP9ranaGn6hqT4BFcIwLXLz9DW%2bJigPMPNti9x7Vgx7u/bhu/Kj7P2SXrtVXhzqwm/sgvs8A9EzBgZgkaPhUbXbki0o3jaXI5bZTdxvew2vnn4nF2nDuXlJbh0%2bSKampvQ3NrEzOBxa7NCgLF17Sp5aniQBMCylMT3A7Aka7500drVy2WpcxPkfu4ucLO3Vni52gsyhJnuNDhYmqhKwA0%2bLAF3h1nwcnXEbE52iWyR8zOSkT43GgvSlqK66nO0Nj9mKTwmCE9ZDj/i2qVnaGa3aK57jFs3XuDzy3fxrPEM9f4p/H6tAU%2bqS5Dt7oOwkRMRJ9OGp8YwaH7QG2nuiTi9uQJXi69J9vDyYzx/8RLHjx/C8WOH0ELnL9P59gvtaGtvUVy42I6Oa1fkN%2b7clgC4dvPG%2bwHYunWDdNGOnTmytWtWyJMoWJyszRQONqaMsiesZ%2bpLIHg4zkKAlwvT3wk%2b5AQ/d0f4ujsjenYIMjOSsDgrFXMpkDauP8YseCaRYlvr9xII1zp%2bwlXyQW3lZ6ipuIebt37G1UuP8XlLBxo3b0Cm9kyEDB6HiLFaCBwxDhY9%2b2FQ1w%2bR5pGEik3luHj8Iq6XX8Olhq/w5ddy3HvwEAf278aeXdtYAqckEK5ev6K4fPkC2tpa5MwOCQAC8n4A8vI2Sxdt35Ety87eKF%2b/bjX7fojCjl0gkGQXFR6MWcZGMNPTgRsJ0Vc4ziwQa2iAJ8KC/ZGUEI3MzLnMhEQep%2bNUyW2m/BMpE9pbn%2bASnb/a8Rwd7d/hQsszHNn/GCeOs3U2/4ySw5ewNng%2bEqay3RIEl77DoPOPHuSALkhynI2KDaUSAJfOPcLWTV8hZ/P3uHHzNWoaarBr1w7k5WzB%2bfNncPP2TcVVSuqOjovyK1cuSQBwfT8A2Tu2SRfl7tohy96WJ9%2bauxUbNq5TpHNe9/Z0gRdH2PDQQDrsBhdbGzjZWJAbrODr6Y6oiGCEB/kwC0LJA3OwcMlCpKUlYcWS7Wht%2beEdABfIC5cvPkXHpefI2/wNduU9ppwuwOzQXBQVf4YzVU9wuuQTJBk6waxLb2h17Q4NApBgy0lyTSWukQRL8v%2bF9au/weH9L9De/grnas7h6PEj2Lt3N3mhFnfu3lbcuH0L1%2b98Ir95964EwI1P7r4fgG07cpUZsDNPlrs9R569PRdb8nIVm/NysGbdR0hIjEdwaDAi6eScmAg%2bdDD8vT3h5%2bUGf19vRBOEiBA/JM9LxvysTLbHeMRFzUH%2b8Q5cbP9RAqCNdv36M5SeeoY1Kx7hwL6vERt8DObay5C7qQWlJZ%2bhovoHLA9Mh36XDyD7Zw%2bMIACpTtFo2NmK9rrPsHrFHezZ/gzFBa9x5doznDtfifyCfOzbtxsXLl/C7YefKu58%2bhluPXgo/%2bTRIwmAO48evR%2bATZuVHLBh43pZbu4WeW7OZuTkblZsyd6MLTzO3paLBRxevDxcEEumP3T0CLbt2IFUOhzs6wU/Hx/E8XxCAjtBYiwBYBnEz8biBTkkQnaAlqcEgmVw4Qds%2begeNqy5g%2bNHv0JN9Y8oK/ka5WVfoZhZUH72MbLck2DUpSem/KM7JnbpxrkhB4VHWmFknoTkmGYp%2buer/sDtTz5FPcfns1VnUVVVCeH47YePFJ/cv4dP7n0iv/fgngTA3fudyIDc3BxlCeTkyLJztsqzWVM5uVsV23fkIS9vK0fgufCl8wsyUpBfWIDC0lMoO3sWxeUVyNm5G/MXZSEmJgrR4WxhUWGYy1JImReLmIg4FOZfZ/3/xHb4FE31PyLv4xvIWXsZZYUE4Pwzpu5PqKp%2bgvpGZsqFn5Bq7IVZXTSgxej7admhofw%2bfHzzoN7HnZlXSgB%2bRceV33H30X00tTShji1R6IGOax0E5bbi3sMH%2bOT%2bffmDT5UZcO/hw/cDsGXLFumijz/%2bWLZjxzY5DZu3bFIsX7YYkWFBCPL1xMaNG1BVW4PTdDy/qBCFZRWobGxFZX0DTvB17rY8rFy1Ehkp8ZjDOX9uchzBCOHovFMqgytUhoX5P6Ch6SeUFtxD/sE7OHf2CVqaX6C%2b/jnOnvke9XXfY4VzNLx7UObSdi84jitXniLUtwBGegthbrIEh/a/xPVbT3DnwSe4eP0mGlpa0EggaurO8971io7r13D34QP5/UcPJADuP/p/Afg/4xdm/F/xLR4AAAAASUVORK5CYII=' 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Studied chemistry and computer science, deeply involved in core Internet and IT technologies since 1990. As scientist at heart I’m always curious and try to be open minded. Founder of a handful of companies and passionately mentoring startups to create successful strategies and prepare them for funding and market entrance. Currently head of digitalization and innovation in EMEA for a large service provider. Solid background in all aspects of IT infrastructure but even more so in how to utilize it to achieve desired business outcomes, support strategic development and create sustainable ecosystems. Ambassador fell in love with Threefold I love ThreeFold because of its disruptive technology with groundbreaking design integrated into a great philosophy to democratize the Internet. It makes clever use of blockchain to back transactions and has security and data privacy deeply embedded and thus has more than just the potential to make the world a better place.","linkedin":"https://www.linkedin.com/in/hornphilip/","websites":"","countries":["Germany"],"cities":[],"image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/phil_horn.36a08ae.533d21034babecba954b7339667ab193.jpg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/phil_horn.36a08ae.533d21034babecba954b7339667ab193.jpg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-28368155822e830f0e59a96d01bc8576'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-28368155822e830f0e59a96d01bc8576)' width='640' height='640' xlink:href='data:image/jpeg%3bbase64%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%2bRFVDe3S%2bEcnO3Sp7PdbktOI0TJW0mbwJATtk/Cf77etBddSoNxUoJQDjOUxaQ57EgGj9LnHLOujEqgZDIiv8A0qWAJ9NqCuXe7a2cqMKNuYiglxOySe/MvyGen50pe0DVNYguPDshqqQmQxM3iqkTdyVUjOO22M1gtLfXb/gq41GVGt7iHaKFgD4oPcn/AJQN11DLJEPxcJbGyBsH/wAoTJcS6YrABueJhKSeuQc1W0dhqjtC81rF4xf31nllcEY%2bIBdhv2x61YNtZXVroDC/g5ZJgVT7wtjyAyAQD896D0zol8t/p1vOp/aRq%2bPLIB/7W/VN/o3yzTcP6hM7yNFJcLyiQklCFwy%2bmBVyUErS1i3W606eFujoVrdrBdkCPegovibXdH06KN7yA3N6x8NIU%2bJ38hXfWOJ9EstHEV1KEkAzMiqRyNyg4Gew%2btYOLOFreDiKG4uQ0dwkpME5XmXlYnfHTOD9KXOP9FKIhvtSt2UnYta747dDQDI%2bPP1WZLxLLx9LZcF5YvDljbPYd1ohNxIvE0sVtaxn38eGQdnJ6AUD0vRra7tne41K4njiz7iKETPYHAyaLcO3WnWuu6bdtCILG3mTliU45yDt9f8AWKC/vZ1oZ0DQILWREW5bMswToHPYfkAB6U20K066jniinhYNFKoZWHcGioORkUGpNdqDyp7xroI5Zt5DyjyrmNIoBgfF5962VORmgrX2hXEy8RaVAm9kgkjdT08Rk5kJ/wASKTOKbqZLZSFQxY3J6qasX2hWL3OlXE9qmbqJknQfzMjdPUEj1qvbl4r7TWlBPI6dCOh%2bYoEWfUppvul8KOJjkiPqx%2bdYdasVutFuYSMFlBUj%2bEjcEetcpY/jAF89sCj91bcmnsApZuXG3egt/wBlV99p8EaVO/V4t9%2bjDZvqDTkHeL4TzDyNJ/sz099K4S0y0cYlSMmRT2YsWI%2btNlw7JGHHUbGg/9k=' /%3e%3c/svg%3e"},"private":1}},{"node":{"id":"peter_kraft","path":"/people/peter_kraft/","excerpt":"I am a “technology affine” person and always interested in new technologies and advances in IT technology, which I follow closely and try new solutions myself wherever possible.","content":"

Why ThreeFold?

\n

I learned about ThreeFold from Owen Kemp in 2018 and was fascinated immediately by the TF approach. I like the idea to build a digitally responsible internet as well as taking social responsibility to bring affordable compute resources to the world, available to everyone with full ownership of your own data. I followed grid and blockchain technologies from the early days and I am happy to support TF as an active Ambassador since January 2019. I am fascinated about the incredible progress TF has made since I joined: solutions you can touch, experience and test yourself, not slideware.

\n","name":"Peter Kraft","rank":4,"bio":"I worked 35 years for HP/HPE as sales/product manager/EMEA Director for Business Critical Server Business, last 10 years as EMEA Mission Critical Server Presales Manager, where I managed an EMEA team of presales specialists who nursed new technologies entering the market as well as managed mature technologies that faced declining business. I retired end of 2017, still eagerly following new technologies as I am an engineer with a Mechanical Engineering diploma from TU Graz, Austria. I am married, have 2 adult daughters, love computers and DIY repairs of any kind, my motorbike and Pilates and engage myself in charity clubs (Round Table, Club 41) since over 30 years.","linkedin":"https://www.linkedin.com/in/peter-kraft-3775931","websites":"https://www.hpe.com/, https://porterconsulting.net/, https://vmssoftware.com/, https://www.club41graz.at/","countries":["Austria"],"cities":["Vienna","Graz"],"image":{"type":"image","mimeType":"image/png","src":"/threefold/assets/static/peter_kraft.36a08ae.f4297dd7018a7471f9a8c98f68ea2dc9.png","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/peter_kraft.36a08ae.f4297dd7018a7471f9a8c98f68ea2dc9.png 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-13c3b8cf58b946596f607a5f31776a2a'%3e%3cfeGaussianBlur in='SourceGraphic' 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cq8OX7Gk2R39M6R%2bs0fX%2bKCv6eKb6BCq%2bltZWe24KPZzfj07lyWmX4cLoYr7rz8JyAeHQwHbd2LsGvpCvnquKxJz8G2wuWo7WyGLkpizBjtA/ZZBssixyDCMoQbpRXHBgABNQCJIbmAn2VO00xKlrpbaPRgGFWfXzANG/NTIwZPYg11Yuv9CO0XAyHqpylg9UAuIqpDXhDKJiIsW5hJDYumoJtS8fhSOYYXC6fjtt1C/GoPR1/H9%2bI992F%2bEjFfz5fTUUyhVHB56jIc9uo8K10%2blT8adovt%2bLL1T34fLGFgGjClx/oNee34NPZUnw8V4qe82V4e6oIyu4NeHI4B3fbluNWSwquNi/HgZJ4dG6jeF2ciWwagbFBwxE%2b3A2Lp4YgzNOGCmVMG08thGZkhBQcXRVlG3K3XKWrqcYI0fP/AeBrpq2xwuKvaArQqDBkw5bHUjmKhsBJwKJFGsAfgjHO5li3IJKSXiL2rJmGk%2bsn49q2ONxrW4VXJHLvThbhXTf19ukt%2bHyGCj1VqS72M0P1i434fKFZzYIvF5rw%2bcdd%2bHyF1g91GjYwr/m%2bCh/PlODj6RL0nCUAzhTh9XcFagD%2b3LMGt1uS8cvuNBytSMDeikzU56fSFJiMeWP9MXOUF2LDRmK0gzlcaQwyrlXBiCCfA0P9oSpTAZsAMVBayzQAmIs4/wHgKBuq3k2GfsVyMyW3JNKFOWewypYAsKXC7QkAO2LArAAP1K5LRUdFLjrXReHcppm4tX0pHhL1Xx0pwN9d%2bWoGfDpVQQBs1Zw8U%2bzVVny%2bTMWfpSKPb1E/94UK/3KWQDpD359jvq/Bl0vEkovVpA0V%2bHCmFO/PlhAIxXhKANzrSMdvu1bhels6zpKROrA1h8R4HhaO80VMiAeiA91p98UEb2fGxoO5qcOMPhPyAhK9oSoF7SY8A6WVIV8NAE2H/wDwUmhMAak/y1PBU1rzh8KMTQAICABaDuKhcJOS758cjJaKjdhVmkmmZBbOb47FndYUNQAvOnOgPEiq/x0J3ZlqNfW//LBN0%2bcXmzSnzPT/mRr1818u0HOXSRMuNamf/3KRXneFQPppB%2b1N6DlXhXffbcJbYtXLo3m4R7/jdlsqrrdk4GJLNrrqslGaEqV2gxnx0xAb6IEZfh4Y5%2bEAL0qtRHfyAbq0OJDo66oUtJvw9JWGHJYaADlPry8AGg0Ybm5AAHCUllxtmBsMVtnzWbAjBjhJ9OBBPbQiKhwdjVVo3bQCBzdMw8WqOPzWRla2MwvPD67DaxpzH8/XaIplTvwKFXNpOy3m9OnxbhJGRgBPV2uev96Oz9faNe1wsZnErxafCIiPBETPpXr0kIa8PlGM5ySs9zuy8OuOlfiZ7PPl1gwcqV6ObVnzkEealL8kConU/7NGDcMkLyf4W0qpDfjEAH3IyQcYGuipGCAUArZSqD9EDYAxX/8/ANzlGgA8TfVZ7nLyywaDyfQMUtlR/zMt4CgaCm8ZD%2buXzMf%2b5q1oK1yGw3mRuLg1nsQpDQ9IAF91U/9T339i1J4p%2bvoezfp5D74wRZ6txsdDGzVAXG7Bl1uHaXXhy81D%2bPLrIfT%2btA%2bqK7vxkQTxww%2bNeHu%2bAe%2bIPX9TezzrLsGf5CR/Ih/wY3MyLjWvwrntmWjeEI/iZTORONEPcaHeWDRpFOYE%2bSLI3pTcII1AgQGMuGyIiQEmlAtM%2bWylYPBADQPYfRjg/u8dIW9zDouorjTT1yIGDFLZ8jUA2FEbjHe2QHlGCjrqK7CrcDEOU3a/WLkIN5tW0AltxJtTW0gEK2mUEQBX2/D5RicVSMXdOIjPtw7g0487NJrwI4Fx%2bzi%2b3D%2bHL3dP4MvtE/h4/Shen27Dg0NbcWNXPm62F%2bD3A6V4dLQcT7or8PS7Stzdn4vLFKyuNCbjcn0SLrVkoq1oMTYsGI%2bi5XOwLHwUFo/3IQC8aBLYUSIUkg9gQ8bVh0hfR2XE04Op0EApYvXTAMAd%2bh8AblINHfwVHJaLRF%2bp0BsEU7aWykagaQE7zrdYNmU02srysbu2DC15C3FgXTi%2br6So274Oz46W4OmhTTQJavDhLBV/7QAVfxSqO1Tg3ZP4cucIPv%2b6l06bTv3GUQKHTv72EXykk1eea8X9zjJca16L7ykqX2pcg%2bu7C/BrRwH%2bOFiIpycq8fBYKW4TAJeaV%2bJi43Jcrk3EDxSlD1QmIX3WKKxfNB35KXNQlZ2InLipiAoYRm5QToGIS0FIH0Z8A5W5iEfJkK2U6/dXA2DG1%2b0DgKEGgABLPstJpKuUDx1IAAxS2ZDyu0mGYLRCC9nzJmHXlkK0byvDnuJk7N8wA99vW4m7Hbl4dGQzHhyrxJ3DlXShW/DHoUo8P9GEfy504PMvXRoWXO/AJ6L8Jyr%2b07V9%2bPjjbvT8uAfKs424c6AcV9tLcKG1GD/vr8Uvh7fj2sEG/Ny5DT/R4793V%2bLWoSJcod7/qTUd1yhJnqlZit0b45ExfSTiA92wnmxwY1EmipOIDZMCEOJmBxsxj8kBMBfyVDaGIlgKOEozPY0GWPD6xGFXQ00/BFnxWQ4iHaWx7kDNGOQOwSgzHYRaDUH2otma068uRUd5BjoL5uDn1mxca8rE2Zo1OFi2DLvz4tGRn4ADm5bjVFU2ft1ZirffkbiR6fn8UytwpxP44whwqxO913bT6W7Fmdq1OF25Gr%2b2rader8Lf5xvx5vpJPLvchRv7K9BVW4jGqs1oodZr3LwOSyJCEB3sg1A3G4yyUiA2wBsrp4didXQYylLnoWzeRNTOCsEkexPGAMGMx4GlWKCylAhhIeAqTfU0N0TMeX3GoLNYQ4dAKwHLjq%2btNCYGWBIADvzBCLIkARQPojHjh/rcdDRvzseuzdloJQGqSV%2bETYumYS9pws/teXh8sgbPTtXiCa2b7Rtxpq0eJ9pa8FtnOZ6d3oZbXdtwpbOeTrYGP%2b0lJhURnXdm4Cb19K%2bkJbfaMnB7XwHun2rF0%2b934xVNhsfH67G/rBClZeXIyMyBm6kJPOV8hPtY00kPQ/b8ichfPAV5sSFkzubiSNpc3C1eiVMr5pCDpSTI0YetTKyyNZLAWiRQ2gs0RshaKOgDgFBHc2/Qgs%2by4wxRmhAAVqQBLiItNQA2%2bv1ptCjoF8UiY/50zBgbiGlhYzB30lh0Va3Ek/P1%2bHC5DR/ON%2bHN2QY8P1WDhweL8NfJZlzc24DyzBVYn7IElRnJ2FmQiuqsRKxeNA%2bnd2RTn2fgbFkMTpRG4wCxIWfZfGQlz8feynRcbFiFX/fkkfAVYltpITrr83GmMR3fNyzH91sTaBLNRNGc4aheFYmOzPnoWjkbN7eswcOt6/GuvgixHvYQDdWGpUigshALYCURKJ2lmjhsI%2bkThlyEGkUMtmQAYKkZYM7RUrkSACMVulBQSxjqDEHqvJlYNDUQziYSjAsIQA0lsuv783D7wGbcaMvH6drV2JHHzOcUHKokw1KfSqqehZaCZdiWuRB/H8lH7w9bKTMUo3ntItzYuw4P9y3Hter5uLw5Bhd3ZqGzbAUOVKzCj205uFK7EN2bInFqSwK9xwrcPVSIJ5Qi7x7YiAvVCehMn6TOJNUp4diftxi/1K3Dg%2bpMPCrLwseWLUj0dQd/0ADIaQzKDHRoCugpPS2M1QBYSvq0gItAA0CQKU8NgMnQQbAkBriJKAFSDDbW0QJ/iBZGO9mgIGUhlkwajbkjPbCvhLx5Zx5O1yTSaUzHpfYybCvKRTWd%2bA%2b7y3F7Zzpu7lyFo1tS0JkTi3cHMvGOsctkmw%2bRgHWWLsWLI9m4vzMZN7YuxI1tC/HkQBZeHM3H44Pr8bBzHX5tWYZLdYnozE/En52b8OR4Bf4kAC5VL8ZRmkSHN8WjMW0mDpL%2b3Kff/6BuA%2b4RAK%2b2l2GJlyu4/b6GdMhglaVQH3ZSjtJdrrHCDn1viXn8K4JhdhKWI2mAJY1BW92BKi/hYLiLdGDEGgyJDgvWPAOkTQ9Dc1Yc6pIjsCtrPm6QR%2b8qnI6zdIK/7VyJO7uooM5C3G9Zj3s71uH3jg3YX5SCY9kz8KErB%2b%2bPbcTfndn4oSIe2/NX4PF39XjbRYFnz1o83r0Wzzrz8fxQAV52FeLlkUK8pmh9py0bJwqT8aZ7C43bEjw8UISrtUlqAA5tpHbZRP6gORvKA1V4XpuH%2b2VrcJUmwjAOG4bf9odiiJbKy9wYLnKR0oI7WHNHSNbnjpCXTAPAaEsyQpKhSnv2YNhoD1S56VMcplxgOGQQ%2bFrECnrD5eP90bJuLo5tXormNdF0Krn4ZccqiqrUe3uz8eJwMeWCCjxpLcUTGmFP6WL3rI3H5cLZ%2bOeY5kbJ6/05eEixdu/aBNzbW4svx%2bvwzxFKgke3oOcwTQ4are/aN%2bAdUf7L2VpcKE7EjZoM9HSV4wUZpPu783C1JhnHcqbhSMEidG1KxNWtlEj31%2bB1/SY8L8tA2%2bIYGH/1FcwGD4QT85duuQA2Ij2lg0xzV9hW3McHeEg0AHhJ9Vj0tdKJw4KlNjlB7QGw1hsCIfURZ9BAiAmEhCkB2Lk%2bngQqAx2ps/FTPRmh/ZvwoCELz5ry8GpPGd4c3IYPp3ah51gjnhIt6xZOwLWyOerbXp8oLb7al4OXuzNxoyoF5zavxaejjeg9RuGIjNSXo%2bQWD2/BP50llBtq8WBXIc7mJhJzavH2aDUFrnLc21WAK2SCjqZNRnvCaBwjT/L77jI8b92Kd/vq8aqmEDUzwuA55Ct40ySz5w1WjRvhBk9buZLKVANgZDCwzxSQaNDwNGazHMkHOBAAVjoEgM4AWGoNAP%2bbb8AdOBAG/b/BtEB/1KUl0JxPw7XaDOxPmIX7TRRdd9DptVH%2b76yD6vRuqM7uxvuDdTiaQSe0Zjx%2bq4zGP4dyqchC/L0vG093rVG3wp0da3FlGyW%2bLkqFZId7z%2b6C6vwufKAJ8ueOQpzLT8KLvZvxjsB53VWFFx2luEt0v1K%2bFMezpxEA/jhRMIsscwOUexuJNdvxdnsVCskr%2bOh8hVmuRnDk6qkmBfkjccVipVii%2bYjMjOiIPiIo04ShIEcFy044VGnD/h8AyA8M%2bhair78Gb8C30On3DYULLjJmT8XhgiT8ua8KV3OT0J0ShzsVeXixowzvO5mLaMDj7UU4vXYxfihagLuNtLbE4J/DBfhyogwfDuTiKenFX7ReU4x%2b0p6PG435uN1ShTs7txAo5Ch3VOOPHeXoOULt0VWLv6n4l4cpG3QU4nbdSlwujsPJnJlom%2beL4%2btn4%2bGhKjxqoEyysxzKukIkOFnDilpg1ggPBLo7qrxdHDE2dJRSLtEYoZH%2b7v8BYCfQ%2bAAfKx7L0oB8AEsLZqxBKsvB/WA5sB%2bk3/YDu38/6NLSpuUt4qNxUSR%2bpSL/bNqIPyrX4sf1KbiWT5m9ugA3yym6lqbSKefhye40XKfiHzQuI/qX4fMJ6vXDm6DcvhoPa5fiaVMKnhMQ79ppdncU4x2d5PuTbZQgTwLXvoOqeyc%2bHKzGKyr%2b2cFiPN6bjzvNa3CpeC5OpE3FvvhAHF0TSVOETFRxEp5UZuJeTjJCpIYgksNcTxtibS0Vp/9XkGl/rXSU6qoBMNHr/x8ANtwh6n2YGZtlrjdIKdPqD5NB/VQm9EMWA%2bjUqWgDOn19YsFQWoZff4Xs4dY0i9Nws4FmORmVD21V%2bEIu70tXA3q/awE5IBKzQjwisXuwnRY5vY9dm%2bn5cnzsLMZ7cnwvd2dTm2yEcs86PGlj/i5A4rc3l1qoEaoL%2b/H5/H586W4iYayCkn7myb58PNyznqZNGi6WzsOxNZPQtZTM2PJJuFefhb%2b2rMbN9UvwS2oivHR1IBmqC3sxH1NdTFWjLJnPNkiUdjxNHPYy7XtP0ELzt/LpQV4sFylbaabTH%2bYDv1HZ0Ax1HNQPMiqe9zWtb7%2bF7oD%2bEJEeLJXrYu%2bKSfiFxO9eQz6UTcX4hyj75UAjvtAJfuqqw/2a5Xi2j2HBWtyvS8YHGmGfr%2bzHJ0qA7w9vxiuaEC/2biSAMgmMDfh0shqv967HK8oY/xzaQhOjHv9011BLbcbLfRvxiMC5R6DdbqJUuHkevsuOxLGUiTicNAH3t%2bfifmkG7qxbiX2zJmAifxA8dVkYJdRGGG%2bAapghGw7GQiX/G40Iki/oMwblGl/sY2PF8pQaKL35381SI1wAABKrSURBVMKB1V/l0P9ruA76BpbffgNDEkDDgd%2bSFvSDcOAAJNsYomGKE0XiZNxuoPndlIt/GovxZW8dKXkjPuzJxwu62N8a0nCnKR1PWqioMyR0f1yiuHwUymMVuLcnF39uzyI9yMEbyg49RyvxkTKDkop93pqD1weK8eZouXp/Rq99SG3yJ4F5c1sSOcd5OJM7Q82CI8kTcDNnMa5nJeBJ8Xo0jh%2bJcdx%2bmEGHtNDFEFlhHqpAO1NI%2bRylr4XGCitEff82KNa0QBi5JH/BQOVIQT/46PVTebK%2bgcuAr2E98BvISQsUrAEw19aCCYGxyNkENeNtsD8zEj9WJ%2bNhXTreNW/Ex3Y6uQM0EbpKaAyW4VlLFn7InY3fKO9/ON%2bCD2ea8aJrC%2b62rieRy8HzXczozCcG5FLh5BFoBL4%2bSmpPbu8JtcaLTmqV/eQM92TjYcda/N66Grfqk/HjlngS2FgczwzHiRVT8LSIHk%2bcg9sr4pHu7gBf7f4I5Q7GSBJ0J5aWyspAFxaGAqWtkP2vFe5jhJb7y9V73YIQ1kJXnnKSUT%2bMMxqgCuCR4NEstdLqRwB8C5PBA2BMxoKSNOZ6OmDHLH9sJxE6XzIPd6qT8HJ7DvV9EVneYvScIOEi0XrRkY/f61fiajG5RmLDXaL6n%2b2M1d1MJ1uGVwTAM2LACwLg2d4CPKdeZxT/9ZEKPD9KYnmYgDlIk2I/OcUDFJ5aVxGjVuGnqiW4WEhtsDYSe%2beH4LeM5XixPAlbvEn1hwyGL5k3L9o9BpObJUGXsgZByBqk9DTiaO4J6g35D4AwU40RmmxryAqVaysnm/THDNNvVNPk32CC8GvIB30N/X4khP37YyjpAL0UM90ccJxy985FQThdEoufKhaQ6q/DczqpF5QE/%2b6uxot9zCnm4EFbJu6TnX1IPfysuwJ/n6nHm9MNFIo05ubvI5V04ptJ5TeTcyyBkhjy99EaKOm1r7vJOpODfHYwm0Cj99qbQexZg2uUP77Pi8GZ7AiUh3sjRGGG6c7usNdlw0uLBT%2b6zpH6ehhtoAdvPW2Vjb4WbAQ6Sl8rmSYLGPbRAMkQjSvyEmuz2AO%2bVXrxvkWk2UCVjwkf5mSHWTQFtPr1B2vAIFoDofUNtYX%2bUFyYOwOtxILuTTG4WrkIj/ZQkDm4Do8O5JGPJ/rvJwBIBP%2biPPDkIPl66ud3J7bh/SnyClTg%2b33leNtCp9xEjKjKwOO6NDwkEB/upjxAILw8Qf1/slB9e/wphSMmID3Yn4U/dpEJ27oE3%2bfPxnfkBkun%2bkNhKIMuWwCR0BCGQgkUBlyY9R8Iazo4Nz5fZcunXKCrpTQTGqgBkGk2zT/2IA0Aul9/xeIMGay04WpDztZRSSVyaOuwMWTwUAwZoKUGYPC3A9RegEVscBMbYtFwW0qCs3ClehGd8Fq8oYt9uJ/5c1YxnRYFE6L8o/p03KtIwt3CBDwoX4E/SlLwkLz9varluLNlKe7UpeLm1uU4s3YuuqID8cu6WNzbnobHR/Pw9txmvD9TQczYQCGI4u7BXPzRlk4asBDn86PRvWoisiYHw81pBAzFckjERhCKZBAYmsCQrt%2bQzQN3yBCVVEebDlOb%2bQykunIrTp%2bbooYGGivcj3yyqYiv5OrpYZDWUBWbIwFrKA86uhwMHjhYXbwWUzyNQn0dHQwezIIx5ezGpLG4SADcpUD04cwWPDqUj3uU6n5vXYdreQtxdcV03NxfhD/OVuPN70fw9Oc2/P1nF94/P4N7N3bgwqlynKGiDi%2bagssLxuN%2bNRmkQ%2bvw8tRGvL9YhVcny/CIbPNDWo8OkBHavgoXCqNxOmcGDiwJxuKxk%2bAXsBSm5p4QEwASkTF4AiPwxSYQSk3A50tUhmwuHMUC5UQHCzUAnkaS/wAYytKg8TUBwNZjK/UNhOAKTVX6PBNo60uho28IFksPLK0hYBsYQEQnb2xkCksLG3CG6iHezxo/lC3ENVJnZTf1//kK/EaKfas%2bDVdTonAsMQJXaAQe2bke18824deLbTh/sAynKNTsSV%2bAQ3Mn4%2bqUkbhPEfsJxVwlFf/mzCZ6n1K8ofd62pWLv0gEH7Rn0lqHX2qX4OyG6eoRuH3OCMwIicXwkLVwHTYTPKExRHT6fALBgCdRfy%2bUKlQCCT3GkyqFBhoG8Ll9ANDnaP5ULBZLWUMNREqWPvUT10Sly5FBn2sMDl8OkUgOKb2xXG4GI4U5jOQWUJhaQ8ATwZqji7blU3GJLv7PdnJ3F6rx9BSFFhLEuxUrcX3BRJyOGImmicOwLzkce1PCsXt2ILqmBeDq1BA8SZiNF/nL8Ne2lXiyfQWFnlz8faKA6F8K5XdFeNCZhT87MtXi98euDFyuYHLANOxdHIyqCH%2bEBibBMygLHqOWUfF2EIiMICD6CwRSunZDsIWGKr5EAZ7YVMkRmaoBoK//A4CK1TCBY8rS5cqVelw5DLgyFZ/eQCgwhJDeRMCjxZeqv1Y/JtTsIoEEOgO1EEdacLJoLq7Wr8CjI4VQnivHwyMbKNSk4HJOOH6LCsXzWdPwNG42nqych9cbVuD95nV4W5%2bHx80knM1ZeNm%2bAUrqdQaAN0dz8fZMCenAevzevpqCVw7ukVW%2btTMV50tjcGjNZOyI8kEJ9b//6Ax4BGbDYVQ6DE18qQ1ktIwhJfozLaHHFas4dO0cgUzJFinUAHCERv8BwBUoNGLIs2JxhXKlQChjilPxeULw%2bCJCkooXU/EiqfoNRUyf0RKT2EhoCfkSmHH0URE3Gt1kTi7VL8f9rg14fGQd/mxbiV9r4sgMReBW0RI827QKyloyQA05eFSbhgd1q6l4Es%2bDTBAqx5tuMkNd6/GGRt9rEtS/qB1%2bb1%2bjFr97hzbip8YUnNw4E80LRqEj1h%2bZk6fCMyQfzqPXwjYoF4ZWYcQCEkOZifo69fV40Nfnq/RpQugaCJW6XI0T1GX3uSkqFmo%2bL2MokrHEQkMlUxCfJ1GpT5jeRGDI9JEcYtqZxWceYwr/FxBzaztwOUKEWIuxZ/UEHC2Zg7PVC/HH3kz8tn0p5fel5ASTqXcTcad2Of6qW6Nez7evx8vWPLzpLKL8X4me01V4e5x6/0iu%2bsMWyuOFeEDm524HjceuAvxGOeEivUfHynFonO2LI/ODEDdmFlzCSuA0Kg32wethZB9J9FdAxIgfsUBXjws9Xa5Kl4DQ1RcqDbiaj8joGfQBgOis3kUiCUsokCpFxACxyEhFi9khklDRhv%2beOsMOZtQwgNBuRGJoammn1gNjYknKWCd0l0Sja9MsfF%2b9ALdbl1HGTyQHtxKPdmWSWaLTb6PCKQO83ZWPt3vJOR7ZjA/fVVIMLsXb7nxiQT5en9iIpzQG77SnkaCm4f7hPNykSXFkwww0RPviYEIo2mMDMC4wDk5jN8F5ZDJcw3KhcJ0HocSMACANoOum04euLkelY8CDnoFAKeBJ1QAY/F8MEMk0QAgkLCpSqS5cKFMxc1RCKDIACKWMsBipi2YeZwRRRiibKSxhZmELI2MLePnOhpuNF0qj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The professorships gives him the responsibility to talk to the next active generation and to transfer the desire to learn and to make the best use out of what we have. Culture in all forms is for Paolo, actually working in materials for clean energy, a renewable and precious source of power. His main aim is to contribute to reunify art, science, and relationships, because these define our 'being human in a natural world'. Gathering people in special events to communicate and inspire has been something Paolo learned in numerous past experiences. Ambassador fell in love with Threefold To change is possible, it is always a possible way in front of us, but to change is an opportunity to wisely use. When a change is felt positive, it is because of a new balance between us and the place and time in which we live has increased and this change can be called improvement. Transforming the economy seems impossible, but we made it the way it is today and we are the only element in the universe able to improve it by making it more natural. The ThreeFold Token project is for me a clear step forward in this direction heading to a more balanced future to be profited by all of us.","linkedin":"https://www.linkedin.com/in/paolo-piccardo-87a87a6/","websites":"","countries":["Italy"],"cities":[],"image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/paolo_piccardo.36a08ae.95ef8d6b13dd652d70d0c102f5af6228.jpg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/paolo_piccardo.36a08ae.95ef8d6b13dd652d70d0c102f5af6228.jpg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-d62257e6999637cbdc034c8a57bd343c'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-d62257e6999637cbdc034c8a57bd343c)' width='640' height='640' xlink:href='data:image/jpeg%3bbase64%2c/9j/2wBDAAYEBQYFBAYGBQYHBwYIChAKCgkJChQODwwQFxQYGBcUFhYaHSUfGhsjHBYWICwgIyYnKSopGR8tMC0oMCUoKSj/2wBDAQcHBwoIChMKChMoGhYaKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCj/wAARCABAAEADASIAAhEBAxEB/8QAGwAAAgMBAQEAAAAAAAAAAAAABQYABAcIAwH/xAA1EAACAQIDBQcBBgcAAAAAAAABAgMEEQAFIQYSMUFRBxMUImFxgZEIFSMyUqFCQ2JyscHh/8QAGQEAAgMBAAAAAAAAAAAAAAAAAwQAAgUB/8QAHxEAAgICAwEBAQAAAAAAAAAAAAECAxEhBBIxIjJR/9oADAMBAAIRAxEAPwDqnExBwxDwxCHJHbUg2k7Ws1gpax4fCJHAx9Qo3lHQXJ%2bb9cCKTs9lrQvh62AJwZXUgke/PHrt/MmX9qu09RURvHvZhuKqXa91BvbqeOGLYraHKZ5GiUyiotfclWxPW3pjJ5N1sZNw8Hqq4OP16B822GaCFWOYlXA/CWMAIh9ufzgbsHnE/Z/2j5dU%2bISWCcrS1LN/MhZhe/QqbG46a4aNrdqcpp6x4Ck89UOIjXQX6nGdZiI82qqaqpkYS%2bKSArIovuk3NwfbFeNdanmf5O2VxaxH07uGoxMVMoeSTKqN5yGlaFC5AsCd0X05Yt42FsQJiYmJiEObO3DZ6GLtFNRUBXps2pkcqNGDx%2bQ/Ubv74V6fKY8tz3KRBuGUy3TdUKdeJNvTGq/aOhp46XZ%2bveoijqIalohEW87o4BJA52Ki/vjG6yeq%2b%2bYpAzJLE2%2bkyMDf/lsZHKjJWNJ6ZoUSTgtbDMOWxZjmlYk7x960pdo3UHeIvqAenDHhs9s/Hm%2b3%2bQ5NT2gp0nMjgC/kjBYjTra3zipD4vxs0itvFm7xpnYeVjwtbhzwz9kddlVL2mCrzWvhpysTQUveXAllcgWB4Dyg8euBUQbsSb0XtklB62dNqAFAAsByx9xMTG4ZhWzHMKTLacz19RFTwjTekYAX6e%2bFGftCoKhnpsohqKmrY7sZMdo79Sb8PQa6YRyavaGuGYZy6yTcEiF%2b7hHRQf8APE4JHLoJaZoHVghYMQpIv64TnyHn5CKH9My%2b0BRVtSaGuqppJKgVNgbmyjcvYDkPTCblGYtSK3ioO%2bjYjXd3rY2HbDJKuuyNaWOMzeGfvYix3iy6gr764zany94nYxKRGbgqeXx/rCVtmdSG6Y60D81zqSrplo8spigY3JC2AwvHLZ5cxjfvHHdlWJB4MDe%2bNAjonkUgbgNuQx7ZZs3U1dR4WkVXml110AHNmPIDAo2ddRCOOfTXsi2jzPI1WnqVlzGlMXeIHb8Vdfyg8x6H64aNn9uMpzeVYGdqOrY2WGo8pb2PAn0wjU0cjyvVSSNvLGFUX8thpcD664q5nQRVcT94i2Ouow9C%2bUdMScEz0oCypEb/ANDnqy8/kYLK4V1I1F9deuAhJSpaNVJEqpUIB8XH0P7YNwwSMlinDQ6j4wJli1E5Q8LgEmx5g8RgDtls%2bKiGTM8viXeQb0qrxkX9Vuo/ce2D0UE28CQByPmGLlOJYDvFQU4Mu8NBiso9lhnYy6vKMWicd4FRbvewC8SemNLyDIY8qo3aqO/XShe918q2/hHoCbeupxWoNkUpts5q9d0UCATRJ%2bmU30/tH5h7jphiqIppSd0BVOuptikK8bYSyztpAyc3SW1gCQgt0xRq3AVwOAGCk1JIVADIACTxwMraNxBI28h3WAbzctD88cFSBZP/2Q==' /%3e%3c/svg%3e"},"private":1}},{"node":{"id":"peter_nashaat","path":"/people/peter_nashaat/","excerpt":"Passionate DevOps Engineer","content":"\n","name":"Peter Nashaat","rank":3,"bio":"Passionate DevOps Engineer. Engineer fell in love with Threefold I believe that Threefold will change how to world works, and i want to be part of that, we are building the future.","linkedin":"https://www.linkedin.com/in/peter-nashaat-33966831/","websites":"https://threefold.tech","countries":["Egypt"],"cities":["Cairo"],"image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/peter_nashaat.6ef341c.1d89b6ae8d9f33c026f3b857c874e2f6.jpg","size":{"width":600,"height":600},"sizes":"(max-width: 600px) 100vw, 600px","srcset":["/threefold/assets/static/peter_nashaat.6ef341c.1d89b6ae8d9f33c026f3b857c874e2f6.jpg 600w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 600 600' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-8dd208ccfc8af700382c24aeec140e4e'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-8dd208ccfc8af700382c24aeec140e4e)' width='600' height='600' xlink:href='data:image/jpeg%3bbase64%2c/9j/2wBDAAYEBQYFBAYGBQYHBwYIChAKCgkJChQODwwQFxQYGBcUFhYaHSUfGhsjHBYWICwgIyYnKSopGR8tMC0oMCUoKSj/2wBDAQcHBwoIChMKChMoGhYaKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCj/wAARCABAAEADASIAAhEBAxEB/8QAHAAAAQQDAQAAAAAAAAAAAAAAAgUGBwgBAwQA/8QAMRAAAQMDAwMBBgUFAAAAAAAAAQIDBAAFEQYSITFBURMHFCJCYXEygZGhsRUjM8Hw/8QAGQEAAwEBAQAAAAAAAAAAAAAAAAMEAgEF/8QAIREAAgEEAgIDAAAAAAAAAAAAAAECAxESIQQxE0EicfD/2gAMAwEAAhEDEQA/ALMV6hzXs1kBM1Jf7dpu2Ln3Z/0WE8DAypZ8AdzUbJ9u9iVLDYttwLWf8gKP4zXR7R4EfU2q49unLWqFBaSVMoJG9xfPbttArbC0Jp%2bFD2tW2OcjOXE7z%2bpqedfF2SLKXGyipSfY9tMaotGpoy3rPKDuzG9tQ2rR90mlokVWy7xzofW9lvFlcVFbekpjyGs/21oUoAgj7H8iM1ZJXCiPBxTKVRVI5IVWpeKWJ5RrWaJXShPSmCg81gmsE0CzxQZIk9oFsuUvUkz3D18uLbXlpwtZHpjqQCSAQf8AdHJs8q42WExJkBb6QrBdUrYvB45BH80p%2b1OdItbUSYwoNtubo63iMpbJ5SVfQ8j9PNMe0x3VtbjeXFXEAqSypO9pAPOQCR8PfpUFZNTZ7HGalTRjXmm3zpdiG4GjNMlpTaUEhKSFA8ZJPTPep7iLUuKyV/jKEk898DNVkvGp3nr1a7e3KU/6K0vOSEADOCccHIHXGKsfbbhGktthp1G8pB9MqG4cdCPNP48JJXfTJeXOLkkuxSJzQqrIoFHk1QRhnpWtZ4oia1OHrQcEq%2bRYs23vx56G1xXEkOJc/Dj61Tp2ZNkXi6NWS8OsxY7zkZCFncoMgnbhXcY/irAa%2bvwmX%2bTadz64sZrC2Wx8Lq1YA3HqRz0qMXNHxoTUsw2m2lvzCnegqUQkDJQByMA96748kMg8XvoVNA2JuFEduAbcmwyBtLqficdAyVHwB0A8Y806rb73mKqFHXGMx1SnQ4vOUgZJOevekyDBkRdNxwiS4j1G3HCSDzkgeKNqC8h2CXnpLhEJ0j4Seqaot6F6te49mNS3Nlt5MZO96OgKMU8hSe2FHnOO1PGwXpq8RA6ltTLm0KU2rnGfB785qIod1jWq7R0uqW8paQ242DgJ4%2bbzwc0rWe6yLHInSJMdpmNGVuBKtoU2TyAO56EVmULoG7WsS6TWtZwlRPbmiJrTIOGl/Y0gGV8evxdv0wW9svy5r6hvXwGR1SSP%2b6UCnZirWwV3Bloe8ukBK/oOOPzrj9N%2bXqmc462j0whWVMgA5Ax2%2b5rLsJk2qOC0lJD73C3AMZAwaoXZ37/aHFJVLasMdCLqgYjoTnf5JNc96cU1eoCVXltBLKUenyrIKQM/vXDKgeta2QlgrHpNqIS4noMjz9KzeYDCL7Z3XGUoQttHxKdHOBj6%2bK7fZnWKG2i7hW%2bPGdD1yQcuPn5m0nCcZ79ifoKfFka/qV3Zk3LK0SY6QlxZ%2bBCx84J78D96jXUIZi3OG9CYQHAooUeQlY3HjtTngyPf9OtTZsosNwnCltCedyFEnAA8HIrXsL/HR//Z' /%3e%3c/svg%3e"},"private":0}},{"node":{"id":"nino_d_auria","path":"/people/nino_d_auria/","excerpt":"Nino has 25+ years of experience in the ICT market, building and leading winning teams and partnerships.","content":"\n","name":"Nino D'Auria","rank":5,"bio":"Nino has 25+ years of experience in the ICT market, building and leading winning teams and partnerships. Always in Sales and Marketing roles, he has an international career's path and a proven ability to create world-class organizations, nurture enduring client and partners relationships and win new business. He held senior/executive roles at firms like Digital Equipment, Compaq, EMC, Riverbed and Ericsson, he was the CEO of an Italian System Integrator and he is an expert in new business development, merge and acquisition, partnerships and complex opportunities management. He has been one of the pioneers of the Cloud wave, working on big Cloud transformation projects together with Service Providers and consulting firms. He has a degree in Business Economics from the University of Pavia, Italy. He is a relentless supporter of Inter Football Club. Ambassador fell in love with Threefold Internet capacity is the fastest growing commodity in the world and the creation of an exclusive currency for buying and selling it is ingenious. Based on the stability, neutrality and transparency principles I do believe the TF Token can be recognized as 'The currency' in the IT capacity exchange.","linkedin":"https://www.linkedin.com/in/ninodauria/","websites":"","countries":["Italy"],"cities":[],"image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/nino_d_auria.36a08ae.e18109113a8eddb1bd6d10efb8100973.jpg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/nino_d_auria.36a08ae.e18109113a8eddb1bd6d10efb8100973.jpg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-f77ee00949269a83bbf329d6db0494e6'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-f77ee00949269a83bbf329d6db0494e6)' width='640' height='640' xlink:href='data:image/jpeg%3bbase64%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%2betxtL/ADe4KFKALiDvsOpxv99JtFztDV1mPW%2bA498KgB1xoZIJ/tSOnTc4rmXr5HtHTxvwtMWF/wBQTLy7lFrLbalcqfESo4OKevsjTHQxqa3OKT7ttxl9KT1ClBSVengTSdhXsNSJbDVuDaH1KEcLADiQe/ninH7J9n5G71elSmj79Qiojg%2bMcp5lKUPLKgB61vR1LSWjLI7jtvZYeiiinBERfGDjqvRmonLLZrYxNkNNJLz77pSltahkJ5UjJwCCdx1xSLv/ABv1/cyom9mC0dwiEyloD1wVfjUG1FPkXW4S581ZckyZCnnFealEk/nXLdVzQsnqMVOiNnSg3e73TVtvnzbhJmTi%2bhCHZLqnDhSuXBJJ236U8bdbLc5IlxpPuUSwc5BKCoDIzkEZpC2lxMSfBlkZSw%2b24rvslQP6U873CblRWZ7ampLM0FxpTRICVkEkJJ7H9wd6Wyatx5r0M41vGXB%2byL6ybtljQ%2b7CW2qc8kJQU%2bJXXc5JJ6Uq35M223ZmbDkPxJRQl1t1lwoWnPTBG46UwXtMyEMB15tXvFq5UhRySf2AyfSoZrhTSr%2bGmQkJYjsslIVzYKU7gnz8/InHajHj039k5Mm2kye6a9oLX9mQ229cI91YRtyz2QpRHzWnCj9STTs4be0dbtSXiBZ77aXLbNmOJYbfadDjBWegOcKTk4Hfc1TxCMDNYWtaJCC0opWghQUk4II3BpgWNx5akYSokpO4z2PlWEeKO8Pma15ZIUN89q2In9Jee5NWIPaMf5SfpTh4VRV3LRN2aJWSxJ5md8hB5Uq9N/zNJpo8uR2zT69nchyyXlo9FSN/VoftUpJ9MrJtdo79njz3IClKgNuvyGyyhbyiEtBQwSEjqrGf%2bzVaL3CMK%2bT4yiVKZkOIKj1JCiM1c6MtTjUZDSQlDbiVFSup%2bnpVR9bpH8aXtQ%2bz8a9/uaPHGuKjEPJKyTlIj73gRnzVitfdSnF/PA%2bdespfM0gDzyazGSCxnG%2b5qpc//9k=' /%3e%3c/svg%3e"},"private":1}},{"node":{"id":"otto_bauer","path":"/people/otto_bauer/","excerpt":"Nowadays I am proud to pass on some of my experience as lecturer at an educational college.","content":"

Why ThreeFold?

\n

\"Whatever you can do or dream you can, begin it; Boldness has genius, power, and magic in it” – This quote from Johann Wolfgang von Goethe has accompanied me throughout my life. I view the Threefold Foundation of being the intersection between technology and sustainability, thus helping coming generations finding the world a good place to live. I am excited and passionate about the vision, values and ideas of the Foundation.

\n","name":"Otto Bauer","rank":4,"bio":"My professional career began in 1981 in customer service for computer systems. After that, I had the opportunity to gain experience in project management, then moved to the area of marketing and product management for Eastern Europe. After building up a product marketing organisation in Eastern Europe, I was given the responsibility of sales management for the memory products division in this region in 1995. In the course of an acquisition in 2002, I was entrusted with the development of the network technology division for the Middle East, Mediterranean countries, Africa and East-Central Europe as Business Unit Manager with a strong focus establishing an indirect sales channel. Following this assignment I took over the role of a European alliance manager combining forces with a leading telco provider for the SME sector in 2009. In the course of a 2-year stay in Prague, I was involved in the development of an inside sales centre for data centre solutions in the region of East-Central Europe, Germany and Austria. Having worked for a multinational technology company, I have 35+ years of experience in the ICT market ranging from Support, Project Management, Marketing, Sales and Business Unit Management. The greatest gift was the privilege to work with multicultural teams in several regional management functions. Change was the only constant, not only in technology but also in the political and economic environment especially in the emerging markets which I served.","linkedin":"http://www.linkedin.com/in/otto-bauer-946a863","websites":"https://threefold.tech","countries":["Austria"],"cities":["Vienna"],"image":{"type":"image","mimeType":"image/png","src":"/threefold/assets/static/otto_bauer.36a08ae.540c82996f22f7521764c43fdd76cc13.png","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/otto_bauer.36a08ae.540c82996f22f7521764c43fdd76cc13.png 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-c457de7add76ce4e1fbfd4af74c0b340'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-c457de7add76ce4e1fbfd4af74c0b340)' 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TCkhkHk7o%2bjUAVRdOIKBgFtURzBM2QmwFKdglARYSIC5NhvD5XxekYzJ5iIszU9RAS/em4Clt5SBpAD7dfd9CVgVBPz5O0bba6HJjcUTWTPmGisxW12IidIMmFJDIbvvhPyj%2bzGUGgFLeS5rOwKqSG8YmOH%2byEfo8HRGt58b2n1uoPDCT6hxPo7%2bsPtck0OhL4iHqZw9QPSX%2blwYqzJIQBKmGguw8nyRC5G1BLYTsFMjfCsBC5sEbP/i450kiF7AabAw2ANjSijmexvxpK0OT1ofY7QoBbpYL9RfPY5cx58hi/RFbyTnO4noCbqHrqD77PwP0Rb8AG1hnuhgNJGESjdHNHlfgzzJH1r6BkNRHElIgbk%2bB8baLIwVx%2bKpupvy/3UL/Gt9YP39%2b8DWV2YL868I2EkFu5EgEcA%2bsDRqhCHaCzOtzD5joiwThqQgKELcUe18DE1%2b9zCQkYju1Hi0Rgag%2bI4TfQHdov9ddMf5o1NErD9a2RsaAtwZN9Ab/YB9hKt0CVXA9XpEEMA%2bMF5XgFUuOeucAOtvIcC%2bDN6lgAV7At5GxHYSJAKYieW5SVhyozHZWIIJxjDLQRnrgw6vq3h8/xf0pcbQ16dClpOCnoQw1HjfQq3/HXSzFwyw3vvjuPjEB6Et/AEXomto8LuOvtgHLAH2kNIkEpAs9QExCeYtBrxg3xHg11%2bs/X9RwMLCwpsE7EbGThNhlTeyaBnCVEspRrgW64riKWE/tIW6o4X13psWA21hOtQ5yRhkE5T5P0Svpxu6PW6hixnv5WJU7uuC2/s/Q9rF71Hpforv85HAD5cm0wekSiPQWJ%2bPpcU5bLxn9t/lCF8j4P2%2bDd6FhJe0pPyg%2be5ajNTlYqgkETo6uC4uQE0sjbrguyi%2b74oa/9uQcTQqaGW7Ex%2bhO9cXzTleqOHClO3sgIKzP6PF4zIq7ztCnhIAvfhWSRBQTfDVaTA2FmFl5Rk22Pzelv0dzdCubnAHAt6HiDeVQBUou2HhOiwIMFamQZcfg44EL1T5XEPMCQekup7jssQVtyoGbWkeqA%2b/gVKXM6g5cxQDN69Awx7QRzPUFnQTMpokQ2UKhsV3i%2bz%2bBqrA2Fwqef%2bduv9u4N9FwJYC3vcnsR37gYiXG1jmB0z0NUNP6RqEJeYMl2dxN2BDNOUkQRsdgYGQAPTeu4WWSyfRfvks%2bt2uQeVPc8MJoWIj7A97wInxkP8vlHY6iUFTxVGoI6GGmmysiAa4y/izB/9vGSHRBN/12/9OJFiJYGxYCbHZ42HeqIHg9TU53Ozi2ATDoM2Ow3BxFvR5WVCFB0Pmw1H4yB3d/vfZBzwgiwqEIpamiR5AnhwAZXYE1MXx0FZwnLIEBAl69pblp7NWAnbI/L/jAd4g4G0nP%2bzJeL0cVl6RwFh9IRal57DIGqCvTMdQbT7UpalQcCqouTrr8lOgzoxDb7gvWgPuocX3Dtr976EzxAM94V6cCnd5vQd5WihUhXEEnwwtpa8S5VQQB312OBYmzPQAL94q/feR/%2btOcN56QOJdB5%2b2nwlYWnu%2bSQJvgj1gesaM7s5idNakYqgqXdoMlWximvIMaIpSocmJgyYtEgqOPlmkD3pohLpIRA/NkJgGPax/WYQn%2bjPCoeToUzPzKpaAmvvFcE6U9K3ytF5p/bJmdUkqgd0yv1P2d94G57kNzluPyNiTYHu%2bnYgdD0cwC4vL89AN1qGjMR01JZHoKouDmjev4Raoe5zPcsiHlu5QTtOjYK0rwr3RTy/Q60PgXrfR8%2bgWugPvop/9QkkLLOc%2boWADVBfFYkj4gaxw6DKCMTWkwLPVdYyNjUpnAZ7v4P3fBd6eAOkwlfhSVADeLd5GxCI9%2bTLlPzdrwrC6HgPdJehoykA7CVBm0Pfnx0JTnQVDQwnJyIMiPQ79URyFod7o82cPCKAb9L2LrkCqIcYfvelRkBcmop/1rqbt1eRHQctGOsymqEzyxfjQIFZ/%2bx0Tk1MwGo3S6Q4BRoDebezt9m2Q7diMdD5AHG7aKbYT8ToZ/NCXL7C0sojpMQVGTV1Q9ZaiLMoVA7EBGLznyoXHj5lkHxBfdVWRgJJsZjkcnX530eblhjqPm6ijR6j1pDsM4U6QFoE%2b7gCq4mjoSqKhzQ2DLj0IQyl%2bqLhzAaPDOjbbPwhmCSajCWaTGSaTCRaLhSU4hadUhS379r8L2IMXX4KIH0TE4QjppJg4KDlnOyhpd%2bxswe5QonT%2bZosQ/tGVFYkAi7oHY3Rp6pQHULfnITv0Gq5881eUujui6Ph%2btMVHoCMlCPKMEAwUJqAzPRJNXHyqH7ig8q4LCm5fQ8E9F1T4ueNxtDe6mW1FIbNeRumTBG1mEPQZAWi6ewYpLo7SQYiVjRfSbxijY%2bMwm0dIgBl6vR5DuiEYhg3SuT8B0pZ9Adz27Y8ALg5GiLNB4pToyKgZIyMm7JmVDhqSIdt129FZ6eARQxAllDEzrsdIcx76071gzo%2bE0v8qah854uK%2bv8Ltm78h4cLXuH90H1oL0pFywxEN4msuujkZ67mRdV4WeAcldIbVEQ8J/CEaYz3RLX4iE%2bBLY5n9WGY/FOpUX/SFuSLqwN9Rl56IX//1P9YfcNY3KN1pGIeHpVIQBOh0Omi1WinEc8soVTE7vSV1G3BxQtQyNgKzxQST2UgCh7FnRpyuXJiXwIurjRBbzG7GHMHPmlQw16WiP9oVrf7nYWSH1iaGou3RZRS7/IAix/3IPfo5Ui/T4VUX4tHpn3D36HeSp9fXZUFdk4GO9BA0x3FhSg9GW4o/2pMJNJvjrySG5odWuigGuuxgyGPuoOjSd4g/cwSTYxZs/P4vTp0N6bvLqelZDJOAkRGLVAYCtEajgVqtlq5WIgwwj5ipFuuZYHG1Zd28CX6LgBlpJMxZCdiMOdtjZn6aBEwbFJhozoGpgp06xRNl7g6ovnkOwykhbG5eDDd0%2bF%2bC7zcfIuTaBaiaquB12gF7//M/0Bj9CJaGXE6FHMjpFrvZ2btzI9HLtbcvL5w7Aglg49OVJXB5imLT80LD/XNIc/gMfRXFWP/jD6y9%2bI1j8CVVsE45z5MAI0Ys4rzvhFQKggwBXqlUbqlBKMNgMEhKMZlNfI95C7zRaJBizxSBT0unrV%2bFeD4jHj95QvaNGJW3wliXA1WmH2TRtyCLdUdr0C8I/%2bFTFJzZjy4/V/TGeUOb4Y1b332IB%2b7uGON%2bEO50Fh/9x/9C%2bLXTmGjIwSBdnWiM/QWx6KPbGyDogYJIyAuioGA5qUiG%2bLW4I9gVxRcPcIm6Lx3iXH3xK%2bM39oBfJRVMz85J2VYpVdBqCFSrIxirEoaG9AQ9bL1SJYIUQYR4bXizbIzGYb6HfcOgx57JuVlMzc1Kp7pn7B5Pc05ODg9isucxJruqYHycAVmKj3SYqTf%2bHgFz03M/DpdP/oKsX75Hb5IPhooi4H3mIOLCw1kuauRx/T38t7/A5bu9MNLfq0oTCTgOMpZODy1vb1aIJP%2bBvCj0ZQShlwtUVwgnhPsZlF4/DbNGTdAvuXP8KpEgCBAqEAoQGVbIFZAP9JMIBZQKOa%2bD0IgyUGuk0A3poOH7DFSLkSqRwLNkRJhGRtgrxkjADMfCjDgyMsNmwU7Jq1DAlFGJia4K6RsZMZdH24qhKghHTxR3%2bWg3kvEItT5XcP3LD5F8bj9k8R60rRGIdfoBeUkJmKVy6rNS4HzkAH7%2br/9AS8Q9mDg1lMWc9XnR6E4NwkBOGAkI46ocjK5EP3THeqGFG2T59WNQ1JRLxufZChevjVfgxePZhSdQqVSQ9/eThH6CFUrQSGoQE0GpGMQgyemXyTDQ3wfloFJ6bZgqsYxyCrBsRPlYLCRgQiLAemRsamZGejw%2bpsd4fx1MjflSXTZ6O6E/JRgGZlEWfx/tIVfREnQNyRcOIuzYV8i5fBhtAVehTvdBhvOPqM7JwPzsBLqqihB%2b0wVHP/jfiD13mOMtXtoVFLnMeGYoBqmCPvGzeWowuhMD0JXgi9r7F9CVkUDpL3O2L5GAdQm4jQBxnZl/gv4%2bmZR9NWtelICodRFSHyBg5eAgZL3dJKlPIkOQombJSO%2bV%2bseY1D/2jE9ZDwyKGJ%2b0wGzsg17ZhNGuSunoy2B%2bGEpuHEXx7V8wXBiD7nA3NAY4IfbUV0g6vpfT4ApklK747V%2be/AhZTodQl5OJZbpGbW8riqJCcXnv3%2bH57Ueo8XSSfj9Q5sYQfBQG6f370kII3h%2byDK7PnA69WYkcWWKECev6jBl/QeAvrNmXCPiNiZpFn6wHaqrAoDdI9S%2buIvuqLfA9Eknise3fRFkIpUh9QeobZhIwPS25IrNpEAZNG7TKBii7KzDK2jc1FkJbnoDeRA%2b0%2bN%2bU1tUWn8vM8gl47f8HGn2vsINHYzAnAgpaVjnrOfnCIbSVl%2bMlO/eoSQ9lRzP8HE/A7fMPkHr%2bMJoDb6KTUu9LpklKDYEsKRA9VNegcIGVBVTgAgzGUcjlagwMcOyaLdIPtqIJLq%2b9kK7Ts/Ps9io2NTHSRjFsMBI8vQABiiwL4L093ewJSqlRyvv6JQJsk0GaElK56LBnxKKHXtvJhaYBGnkdVPIaaHqrYOlmCbSUcrtLgSJDSPMsukJvop517/nlfyLb5ScYaHB0nPGDNDkKRl9WMELPHkZjVQ1yUlNQkZ%2bHCZqOx1npuL/vYyQc%2bwY19y6i5pEzzZMzmn1c0R3tQxOUCA3t8vTULP3GGuf1NAFq0dbQjKrCYgKSsyRWJfBCBbMLi1L2RkbGpHE4pLWC16jUlLuc4LvYG%2bQEqpPkP0ACbNPgFQEa6KmYPTrKXauoh2agHsq%2baihkFVB2lWGkpw6Wrlru9iwDzmkF67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He has a Master in IT and professionally certified in several IT architecture directions, together with his sales experience, he combined a couple of interesting skills to add value. He worked for corporates for 10 years after which he started his own company, driving his own beliefs. Ambassador fell in love with Threefold ThreeFold to me, is a new-age organization (driven from love and believe instead of ego), combining a couple of true new technologies. With this global movement, it is time to start a new economy. An economy based on other values, where responsibility and going Green are key words.","linkedin":"https://www.linkedin.com/in/olandman/","websites":"","countries":["The Netherlands"],"cities":[],"image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/oscar_landman.36a08ae.3281fe461810f84d17626728985d0ac6.jpg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/oscar_landman.36a08ae.3281fe461810f84d17626728985d0ac6.jpg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-bf2e5e921d419865911d1469e49cd062'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-bf2e5e921d419865911d1469e49cd062)' width='640' height='640' xlink:href='data:image/jpeg%3bbase64%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%2b3aejFxvn8w4QSAsHkP25/vSrY4eSZSwpmQSoncogEEeM9qbHHN1P852FBWCoMuEpyc7e%2bPf/AJVTb1fbLapIckgE8ikg5Gfald5VcPhY706hRemWqdyj3nhctjc9HnbXSOaSPpz%2bKuPw%2b6juNh1y7Ybw484zOQEtgHckrT0X45ZB/Hai66ktojtocfSl54bk7zgYJPOuvDD05PFOzLZeiqCGnVBTgzk8htT559fFFpVqM2GltStqFNM0%2b5tMOlFA6CimkRQoooohFjxwtrTlut1yLKC6w6WS4RzCVjp7ZFJx61acUptciKkO7SVADagAdVHH2962L4kssyNFXVD60ow1vQVf3pIKQPJIx%2ba1qiofkuOuxXm2UhOHPUaK9x7ciKWXi4fdnuPdLqjZtIzOL5FsF1vkdMpbJSloBJZIyAPt2q58BNMWuVrK4XJpo7LSlIjDJIC3NwJPnanp5pUyrUG7gHYT6ShJ3PKbaKAOfPBV4zWx/wAP%2bnHbLpJ6dKaUy/dXvmUtq6paAw3n3GVfqq1qmG4PAldRrBlIKgEn1GhRRRTGJJilSWYrC3pLrbLKBlS3FBKQPJNJfXPHGFESqLpZAkPEFJmPJIbQc4ylPVXvyHvST1drK8aolqVdp63UA7kM79jSP8U9P/aqzrqlgEnOR9JrYluBy0xvcFvjGVG4g3G6yfT1ApcveTtdHIt/p6Y9gKiy5y4rrs6yONSG1f1mCeYPcdj3FUmI6tr6m1FLhGBn7fmpLD3pkhpZZ2jK1pP1r9u1ZLjTkqMXTgn8m621R6Sim/IHX2Jkuuo50%2bO42ppDLSQVKCDzIrBw%2b4k6i0hdmH4twkvwQoetCfdUttxH3ABztOOhFR7hDflIV8u8ltLo%2bpClYT/t38V5TNrWjAW4ynyjKjXa1tfECG9zheXnmIIJ4n0Csl0i3q0Q7lb3A5FlNJebUPukjNTaQnwq3d/%2bHXrT8h8uMw1okxAo80oXkLSPAUM/qNPuuTrtYiXRtygz/9k=' /%3e%3c/svg%3e"},"private":1}},{"node":{"id":"owen_kemp","path":"/people/owen_kemp/","excerpt":"I am an optimist and love doing things differently than the norm.","content":"
\n
\n\n
\n
\n

Why Threefold?

\n

I believe in decentralisation and democracy in our digital lives.

\n","name":"Owen Kemp","rank":2,"bio":"Owen Kemp is an experienced executive in the IT space, having led several multi-billion dollar businesses for HP in all world-wide markets. He was responsible for HP’s world-wide Finance Industry business, launched HP in to the emerging markets of Sub-Saharan Africa and Middle East and ran HP’s subsidiary in Russia with an emphasis on improving balance of trade, R&D and corporate citizenship. Since leaving HP, Owen has focused on assisting start-ups (early to late stage) with his broad management and market experience. Among others he has worked with cutting-edge companies in Cloud- and Edge computing; Smart City technologies; Eco-Tech; Fin-Tech; Reg-Tech and Digital Marketing; Block-chain and Cryptocurrency. In addition to working with Private Equity funds in New York, Russia and Austria, he was also advising various Family Offices. He is also an advisor to the Austrian Government in attracting foreign investment to Austria. Owen is a professional management consultant, coach and mentor and has helped many companies in improving their strategy including business development, internationalisation, Go-To-Market and partnership strategy, recruitment and more. Owen has known and worked with Kristof de Spiegeleer since 2011 and is now fully on board of the ThreeFold Foundation and TF Tech.","linkedin":"https://www.linkedin.com/in/owen-kemp-b6b5a113/","websites":"https://threefold.tech","countries":["Austria"],"cities":["Vienna"],"image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/owen_kemp.4250cd3.31399d2e0f7b31c75c74e58bb8ec5ac9.jpeg","size":{"width":800,"height":800},"sizes":"(max-width: 800px) 100vw, 800px","srcset":["/threefold/assets/static/owen_kemp.1b91758.31399d2e0f7b31c75c74e58bb8ec5ac9.jpeg 480w","/threefold/assets/static/owen_kemp.4250cd3.31399d2e0f7b31c75c74e58bb8ec5ac9.jpeg 800w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 800 800' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-784726c5af2b4626bc1300a6f024d69f'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-784726c5af2b4626bc1300a6f024d69f)' width='800' height='800' xlink:href='data:image/jpeg%3bbase64%2c/9j/2wBDAAYEBQYFBAYGBQYHBwYIChAKCgkJChQODwwQFxQYGBcUFhYaHSUfGhsjHBYWICwgIyYnKSopGR8tMC0oMCUoKSj/2wBDAQcHBwoIChMKChMoGhYaKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCj/wAARCABAAEADASIAAhEBAxEB/8QAGwAAAgMBAQEAAAAAAAAAAAAABQYEBwgCAwH/xAA0EAACAQMDAgQFAgQHAAAAAAABAgMEBREABiESMRNBUWEHFCJxgSOhMkKRwQgVJTNSYnL/xAAZAQADAQEBAAAAAAAAAAAAAAACAwQAAQX/xAAdEQACAgMBAQEAAAAAAAAAAAABAgARAwQxIRJB/9oADAMBAAIRAxEAPwDRBp5R25GuTF1nDan%2bMueSNdq6P6HU4EYYEuD0lvpWqa6eKnp17vK2BpWqt%2b7Xil8IXAPN/LGqEFvtnGuvjFt2a%2b0VtaO4GipIJWM3QvUxyO6%2b%2bql3BsXblNt6epgkq5qxQOmaWVs598aFsiKwU9MMYcjKXHBLbtW77HdbhFQQzvBWygtHFMvT4mP%2bJ7Ht20femLgrjOspx5GHFXP8xGheJ2P0H8%2bR9G1ov4PbvfddkkjqlxW0XSkjHguCOCffjB9dMK1EK9%2bRgisKz/7nA1PpLQlID4AAbt1HRREKDjn865mBZcDI1yowSJ0Iw7YOvggk7hh9teNOpVVy5II4J89TVHHB1wTGI3xRnrGpaChs0qfPNKGKyLlMcd%2be/fjz0l3yzS122qn5ioV7hErEGnHUHPcKRph%2bLltkhqbdcqCnDVErGN2DSAMwAKFgvBIGcEjjSxt65iicpVszE5B4xk6i2PoP9CenrBGx/J/YlRbWqqSiEleI4n%2bWkq4lP1DC46uryHfsfxzp5/w3O8kt7nWMrB4cKZx3bLEDP2/tqNuCgrLnty%2b01AHaUqBChPTlOCR%2bedP3wa2zUbc2TTx3FTHW1TfMSqRyoIAUH3wP31TgynIpLdkW1rrhdQg8rsellHV6a6eYActryKDPUXJUe2NRaydWHQcEeQA00xMHUlypmMY%2bepGLnC/rqeo%2bgGedGY2KjjH41i60SvHIpQgS5BBC9iDkd/fVp2Hel8tdDFAa1sykhFqUUjn%2bYHGe/OPPv99RuhJk2A3RLq3RbqG7UCR3GpmpURiyyRTCM9sEc9/tjWe6m6Wrb2%2b6yhlr6l6TKtBUzKMSjHI7cEHI/fUO7bgvV%2bqJpku4lRGKSsUZBGO7cjIGAD29eNV/eqeqik8ery9HMzOIyeOrOM8jI/bONMOuHBDQ13GxsCv5L%2brNw0NstdVXxyjLYKhj/EfIaIfCzelvtW2aezXasaOWkGQz5bw0Y/SH8xyT9hrPlse71U0VuRIaGSGHxPGkLMyoeR0hiQDjtjnTHWWdLHtqVEuiu9ZLGHkMHVlsjLFic8d/tnS8OouEEX6YzZ322CDVATVa1kFTCJIJlkiYZDI2RoTViLqJE8wPkQe2s97W3JWWOT5aCtlMrHqWQ9JUjp4Urk%2bnr5nVkbd35S32lcSeHDWRgdY5CuPVSffTGxERK51PZX1pS1r9b0cLKf8AqBjHrqv917kuUt2eWVkSEv1xso5VM4H7calf55LNDLBFMiK0bB3MfQF47HOT7cY0mXNKlIJRLUJImQ2Bn%2bvtodTCUt2k7MGoCPVnh2%2baFxNdqqnqJX6yGkAQexUcHjRy52%2bnuVFM1DfVlJw6rKw/h7jjHH9tVfaa%2bKCljFRRUU4xkFowSPv56LU%2b4YGKxRWyghJ48SOL6h758tWfJPoMXdeERzs1goK9g9bUzwiNVf6JSpJxxz7ajX/Z8JpnNiuFTIY/1GpZJAxP/k%2bR0DprpRSyf6lTpPAwwGLFSp9iD%2b2vKpewdRNvrK2kqDwv6p6ftk8Y%2b%2btRu5rHINu0dPRwQyUclUVJXKy98nPbH5GPXTRsqqrrpe6WCGnihQqylnk4YBSekcd%2bP66r%2bpdkrUjkmknVZOplYEHPvnRunqrnGyPDLDCY261UZLA/2xouzlAVc//Z' /%3e%3c/svg%3e"},"private":0}},{"node":{"id":"osama_shihab_fitoria","path":"/people/osama_shihab_fitoria/","excerpt":"Osama is a cryptoeconomy investor and entrepreneur.","content":"\n","name":"Osama Shihab Fitoria","rank":5,"bio":"Osama is a cryptoeconomy investor and entrepreneur. He has been based in the Middle East for 3 decades during which he led business expansion roles for global tech firms and founded e-commerce startups. Ambassador fell in love with Threefold ThreeFold's vision is an ambitious one is to create a neutral, efficient and affordable net. ThreeFold's team has already developed breakthrough technology which can and will enable this.","linkedin":"https://www.linkedin.com/in/osamashihabf/","websites":"","countries":["Jordan"],"cities":[],"image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/osama_shihab_firtoria.36a08ae.01332c22d289a0d6a5414e8a3a6a78f3.jpg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/osama_shihab_firtoria.36a08ae.01332c22d289a0d6a5414e8a3a6a78f3.jpg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-d89c41cb735cf24fb944f6ca3eb72d83'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-d89c41cb735cf24fb944f6ca3eb72d83)' width='640' height='640' xlink:href='data:image/jpeg%3bbase64%2c/9j/2wBDAAYEBQYFBAYGBQYHBwYIChAKCgkJChQODwwQFxQYGBcUFhYaHSUfGhsjHBYWICwgIyYnKSopGR8tMC0oMCUoKSj/2wBDAQcHBwoIChMKChMoGhYaKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCj/wAARCABAAEADASIAAhEBAxEB/8QAHAAAAgIDAQEAAAAAAAAAAAAAAAcGCAECBQQD/8QAMxAAAQMDAwEGBAQHAAAAAAAAAQIDBAAFEQYSITEHE0FRYXEIIiORFBUygRZSYmNygsL/xAAZAQACAwEAAAAAAAAAAAAAAAAAAQIDBQT/xAAgEQACAgICAgMAAAAAAAAAAAAAAQIDBBESIQUxEyJx/9oADAMBAAIRAxEAPwC1NFFFABRRRQAVqtaW0lS1BKR1JOAKgva1ro6OtbDcFtt67zSpMdC%2bUoAxuWoDqBkDHiT70g5s%2b634d9fbjKmOE52LVhCfZAwB9qrstVa2y%2bmiVz0i2bEhl8EsOtuAdShQOPtX1qoMNMmzTES7S87Dko5S4ydp9j5%2bx4qzfZ/qH%2bJdMRpzgCZI%2bk%2bkDADieuPQ8H96VVys9DvxpU%2byR0UUVac4UUUUAV37fpSH9bw0sZcXDiBLwAPyFSioD9xg8VCLi24/GT3CU7Tyck4P2xn702e3HSa1SUamio3oaQluSgHkH9KXMdOAcHy4pKG5uMwMjBWEngeJrMyHPm9m3hqvgtP9MWWBLbTLW%2bttJUD3YSojB9Rk01/hicuKZGoI855wNJDS0srXuys7gVAHoOAOODxScdcnFhBQpxhavmUd23J%2b9Nf4ZVyX9RXxTwWUx4yG1KV4qUrP/JqeNvltkM5R%2bNJFh6KKK0DHCisKUEglRAA5JNKntA7ctLaVDjEN785uSSUliIsbUH%2bpz9I9hk%2blAHd7XdQ2e16YkW26TEMy7m0tiI0QSp1eOOg49zgVUq4uLiSHEOJKm0ngg1NNQXi469tMG%2bXAMquCUIfZbaTtQkpJICQST5jrznNcpYi3JhD0cj5hkhQ5SfEGuTPi6pRk100aXjtWRlFPtMhUzUDTiEtup3pTzzzjFW57AtKO6c0YJdwQEXK6qEp5PihGPpo/ZPPuo1V1dnitSlSX0NbW/mwkeVNr4eu1GDZdFNW7VkxyOwiWtmLJcSVIbBG4IURykcnHGOvIqeNxkm4IpzFODSmyylc3Ud6g6dsky7XV8MQorZccWefYAeJJwAPEmulVb/jE1Mli12bTbDpDshwzX0Dp3acpRn3USf8AWulHGLDtW7Z75rR12HGW5bbGePwjS/mcH91Q/V/iOPfrSqLhNedxzI3Z8azuwBk1MR33dV3dNliWyJJ/Cx46Snc0Nq1jJIBV5DPQV7bNqZxltzvHfq7c7XslKyB/P1BPrnnFRInIrHIHFKX26l2SjJwe49Mb65thMVoTrjGYQ%2bEud2pY3KScE5x08qi7t9tTAutna3P22UouNSWwctOAZSQk4yM9fL1qEJ9a3SaKoxqWoLQ7rJXPc3s//9k=' /%3e%3c/svg%3e"},"private":1}},{"node":{"id":"olivia_kemp","path":"/people/olivia_kemp/","excerpt":"I work at a law firm in Vienna and have occasional hosting assignments at Red Bull Racing.","content":"\n","name":"Olivia Kemp","rank":5,"bio":"After completing school and sports education (focus on skiing, swimming, volleyball) I had various international assignments and education (Stanford, South Africa) and am now completing my master studies in economics and law. In addition I work at a law firm in Vienna and have occasional hosting assignments at Red Bull Racing. Ambassador fell in love with Threefold I believe in the ThreeFold Token Foundation because I am one of the first generations growing up with the internet. However, current developments show, companies are making internet users very dependent on all their technologies. So as I see it, an opportunity to have alternative ways of providing cyber space without contributing to the „vitreous human“, will be a major stepping stone.","linkedin":"https://www.linkedin.com/in/olivia-kemp-810a419a/","websites":"","countries":["Austria","UK"],"cities":[],"image":{"type":"image","mimeType":"image/png","src":"/threefold/assets/static/olivia_kemp.a658c2f.8a82589dd6d6253632c1b3bc33d2ffed.png","size":{"width":252,"height":252},"sizes":"(max-width: 252px) 100vw, 252px","srcset":["/threefold/assets/static/olivia_kemp.a658c2f.8a82589dd6d6253632c1b3bc33d2ffed.png 252w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 252 252' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-49c72b5cf9955a711f35ac5dd36f144c'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-49c72b5cf9955a711f35ac5dd36f144c)' width='252' 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99tSgT5az93VmJqCALrvCxOxXLcXvfEmWPf1iXi39QKLdNiUW4ix%2badXdGKwbc8h1HWmE3zgZkQDdnloNbw2yKaj2xDsPDp8F4iDf%2b9J4z0pNTCEAJ5/yVrPVi3OGg89OmfFzmkuBraYBkn%2bAmh58Lhdk4lJeimLA1LR57yYYrZEbV3kW4RgZ8Ry04xTLZRgY42HmjUWcntGL2W9ByC%2b1NmXkBQDpCgwCgH4kTFqxGi8GeaN7THT1G%2b%2bEeBfC27P9JkMU5OMMgbtDzix5IGYgGVO1ZhK%2bXZ%2bPEnKnUgmkoy0xQAByenarc4pWP5%2bAin68kQCWJUehGL9D4bQeNAVICfUQPCEBXZ2WLG%2bTKkB6ADbsPwtiaIzE9eiPSc0X2VNzbNg8n5VrAjMn4hoZHMi7UriYjqvctxeXNc3CItN%2bVMQnb0uKwK2sS9s9Kxt6Zk1E%2bIxlfLszAadrkz9MnYXZoKJ7r4QzDtx3RihmXoIUBrSiEogFPnQGP7wqVHzmJdjZBakhpRB3oN8IXt7bOw2m2uQoG9DVZUHuI3qBiGUFYrGh%2bsTBHBVnJjEsXOMoyqOB5ZV4qyrMSsCM9Xj2%2bnQAkegegw7v2tNosAX6%2bEj5mX7yAAqD7rwXgCXaTHgZgV3kFnrcLhQlNijlXUw5FO5fOQC2NzyVOe0cZWNnUeHxfOAtXV%2bbh6oo8XOb5xbx0HKRlLouMxsawcKwKC0W6byAWRoQpQE6QAbtzkhHl4Y8XujvC8E17GHdnJ6AAKjf4nqtig/FvUQJPsp%2boB%2bDwiTPqpggFAK3qH9%2byxxiHYDwoX6x6%2bh22toO0w1uiYlFTVoxrxXPwbX4mTkwh3Tn%2b7p2SiP10fTMY/PA%2bE7A2MQbn6QvO0gh9IibIPxg9Rnqh0at2MGYJmOj2Alp1c1GewKTnr%2bwCD56UAToNKDt0DCbDvNVGhWxOyA/70%2bt2WJOXBhxYwvmALbBsCS7Nn4H7P%2bwBrh7EvS8%2bQd35T1FFv3CTbvEMO8Jsv0BsiI9WQniM%2bnGUHqAwLgJpdIFdhnug0YvjYCz0FxMkJcDvUYL4q9vgE26o6s3Qwo2focVAN1jSDMmI2ortsOnfHdG%2biwPOfVKAuspC3CII1wvzcKW4ANe2F%2bOHz5bh5q6VuLCmAKdmp2PrxEisi4xgzcdh9/REJYif0SIviZwId1d/GL42HoYdbVXGTXtrs4ACgLog5ugplsCDfzJDgWn56GDtiXYci0105sSEP87gr7b4cLgXcHylcn83ts7HtYVscQU5uJSTju9nZeJsajIqo%2bJQGh6BT1JisJNdYWd6LLZmxGMNJ8XkgBD8ta8LGjP45i%2bORQuWl6i%2biJ%2bslgRavs/gN5L2fwLi8fK4X%2b8B6tR5bW0tHCamoqt9iLpaI7O6/CCVmU6OMLCwRlRYNPDlOtziAHTj049wZeks/FCQhQs5aTiSkohdk%2bPxOWu9fEYS9mQlYQtN0UrqwPSgEAyyIaDvOzH4cWj2/Fg0e3mcMkJCfRFAcYVGXZ1%2buzb4S/%2bpQaiuF7zH/%2b3ctQ99nMMxwDce5pwGRQckQ5KZFn%2bzQwsK1x%2bsrLGjKBc4tRo35TLYDu0y2CW2wgvLsvDlogxleU9R9XflJKIoIRoJHH58nXwxxs4Llj2c0KSDDQyfs1EANH91vGJCSwGC3yMgGPzWgdfd/4X/1PDgPi5fva7G4OOnTmPdlm3wjU7Fq3YheM05Ut3SIiwQby4MaP76BLR6YwIM2o6C9Wh/ZZFvHxA/UMiBZxGu0vuL3b1Exf%2b2iI6RvmF9ahymB4ZiCqmfGhAKN9a/WbcJaNxmNJqxDJoJE/Qg8PNb8POFEb%2bZBjzc3yXg0%2bcuInfVZjgk56FfUApeHB%2bGTo7hsBrojuYUPqsxgbAcxRaobloIVDcvyJwu9Sk/rrlQlj%2b0yXOjUbFhHnC2hCxYpqzyTWECZ4Tv1%2bTiuxUzUUYrvDA2EssmRWNxfAyyZKvcNYCfY4cmlqNg%2bBcbtZq9pAPhlfFoLiwjG36TNqjf6lJ3fRw9iZHRGTAb4Yc/93ZGkwEeaNaXrWegF1rSh5v280IbueVd7vbiY5J5dWcYlyqDHtrYKpkyIhDPkL5vspbPbuO4zK5QvWshqjj%2b3iAL5O6RA7OnYD3NktoSS5uEJQmxyAgNxwfS/9uPQVMyoOmzPPK82QtjNRBe0QHxmt2TA/BLbS9y9lIYs6836euu3aMjl6AYsGkvd9WDZSBpzX6vbl6STUo%2bpy5TCQhDtKu1MqyIbVVawAwJCH9sNwrGz49BelQMKlnvZ2QY4khcNisFWyh%2bWzk3bOV4vCk9AfPJAF93fzLJAU2sGHybUTySBdQCBYCOAUoUpcx%2bq/t9pixei8b93LRb0vprW9Cy%2b6Imr27aJCbLfJCPClq7ROWpXaYSIyRLt1enAJDXUw9a0MYakQ1/YABv93NG/sRwlKTGopS9/nMGLSDs4BC0i8cNBGBOZCSsOQI3eXUcmpL%2bigFtRysvoLoBW6ICQFcOBr8m%2b7U6R7estAwthzOLH/rUX4JWmSSdjWhuVPt5x0nVtwQvBsS4l6vanJDZXKhvImCIT%2b%2bumRTVp6Vfy3upBU157DPWFwtiIrGJlN/Gupfg99H97Z8zDXs4AG3g4xmcDV6mxvz54exL/YsIvqRbwgQuKTODX6v8dezn3QMmo%2bWHpPJAbxW8bDaqRQboqSyiI31XLoRI%2b5GWJ8HK35J5YYOApkRQXs/6VCzga1tynm9Og9Tdxgfz6fDWJcfi0%2bkJ2JmThL25qTiQPxU7eF4UHwWbcRyqWOOSdcl%2bPf311CcQ0hb1omjwRME/ZGdnrvgYzYZwmBmk3YBgzHqXqy8SvATYQn48g5eA1DzOx9V5N%2bd6AKRMpCRkVpeghfby41Sr4rkwoBlf29vWB/MiCEBKLHZkJaKcI/NeWl%2b5QWoHAckIDkGHbg5o3N5Go74OgKbtxtTXvWReiSIfEzAMfk32q%2b/cwesOETCSa/Ckv3H9bouT2nWVpbIpbYd0M37fVdW3HgAFiAwnPVxUqZj21fRC3qNXabVeZu9%2bzxGDx3ljTkQEGRCDbQy4nMHvI/X38SgOsIu1OxoTOEMJsK0WvJ4BogH6o9IEYQX1wODJal/L/qZdB2HYzxUWutpX2X9X22oykk0IAqDPvpgbo26aF1dZ7exUvyujABN9EB/Q1fln0GTxvYbMmklnBzg5%2bKAgJBTFcZEUQXp/imBFXgpKaYHt6PxE%2bQ312RcALHXBP2erMq4HRD3fjiBw5ngiBuj7vm1MFhr3cIaF3G4im42y3dxVU/xWumCb6QMhnVXty2PMkvLiul0apfYsFRMCp8qGAAlj5H1ii5swa%2bacEIOcfJDtHYBFEeHK%2bVXkJfMYi0B3P7wzzE31d5Vd6f%2bK5qNV/9eXw8NLAcHnDJ6U/nfv3kUX5xi0lJ4v190oYqrtyf67CBdVW8BoTk%2bvV1w5FwDkXC%2bEetGTTmHEx4w/0OnGa7r3sRQaM3tmb43HRFcf5PsHoTA6Als4BOVHR8LewRdD7Xxh2V0mPAcFmABn2NHmkTLQZ76JrjMII0QIDf7z7Ouu8X/1NdrKvbj9tfYlta%2bEj7VsLENNPQCa%2bEgdi%2bi0eHOC1hk6aRk30rk%2bfbcwftdJiZ%2bwRCgq75Uf2pRU7tzHHnHM9uKYCAR7BqLrUA/0HE7xfYfUF115UysdyazQ/%2bHgm1iNRGOrYVzDFRB6LfiPS0Bf/4Xs/U0%2bcELrXh6qh4uIaQC4KLFTc3c3TQPEgOiBkKAUODoNEACUK3tba31Cf1UCfJ%2b%2bVUkNN7EYhT%2baj0DzZ63R8Q1bGL3E5zqMxJ9J9Sbi9fV2l59vqKO9lnUNgEaWQ9DIYjCatBupPk%2b0QV7zf0VTa4Vd2F7yAAAAAElFTkSuQmCC' 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AUOiWSm0Z9/xQ6xs/RFC2ja5LqQHnsJxr6Z1ckPyCSF0PTEHd/mGPyIBEywl0XZwhiFYbKaKwoHDOVMXhtpR4L1XHozwzCYFYwBrm2xHrSF7ihLMSVpOSMpgQfjOSEId9HgyJfZxTTP6RTKaLpBRL0Kk5/KoRRQQKVMgxx8MGb43jwNSZ5axB/m6/Hv24PSYniZRblLh3gWj9%2bM13H%2b7NMfBYPn5/Cg7tT%2bOczA3i%2bJR1ZrjJMRunQFBOIpIx85JTVoaq9D019ZPaRs2giobWzHbrPLKGXSXdPr2y1BJMXiQ8%2bKoAI6QyAY/Pg2TXp3EC0zeDCJRh961I7vnulHe9ebMa3L7XirfN1%2bPbVNry11ooXZyvx%2bnI9Xj1XQ49Qi6/SC7x5oRlvX2nDq4v10rnBc1NV2JyoxuVhMn1XPqaastFXlY7pgnA82GzBZ5ca8JveHLySHYQ/z1fhk9U2/GGqEe91F%2bOHfaV4NjMEP%2bvNxT%2bIwI9ZpE8utuKv13swXxiFGg8FvtGUgq7yQiTmlKGgvB6V7f2E/gQ6Oe62sAg9tMR97Pme2WX0SUldZsJrUs8PcXQemr9Cw3SB9xel06IJtoFoicnVTbbB9UfToNoODdT7Glf6erkNijkE5aopd/QE1R5a1Hk6o8WXLlHvjAay%2bRvnm9AS6o4MqkMeHWA6p8d0Nw3i%2bXOJrhrEujghy9MJH07l4MP%2bDKxGGvD16mgioQ0f9KTgWpoPruWH47sjNXi1MhkrkS74ZnUsPuhKx0/HCvAhi9uX7IfZ4kj86kofYqISERafirjUXKTkVyK1pAHlrYP0Aj0obupFddcoyiiRZc39qOLzkoZuFNd3obSpG2WMyjZKZmMXCus6UE75rOkYRgPHa0GoRsWUvSISXRkZv4SR5WBD8pMh2dZSYv90ckGuow3yxbzAKHFR4tkJzgJ6J0SZmiHKyhJBZubwNTODPwnSx9ISnuaW8KEf%2bGZfOr5ZG45uDzleotb/brAIP6lPw93EQLyan4DvtBbjWy3ZmKMc9vopcbcsHO/0puOHZ8rQGWVAR306WkrTERGXhvS8MuSVN6Cotp0J9UumqKqDyTb1oLpzGG3Ds%2bhgO7Ry7ZogL5ATBDd0kxybJXM0v3VIwnbp58wg7PAY1cGowJGmhz1bwR0v5Y5m2Fty9HVAuhiNWZBsFkEMRYV8lsnCFFA2b42Vo9JTixhzcxogqoFMhiAWIpDqEEBf4E8V8LK1x1p1DP66VIg7%2bUFodLLFa41J%2bB2d4Os0O8%2bVx%2bGlak55IQakc3TuDlLjlYZYfG8kB9%2bbLONQpYDe1gwGT3%2bk5JYgr6IJNZ00NgPTJLxFyQ/0MBExDwzMCSm8RAKkzyfEJy89g%2bkrz2KCMJ9au0XJuyKdFU6vClt8k9OiODfY2FKBYoUtSh8ln8/dTiTjp0uToRWlz5rOTybtfjaRkcu5v5DGab2viAOSG%2bKYdBSTDSbrB/Dax9IK/jYy%2bLIInjb2aEsMxr9u1OFX0wX4%2b7lG/GGiFn%2b7OICPLgzgx9MdeLezCjdzEnGjKBb36%2bLww7E8/GSmGG8OFSGA8qx1cUV8Wg4yS2qQzd0v5O6XNfYS/kMobxuilZ2gHG4RYevoPHd6Tlq7OC%2b0UR06JrjjJMT%2b2Yt8zzmqwpYaiFWM0WNLHIfLaG8rVY6S68tnwln2QvttpcOPLEI/18FaOiUqJBqKNOQL9vjlvmLUBnogmZIXKaP9FbtvbQ0fKxuiwBZ%2bNrYIdHREjM4Nb46S4Nar8Y/rrcBSO/7eWY8/Vpbhw9JC/LKR62Q93udg9e5QFr41ko0fTBRjtSEHof6%2bCA%2bPRHRKFjJYgJyqVuTVtLO/e0iEw/Ty46hlHwsv0DQojrwWJOiLWaBLOg8U8Kc0EvId44vonBBnghelAghyFAepAhVG6WyBNEayHTWf8E%2bwMaXBMUWUxWmk8nkqi5CssEEmUZJAy5tEYlygTS0jdANOn4IHvYDB5BRcTE5Ce4orecHltCkCHAWE7TFUlooHz7Xg05cH8OmNTvy%2bvxjfq8vAu/WZ%2bGCoBL84V08j1IRvM/nXulPwjf48VCVFwMvLF1HRCYhNy0NyfjlSi2qQUdGMIjH0CKLj4CPIr54DjUCCOCds4%2b63jy1I8tjBggge6J9blUbfromtooiWEUfjwiSJe6PbY8W4M1WK5yZKcI9Dy53JElwdyMP5tlQstiZhsS0d47VxONMQj7GaOMywjzcpj5c4sQ2WxWCoKhE1GSGoSAtBU34scuP8UUCSK08LRUNOFCrKivHeUgMd4Cg%2be20G/9ocxl9XOvGnmWb8%2bRwRsTGI3yw3493RPLzSmYKXBwqQFhkInacfIsj80ck5SCIBZpTVI5M8kFXZhJLmXlS0j6CAaKjoGJHQUM0BqaH/jISATiJBtIWQSOEPhqn34nRZ3Atz1E9ZlILtYbRQGIMz2eG4O1GOd652YqU6CUsViThbFEMtj8REfgwGMsMxXRKHORLXWmMGlqpTMVWWgDMVyRgrS0JnVgT6OM62ZEaihKalKikMNekRqEwPQ0J6JsbrizkTtNDq0gp/7Rxwn%2butGTxcH8fvVzvxzmgJXu/PxXMdqXiDFjguPBg6n2BEJmUiJi0f8TklSC6oZFQhq6yBrdAmIaG0pf8REjgddo6ismMUdT0cg1mQ5oEzaJaQcE46JBFcIdqlfXye/mGWLcMCsUWMhA2OJ3Q7o31wnUYm0doCiezpNMpYEsfckNPmCDalFbURbcL3kiSjLcwQamqKMIY/oe/LCKAU6o1Pwsn4NFQn2BbWtvBUq2GnUGOgphC/Wy7GH1Zq8af5RvxqohK/HK/GDwZL8WqnGITScKs5BV8dKcJb8w0I8PGB1jMA/mEJCIhKg390KgJi0hAYm47w5FxEphciIr0IMdllSC6sRRZbI6emA2kVLciubkNBPcdkyuNWuwxIiYpCNNI6Nw1Moql/UlpbOSYbVZPUsphsa7gHnhspkTyAmPhy5DRCckckikGH428yiTGVipFAoozhfBAuBiEbsVoiWMwFnAl8zC2gMzWHM4vhrVLBT%2buK4MgoXJ8fxT82GvCDySy8WBuNGwWhuJwfiitFodigVN5pTcHd7mx8f6ERby%2b0IS4uCaFx6Uil6cksa0Iuk8uv65J2vIZ9X8uer6MdbuQu1zPqCP2GobNoGT2HFnJAx%2bQ59MwsM/HzkivcmgLXpVXAXvT/2PkrmFihD8inCmRwZ5vDPHBvrAI5LECKTIy7Npz3OfIy%2bXhGqoMt0uVbE2EMX4%2bysmDyFgg0IxJogIQR8hQooAlyIWICVGp4UAl8wuPRU18BvDSAv15rJOPn48X6GFwrDsNGZZS0%2b18bzMe3Zqvp%2bnrxNXJDcCTJL7MYibnliMmpQAqLkMZdzqikEtDhFdL9FQg5pBpU97L/hRrQH9T0cofJAY2Ee/PIWQn2YmYQ0cLpUXCAQIMkmyNbamGUQtkTjq8uyA23RiqZHJWAhiZVHGzYcNTlfJ9Af5DBcTfV0YHhiFgb8ZoMISyCn7kpTZAFvNkOBoaeCNCeMoW3UgW9WgMnZzdcqk/k1DfBYagbf1qrxQeTBXi5KQl3m5LxxlAh3putwY8vtOHX1wbx3aVWpAV7QaHzR1hiDhIKahCfX42UonokFdYhvayZkG9DVlUbCmlry0mCVeKEqHsCtX1EwyNUiGlRFECsImExPrc8kkiBDDEbCEUwijE/jTgLUxQaVJihPIVQ/kIobeGUs8CTJxHMBANPmUg7HkJ58yFf%2bPF5CJP143Mvjsj%2b3H23Y8egZ%2bIGIsDV1gEuGhcoFVoE6V3x69Uy4NUR/PvZHny0wmSnS/FmZxaLkII3%2bvPxPRLfz5fb8Nt1TofrvbjVmQErCxmMLZTQB8QhKrMCiQX1SCltRmpFK3Jqu5Fb20MkDKCiaxxlJD9RgLr%2babbBHBrEqDxIReDYLNpBSKL4Cq2D7SEQ0PsICcInGM1WxGGihEyfG4YXF%2bpxc6QY48URGOE0N1oSjZ7sULJ8CNo5IjelBaIy0ReVcT4oIWmmBhgQ5KyCv5Mafs5OcJFroFXr4Kxxg1ajg1rthhgfd/ztmWYy/yA%2bvdOHv15qwi85Fb7dl4dXWzPwFv%2b9nyw247eE/x83hvGb6/14k3KsJ38cOG4DE3M5rOUGOHmHIzipENF5NUgoaeTuD6KgmQpA2NcNzKCWyQsEVJMfRAHayPLtEwvonFqUvkMUuy76X4zI0jdKj4yS0WxeBGbEN8TpoZjOicB0biQG04JwhtI2WxiLmeJYTBZF42xlAiYojSMF0ZhuLUROajz8vP3h5uIOF4be3QcyOzVctB5wUrrAoOPqpIenVosPL9MH3B/Af57tw7846n58uQu/Pd%2bCn55twM8WmvDRZSZ/Ywi/vdqPjzb78c5yE1RKLY6csoeFnRNkch3MbZ1g7aiHhYMOZgwn7wjo/KLZHrUoahtGRec4Sjjl1ZAPBEE2PGoFcZTeQV/QSRUQOy8KIJkh%2bgPhCYzEtz0Z9PO5cgdkk%2bwyyOxhJ00QQ0KL5LATQ6KLoTRGk%2b2jZXYIczMgLCgCKpUedvbOkCtc2OfusLRRQMnERUGcVK7w0Pvw2gNWVo44V5cKvDKIj2924J%2bbvfj7tR78/mIHfr3YSjQ046NLbI1r/fjpWhf%2bdneCJqwAB49bwcLWWQprB1fYOOpw2lqNk2wLUxs1jM0dWRg32Dl5wzM0GbnVHSilQpRwRigjOUrRwZmBRRE%2boYSjsnCQ4rqRhCm4QSDDKJv2Nl%2btQLGzGiWMApUccSTCJBYjzt5GksF4of8unPfDwhAVEQtf/1Bo3bzgwB5XcZftHJ2gIPTdDD6EvQ4GN294e/jDi/dyuQsC3HT4xcVmfEwS/OPVdibcjA%2bXGomAenwwW4ufEQ3vL7fg19cH8IubA/DycMVhE3s4qt3hwLDg7lvaaaVCmFgoYCZzYhE0sFUaYK8yQOHsDZ1XBDJLWyiDhDx9v5DDbgFz7rb09fmEmAuWpYMU6RslkqAIozRhcGRCCeyRp1Igl4NRDAkvhmZIyF20uCaMY0OjpOHEzycAOiavdfWEkiiwd3SBI1HgqveGE3dcq/Oijw%2bCp4cfPBg6rR7WNkpUJITjzzf78PebnfjlcgN%2busjk5%2brwg5ka/IiT4q%2bu9OAPd2ZRnhyDwyetYcmk5c5eULl400y5wdRKBUeNB%2byUeunanAWQERVWDvz3nTyg0vrAxSMcefQL7ZwBOtjzXUy4h5a358yKdHjaPbXVAuJ7w8G5rcNTI/GFaAZ3OYvGp0CtRKFGjli6vQSZDaJodiKdnBAREoGggFB4e/rC3eDNMdUDGoZCpYNSo4ebOxMl5LU6T%2bna0ysQHl7%2bMHj4wscnCBonA2xkSpTER%2bD9VbbBs8P4550R/POFCXxyewQf3xrHT66MoyIlBacsVdxttpbGnQl7cne9oGSYMWEre610LTjB2t5FQocogHhuyyKJAsm1HKJSilAl2kEYp74JySPU901Lf1TRJw5Kxh8dmAgfEE45ixf9zTXVlo6PBQmjrMUy%2bSilAuFMPJCQ92Yybtx1F2cDNAwHtasEfxcJDd5w0XnD3SsAHt6B8GTSHiRIPYvlxWK4ubE1qAyWMhV0GmdUJEbiQnslFaeF/V6BqpRE6Fw8YcHetlfoIHfyhAOhrXH1lULNEM/MZRrYE/YqrbdUGJG04AhRHLGKYtiSFxxYuJiMYqn/K4Vz5HwgvgYTctg7vSxJoDg4FddGc9UJWKhNxmRpFEbyw9GfE4LB/DBURHkh2Msbvj5MgMkJpnfSCsg7Sb3vSMITBRC77urmK4WndxAMnltFMHCaEwXQkwf0Bl%2b2DVe%2bVy7XwsxKDlMLB5w0tYexqVxKwFFhYCH5e2iA1C4%2bUDLJzwvgrA%2bAlvF5YUQbiN2W1IF8YCbI0VKJU2wNQZACEfZ8PbWwhhPiNJpogoRtFqQn2L/7kReQVGCzpxib3QXY6M7H1c4cXGrNxLWeXNQWpMGHO6o3eJLldXCgxjs4knjsVbx2IvFppEJotAYJ/jqRJJN1ZwEMJECBDD05wMCWcHXl9aPWkBDh6sFnHhKP6PS%2bRI8PC%2bgPZyardfX7YodFEVQshpN4jQWQisFr0QZyJmjNHT/9iA%2bMzRwlzyDUQRRBkKbaxReFdd3omV5l8gsSGQoHKH1h8uivS4xi6A2bU%2b4AAA/ESURBVOXjOd1Fmlmw50l6hH%2bIQg5fL%2b6g3pNwd4FcqaHkqWBrp5JWRwULwIIIBKi17hLxuepFEt5S0noWQHCBG4viphe7yvZw9/8ihFdwYVFE0cT7nJmoE0lM6%2bLH5wy3AAn2IjQ6P2n3pSIwRBEUAgnsfxuqgmgLUQRRAGNTB5xgGLMQpkSF8A5qQyDKW4Y4AZ5BZWs/qtsGOS6PoZmGqZXToVEKFUD86Usih6BIK5IfJ8CQgEC4Gtz5wdiPSicmzN5zUENmqyAK1NK1QIKCeq9ibwsUbBXBW0pI2nlPfykEOtw9iAomLoXBj0TqJ7WFmzt3n0VTMhkNpUwk78pkXfmhpaSZvCjA560gnon2EAUQ7SDUQez%2baQF/yqNAwEmuIoRcirYQRTD4R6OWVlkcg7cPz6CD0UWn2EuXaJTBqS%2bZRieZRYgiEuI83OEbEMzdcKPMaWl0nOFIyIuwd1RJxZDZKqVQkwi1LgY4kx8EAkQyog1EiOQEAsSOe7IAYhU8IFYfyqTUGny/2lkk7ykVQKDAmQm76FmARzuufdT/zv/nXrSAaBFRgFNM8uSj5MXOS0V4tJ4gKgS/WJITSiqbpe8GRwh/8Se14m%2bLxR9NGGWL429OfCHGJlhI9sFCYw53jB/aU8DRXUpQRV%2bvYrIOcrVUANEKNjIF5c0NHu6C/ATzB0t9LmAtiNCNv8PbMwh%2bXsFsp2CamwCpHQQP%2bPmGSmgQ790iUIEUvm4I4jVJ1DOUihIKV/cguHmGQO8dJl2L5F2IDoEGwQ32JEORrAR7Jnv8tL10LdAgCiMMlHCPdo5avDHbhquzE2jsHufub/1NYTctslGu%2bLqbMjiX6Ee/3o8/3%2bpBTGg4vH1JWISw2FkBcRtC3tqWg4mdgr1Gm2plDzWVwJWSKAyPt28Y28BHkkM9i2Jgcj4sgDcT1%2bv94MUCefCZXvCE3ldqBdEeEke4iZYQiQcRIZRQj63VwOQlJLgSOd4hMHiHSi2hEjxABAgXaGIukrffaoNHSVuRAK3oE%2bwoqcZWGrTmJgEvTtKKj2Jzfgqto%2bfQR1PUIwqwUBKBF1r4hlcGOLIOcu3DWkse4cwPS%2bOj0gir6wyT0zYwPmWN3QeO4%2bndB2FuaQel3FkqgCthHEynOD2/jPbeccSl5CIoMAKJCZnISC9EUmIWERWEQD6LiUpCcHAUvL2D4ekbjJCweIRGJCMsIpG/Iw4R4UmIiE5FQVENomMz%2bbsKUFrdjpCoFIkTJDVgUQQHCBk8ftoWR0ysJQT8fy%2bgk5K3sHeFr94D7y824R8csh48P8aJdBz3z09Lf2bXM34eRj%2b/3AR8Yxz4%2biAeMPmHd3vw6a1WNGdFS/%2bAsLnGTH73QWPs2HsURo89ja88sYscIKeUid33ZTIB0jH2mVl6bbLrxWvPY3xmGedXruGZ576KoeFptkEQ5hbXsCD%2baHFiHkWl9ahu6MAUtfj6rZcxdIYTW%2b8oKqpasLR2E9fvvIxzK5tYvX4P67dfRWxSDpyEQhAZInlbhV6SwYNHzbkhR/Hlpw9gz6FTbAE7yUla8jWBhmvtBfjrBi34Rj/%2b/dw4Prs3Adwbx7tXpjEkSPDf93qB14bw8KsDePhyHx680MsCtOH92SIk%2bXng2Ekb7Dl8Gk/tOgyjL2%2bH0Zcex%2bNP7iAfqBAUHAY/v1D4%2bIXAl0Xo659AaXktVi7dwOWb93Fp/TZuPfc1lJQ3wd8nBBu37mNu6TImZpdQ39yLgdGzqKptxczCKrLzKjDNtbVzGJc3XsCN51/H%2bsZ9TM6u4tn7b5HE2tgOAVu9T%2bjbCxl0dMXBw6b8TE8xtuFLj%2b/iRpnAmBxwgpa6OiEMHyw24Pc3%2bvE/z43iP0TAA7bCp/cm2RIT%2bMWtGRjhDSb%2btX4mP4iHL7IAd7rx31fq8b2xXCzlhSJAZY8jh43x5LZ9ePLLT2PXEzuwa9tu7D1wFFbWcsklCnOTlp6LppYelJfVoSC/AhVk3RHO4pevPYvq6lYE%2bIRifPIcYiPTkJFWgEt8Pru4znaIQy9dWnR0GgaGZnB58wWUVzWzEEOob%2bxBQ1M/OofnUVLVKRGhgYToTL4QXCB8wuHjFthz8CT2sxBP7jgkbdSeI%2bZw16hwrjgKrw0U45drbfj4zjD%2b9wUW4YUxPLw/hc9eOkPOm4DRw6%2bLAjBeZNzuwj%2buNOKDqULcrIpBb4w70lztYXnoIHY%2buRN7H2fyLMK%2b7Xtgbm4DJdtDRw4Qo29GdiHqG9rR3NyDRkZrcx8aaTxaOwbRwqGktroNtbXtjA6UFNeirX0QXTQk1XUdaGzpQ319JxoaulBX24VWvlZXL35PLxo4x1fUdCG7oA6efpFSC7h4bLXBcVrp7XuOkQfsSIByHDtlg6d5f%2byYKWwszJHp64LV0hi8PVmOjy534JM7Q/g3C/DfHLkfiCIwjB6%2bzt1/qRsPbnfik8scUScLcas6DsMJXoh1ssXRnbvx1GNPYcdXnsbOL2/j9ZPYv2svFUCFQL8ghAVGIpTkFsBW8GOfF%2bSXobtvHCM0GgNEQDTJK7%2bwivywgj4akTyiY4pc0cvr4qJqtLT2oqSsngl3IjOrFMPiZ0iC/YPTiCd5BgREwtc/ktNlKDx8wqDnKtpAHJCIXj90zBy79x/HgaOncYCJ7zlsggOHT2IXn504YYx0H2fM5kfimyOl%2bMXFNtwaq8N3lluAl8e2CoDn2/GfjTr85UIF3hvKxI3iUPRGuSFMbo39T%2b/Atv/6CnY%2b/hShvw07Ht%2bOJx57Agd274Wr2hn%2bnPiCOSmGB0cjOjQegezzkdEZjHMO32S/9w3NwUCJa2ZrvPz199DWMYBREmB33yQmyMKTLMrQ6CxSM4pw5uwKCgoq8faPfo3SshbeX0R6Zgk0Gi94%2b0TQZ4RDSw8gEODGIojQkBRNKIGHTpjhGIn60HEz7GUB9rIYewVp7z/CIpyAj8YWZTE%2bSInlBuXE4xerLfjnRgfbfQhGvxxJx4cTOXinJwUXcwNRH%2bgMT5tTMDl0GCePHoGVyQnYnDRhcD1tAsuTJ2FmfALORECwfwiCA8IkBERQ2oJJhmeZSC899vWbL%2bH8pWfgqvVC//AUXnr9PbS29WPu3Br6BmfwPIltjhwwv3wFoyzGMBl5Zv4iNqgaF9fvsIjncfXmi6it66TShNAYhUnJu3oEM7ZWwQGnOFmeMLfFKfKRMSfMo2yDoyetiAwW4fAJ7NrHIhw/gZP83EfNrFCTGoIfjhbi%2b/1Z%2bGAgE0Y/FWSXZMBIlAGlXrS3J4/hCTL9zifY69t2EgW7cHjnXhzasQcHd%2bzFwV37sPfpnTA1PokgtkBwQChCWQSBhGC/MMREpyAuLh1lJMFIEpteF4B0zuadPeNUg3qEBMeiq28Cg1SA2Nh0ZGQVUyZnEBWThqycMu50GOKTc0iqRSitaCE6iukag2mw/OkD/CUvIOYBp0czgmgDC3snWDhoYW7nxOFIjdM2NGvmdjh8yhL7jp0iEo6RGw7h0JHjKA7SYTrBG9dzA/DHpSq2AHt/g4TnZW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\n","name":"Nickolay Babenko","rank":2,"bio":"Nickolay is an engineer, crypto-entrepreneur, investor and bhakti-yogi. The combination of a technical mindset and deep understanding of the psychology of relationships helps him to achieve ambitious and practical goals and secure long-standing relationships. Having 15 years of experience in the IT industry and 8 years specifically in the blockchain industry, Nickolay is eager for new opportunities to make people happier in general and with the help of technology in particular. Previously to joining FairSwap he co-founded one of the first bitcoin payment processors and multicurrency wallets and later was part of the founding team at ThreeFold Foundation.","linkedin":"https://www.linkedin.com/in/babenkonickolay/","websites":"https://threefold.io/, https://www.mazraa.io/, https://www.fair-swap.org","countries":["Russia"],"cities":["Moscow"],"image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/nickolay_babenko.36a08ae.750e36ed7520b919c5c9757373d9dfe0.jpg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/nickolay_babenko.36a08ae.750e36ed7520b919c5c9757373d9dfe0.jpg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-f04134c9a4e25b5cb7c5059d1cc32d92'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-f04134c9a4e25b5cb7c5059d1cc32d92)' width='640' height='640' xlink:href='data:image/jpeg%3bbase64%2c/9j/2wBDAAYEBQYFBAYGBQYHBwYIChAKCgkJChQODwwQFxQYGBcUFhYaHSUfGhsjHBYWICwgIyYnKSopGR8tMC0oMCUoKSj/2wBDAQcHBwoIChMKChMoGhYaKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCj/wAARCABAAEADASIAAhEBAxEB/8QAGwAAAgMBAQEAAAAAAAAAAAAAAAcFBggEAgn/xAAzEAABAwMCBQEGBQUBAAAAAAABAgMEAAURBhIHITFBYVETFCJxgZEIIzJCUhUkYqGx0f/EABkBAAIDAQAAAAAAAAAAAAAAAAAEAQIDBf/EAB0RAQACAgMBAQAAAAAAAAAAAAEAAgMRBCExEkH/2gAMAwEAAhEDEQA/ANU0UUUQhURc9S2S1pUq43aFHxkEOPJB5eM5qs8X9TTbBZI0azhRulxd9gyU/qQMZUoeeg%2btZ01Hw51IXHrnMLrhdO914r3qyRzJqrYPZYq28mo4Ou9LTnktRb7b1rUcJBdCcn0Gcc6soIUAQQQe4r59yrddLYAptD3s0k8yk4OPX61deGHFm56OuTaZrj8myqJ94iKO4pHPC28/pI9M4NSO5CJ7Nn0Vz26Y1cLfGmRlbmJDSXWz6pUAR/o10VMiFFFFEJQ9YNJk6wt%2b4BQixVrSCOilqAz9kmupQbMcpdbBSoYIPeoTXMe5uz5Ui0rCXyoI%2bJRACUjHYZ6knHmoeyTr7CtMt6/qQox0FxGMqKgO3MA0vZNrG8dH5JJXhuGlhaVMNhAGNu0YrP3EuyxApciIyhlwcyE8gr6Uwp%2bupKRvvFs92YczsV8Wfqcbe/qKW%2btLh79%2begqDTmUhKhgiszf2M0vr4SP/APDDdpFy4ZNsScq/p8lcVtRPVGAofbdim3S2/DzbmbfwqtJZwVyi5Id5/vKyP9AAUyaciHkKKKKIRb6/uL9ruCkxtiEu4Wt9zmllODuUR9KpuqdTsw7EU%2bxkTy%2brYlyKQ8FD1JHQ%2bKa%2br7WJTSJiAC4wCFg/uQev2/8AaU%2bpIZcZMc21l9ITtQ4ptB2j59f%2b9KWuaXc6XHS9dH5I2Heoj%2bmkm8wEocaBGx5HPaD8OR64xypd39KLg4VRmUoWpf5aEjABPj5VLXL3OzwTbYiFLecWHJClOFZ5fpRz6epx2Hmr9wXbtkVb1w1HHjNl9xsQ5UoAJC8kYST0ySMHxWdatnRDNkrU7jN4Uaec01ouJCkDbIcUuQ4j%2bBWc7foMfXNXCiinA0anOtb6VYUUVH6hvEOwWWXdLk57OJGQVrOMk9gB5JwB86sG3RKqBtnVNcbajOKeAU3jBSf3Z7Vn7W0O8pfWLLPKWFk/26uZQPB64rt0dxWOrtUXCDLalNlzaqEw03vbabTnO9Q6KOQcnl0A82W8Rbiy82iE00h4nm8oBe3n2Sf%2bkVpl4z1X9lcPKO7HkpXDvhk646btq3K053MxCeS/83PHjv3qrfiG1a29Ja0zbtoaY2uSykct2Pgb8ADmR5HpTf1dqaVpjScy43Zttx1pGGlt8kuOnklJT25%2bnLANY8nSnZct6VKWp195ZccWeZUonJNb4MJQ3FuRmtd1Hjwp48OWOA3adXNyZ0VrCWJjWFOto/isE/GB2PXHrWhNL6105qhANiu8WW5jJaSva4Pmg4UPtWAwOpPevbTjjDqHWHFtOoOUrQopUk%2bCOYqb4avZIpmsdM//2Q==' /%3e%3c/svg%3e"},"private":0}},{"node":{"id":"nikolaus_heger","path":"/people/nikolaus_heger/","excerpt":"Wizard of Integrity @ SEEDS, Hypha Ltd","content":"
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mSMC9Iwj3ZINZTnE4ZbM6j3mtJIvmYHq2my8rnpBWor85iAwwi20%2bO0Em1FFIqh2lJ7%2bLlpx9TLWppNhSUPFfRwAikt58IkAX4cuerxP399NwKvr56Hq%2buXvh/Dfj2%2bhU24Mr/b4CAgLssmIh4y8J/eHATPzxk4fe38b14XMO3dzbx5fV1NBfnIdCdDack9thsePPdV3wsJwqUyEgJpSkKpE%2bQsHgFyVyw4ZRHEvdofy1jPLOHTgF5rB9zjJJu05NoiYFdX0chOhpIdHXZ6GzToa%2bLoadJg0aaoIbKLLpEsv5wLeGTiYGuSnzEC/zmq5c8aQuUcgncuJuubIDjfgdR3k601OLp%2bgqeXzqLl4T%2b14T9dzeu/GPyW78fQtEPronT/4FF/4kF/8jjpye38fNH9/HLsyf4y7OH5IE7XAUi4PYVvLp1GWMNlQj2oKc4fBgp5J5L66fEWCyEoNa6Amo7lUGXwGEVoLZCw0J/5wBB7ytogJITgugP8mClqRNWRBbrDbuBrmJ6e6KgJhMNNUoM9hpha86mm1LRC%2bSiukSBUn0M4Z%2bMjlYTtjfXcZtTrK0w0OvHwNvDk5B0oubvgyVNgYdk%2b6fn19iAc2zAJXxN0vv21nW8vXNdLPbt/evinguFvb1PErwrTP46/vRIaMBd/PnpA/z6yVP8xuOX5w9IiNfx7d1NfEMUXJ4ZRGJ4KPnGEeGBgWirraIhymVx6YzspWimz89VS5gM5aiixptp2cuLVNz1dCRx7/NyZJTtaZHHTPkqEqOJWaC/nBKST0NhZDzUoI3Tr69KRxXjoykviegw8iQyfkAh4%2bUUXvLCbnOnK4rSOQUJSekwmdkR7ocOYbC8CI/XFtmAM/j0MmXu6obYgNc3r4lF//CATbh/ixO/S4hfI%2bNviY9vue9/4us/CQeZ/0ceIho%2bvoc/Pbklvu/17Q08PH0c6sR4HOVnCYcuPYXqpBYNUF2FjigoRGZyNML8D5Hpw0XXZ6L3V8lCxfsEbVyLO9tnWbgFBXo5%2bYNx%2bNikFSMDJgaGPPKAjvY3Ha0MDs1VTIHkh6kRK8oKEtldA/2CcGPxNjbOL4txWCVPZIhh2KFLC/f2wnJXE56cXcKzS%2bvi9L/c3qTsXcXr68IKXBFX4c0tMv79OyS562JD3gqHwP7kgG/pAb4jQb65dwNvHt3Cn589wm8vPsZPT2%2bLDXixeQZZ8bE0RY44TDlM5QpW0ZkKxQrTFaBdqFeIqyAQYF6OkA%2bE4v1QRUSbuQ4Xzy7QwFWIKGnn6ttNDldyLzSEdCoboCfkVbAWp9H0pJIcM9gEHSGWwjSVh5H%2bZpxankU/c7alJBXS2CimPHsc3H8AicFB2KB5%2bWj9JJ5fPEvDc1lswJfXruCLzYv4ksbna/oAsQl3bnGvr%2bM1jc%2b39ACvaIJeX6NH2GLjrqzjj0TO861L%2bIS//5TneUnp/PLmZUriFVQbNbTKHzJHHGTcTRMdYDoVoJQ5YJxkZxLiMMNSoS4ZsaFu1H6qgjERjTVp4k2Rfuaaeq5vvpYI6K6EXTuzgEAidRUZNEBaQioZZnanxpxKYsygROajm6QyQrlZOzmNzc1VqkKtGDNDaVmd6PH3EwHSIH9sjnXhEU3Pp1cu4qsbN/DVzd%2bPL/nzi60reHz2NO4uzuDj1QU8nBvHk6UpusGzeHhsDPPVJtRq1chJiEdWghSZkkRokxQoz9airbQUS702vGSDpttqmQ920XscZVapx0B7OVchnAjVM6MYmfaUXOlilOamIczPhbrvzekrOWTW0lEkhiRBGaxcj66WEtjVWNgZTru%2bQs2iNExMKSgtiKeBiEdTbRaGe8uIgnx2ugiL9OvCbeieNhPRUcS460Xjsx97GFiSw4KwPd6NB0JxZ9dwZnwC400taCgohkmdjRypHOkRUSiWxKBXn4E1ZoGHs8O4NdWPycJs6PzcEe3shEgXZ8j8GF4iw5EvTxCbUm/Qw6rVYGWoA2cm%2b/mZ9pDFRfF6etkAM8o58V4WU0yz1lilIVoZ8Grz6WAzKHsBojxaLSpxzQeZIC1EuZmepo0Zx66xRk2915PxDagtz6AHSEFxXhzhFUkHGEsU5PKXs5iusjDS3cAccIxN0vAkGiRLE7H7gx3YvetDyEMCiIBOrDDs1OoN0CXIoGRCjPP1Q8RRV0S6OkPu6QZtoC9qZDE401iOBzP9eDA3gNNNJrSnSdCnTcZsqQ4j%2bWqMleXieK0Jiy01WGfhJ3tacaKvCVdOTMGTMpgmjceDK2voJ/sXcd8bK3M4VSpZpQ4F5IOSXIXo/oQVERQgOy0cfZ0G0fa31mspkTLWzAaUFSbR0maz%2bGymI3a7OkM8hChpyI7jo0K8E1tRSl5gIpxhahwft2J0nCdqrBHv6OzasRNJRMDlYRuqKIVFSTLYCo0Yr7GIQWiivABd2nT05KShKTke7SoJtkdsIgcIru/%2b8UFM0LkNaxWojA%2bH0t8Xvg4O8OV6ZQT5wRDigxmGsntrs7izdpws74PUmDAs9TXCYkyFJomMX5pFFOtgVCeIRw5NjiB1A52VTH4SGh8PVJapMDZoIR9oRG6oLdfCroiwqTZliAW21OlhazJy4hmiuyrMlVEuEjjxDHqEjN/9gTmLhevRN5CHTlsNDjGl7Xp/B3RJ8Tg/0IYWTRpOtNdjnEW35WQgl0QZ534UUu5spvsRmCL80JUpwQaN1Buqwc80PZ%2bdO4kTvPhaSRhM4YHoMeSgUqWENSMdU4zMtmwlOpjz7ywN45PNNWhlUlTL4jBSlQsDLW0uQ04XY3opjY%2bQ/zWpkSTGUDrCZNEFCiFJHufD4BYkfrnSQsTnZiXAnJ8Gu1JqvZXwLicxCMahqSZXdE%2bNNTksPpEZIF6859bWoCMyUlFo4Aekh3LnSrE2PcLY64gd776Par2GUG3DUks1BoyZyPb2QEFUKFQ0LBK6N2tKEloUiWhTJWKyIBNbw530%2bWzA00eiL7gx0Yu11mosWYpxylKCc/Xl2CLJ3eZafbwyiefrC3i5cQpf3zqP0Woz1iuZYiljgmr1thfRw%2biZ9bPYgChRFjWp0WKk72gqFo1PZnIUVcEd%2bTkJbICWHieZnCGHnT4rVszRQjwUbiRW0DUJBCHAX68maRmlokq00y3WlNNx2dQoLeKJ60oJ434UxkTDxf4g6gpycW1uCCeJipaUONTLJJgtK8BaYzVWqkxYNuVjodiIFUbk1ToLbs%2bMUfOv0/o%2bwS8ff4Q/XjpDdVjEk5XjuDs3hTsk3JsMXI8Xx/DF5WV8c%2bMS/cJVSuEGLo/34aytGlYWUc%2b8X1GawmtLQXuLDvrMKOgyYkSIFxtlNEd5XO1cURZTEoOJBF9YBHdYkkYUSGBn0EjELzmEYKDNjOHJVNz1TBKhDOnJgeIdleqyTJgpjwIihGYI5CiowNXBTlwsL4SGMLfm6fBkbR4bo91Ugx7coSJsMTBdaCnHuZZKbPS04ObEAIubxL35STxeOobXlMa/PHqEX9kA4R7BV/QJ396mceLxisbpWybEN%2bSJH2mXf2Iw%2bkFMildw7fg4hpvKYCFPFarjkJMSQq1nvKXcCUPLUoVwgDGUv0zxzlCtRSd%2bcVKQI0USG6CSBdDdpvA9sbDL1cRBrYqkewoTi7RWprIJChi1cUhO9BGNRWONFiVcFbUqWjyyCS9bkxlLPY24ygK7czPQxKT2ERsg3Px4efE0Pj2ziOen5vB89fdU%2bMWV8/jqyiW8vMCccHqJsJ7H1xuX8PO9%2b/jXp0/x5/u38YpmSEiGPwnBiHb4l8f3eNzFb0/u4%2bcHN0Sn%2bM2Ni9icH0M399qQEQ69KowNCIWlkAWpeW0ZYVCnhojFFVMeK0mOAgcU0CFWFKhEwlck%2bCFTGYY81mhnKlD8fpuIRZlL5CgvkZI1w0XZEDK2cIOxrlLDkBEr3kkVvnwQjMRYXwNm%2buux3l2FoXwqiFGLB8wKH9EHfLGxjlf0C9/R4X0nWmCGme3fDwHqn6yewCenlvDt1S024B5%2bIwr%2bxia8vcUp37oqZoI/3b2Jvzy8h18fP8Bvjx%2bJzfiOa/D11XWcH%2b9FV50Rxbo4GDOjoU8NQ5E2HiX5UhQZJSwuCIacaBYtEVOgcB9AuAdYWajC5EA1KsrSxG%2bSdUS8XX2lmgUpWXAUCvIkKC%2bTo642E2UlSTxRCLLTI0XYC1yRnBDATJ2IemquoK9N3K1eOrATDRWoylRhe3YQDxcn8Dkn/poO7w0nJmQA4bbX97Szr69exouzy9T%2bCTw9eRxvrrPQO3fwE4%2b/3H%2bAXx49EO8Yfbm%2bjNdE0Y%2bM0D/fu4mfH97nqtzjaxtE0RlcmOhDi0WDPHoVdXIwShmBi3XxYsFlhVLUVMhQYZKJ65CnpZnie4tyyWXkhO6WQvH7AKXUXzzsmsj2Ha15KCqQk93D0cBccGyuCeXkAl0Wu6uOER/VqREiuxqyJeK%2bCeHCQvIp4QevdjWgNisda5S2O/PDeLYyh68unMa3m%2bfwlg14y6K%2b3%2bbFnzuNx1NjeESSe7a8iFdXNvHDzVs8buLH20yJd27i1yf38HbzAh5TFb44s4Dvr5wTm/LDnRtE0EV8evEUHq0vwladAzM9fkGORERAfk4s1UpGrZeiwhxHJAgIiBevUfhm2EqT115vwIDNRFQoxelLY7xgJ2h8X3cRWltzReYX7v0J%2bm/MiePey/hzgrgOqfJArgEhx/eUFSagrTUFHVSEolyyfXsVWvQ6zDSYcX26B48WJvDyzEl8ffkMvr/KhMcw9OrSGp7ODOFmXyderK3ii/U1vFhdwfdbXA0er/iez8%2bv4uZgN57MT%2bOTkzN4NNqFl3R%2br4iGV8Jd5I01PLuwjLurx1DFa2uiX%2bnlRM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Proven track record in building organizational culture, multi-national leadership teams, coaching, mentoring and change management. Passionate about traveling, making friends, experiencing new cultures and cuisines. Ambassador fell in love with Threefold I believe ThreeFold Foundation’s idea holds great promise to empower local communities, develop much needed skills to face the challenges of the impending fourth industrial revolution and make businesses more competitive by making available low cost affordable digital resources.","linkedin":"https://www.linkedin.com/in/milind-sathe-336a0b68/","websites":"","countries":["India"],"cities":[],"image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/milind_sathe.36a08ae.acd36ea8bed1582d4c213b836487c793.jpg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/milind_sathe.36a08ae.acd36ea8bed1582d4c213b836487c793.jpg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-7cbc0c0765d09e126055b2d96a94dd07'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-7cbc0c0765d09e126055b2d96a94dd07)' width='640' height='640' xlink:href='data:image/jpeg%3bbase64%2c/9j/2wBDAAYEBQYFBAYGBQYHBwYIChAKCgkJChQODwwQFxQYGBcUFhYaHSUfGhsjHBYWICwgIyYnKSopGR8tMC0oMCUoKSj/2wBDAQcHBwoIChMKChMoGhYaKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCj/wAARCABAAEADASIAAhEBAxEB/8QAHAAAAQUBAQEAAAAAAAAAAAAAAAEFBgcIAwIE/8QAMhAAAQMDAwIDBgUFAAAAAAAAAQIDBAAFEQYSITFBBxNRFCJhcYGhFUKRwfAkMnKCsf/EABgBAAMBAQAAAAAAAAAAAAAAAAABBQQD/8QAHxEAAgIBBQEBAAAAAAAAAAAAAQIAAwQFERITMSFB/9oADAMBAAIRAxEAPwDVNFFFEIi1pbQpa1BKUjJJOABUXvGubNbEKU46tzA/IOD6YJxUU17rFLjkm3QAuU%2b1u/p45ySRx7/YDPaqDvkPV8uQt6a6GivkJUoq%2bhzXN3C/s6pUz%2bCaZg%2bKOlpEpuM/OMJ9zG0SkFCSf8un6mpslQUkFJBB5BFYSm265Bk%2b2raV2ISOlWP4Z%2bLM/TEu22e9vmRaFKS0FucqZSeOD6D09KS2g/I3pZRuRNT0UiSFJBBBB7ilrrOMKRZwknrgZpaKIShdIxpEK63K7XIIYS9uUMjlQ3E8D4mojdtYWqbdFx4kOR5inNuVoIGT/wAq0Na2KPdpExy1yPKuDeYshxtZBCAdwRjoOCDxVX2rR0NnUC5NzlR2m2sLKEqSncrkJBz3OMY71itKsxBlXHSxVBUSJak1HEQ8phcZSVpUUKwnnjvUQvShKbBjZOFZGeo4p91DamJ97lGMtOFr3FvjAPXBpNPWBt7UECDKcSlL8lDe4fl3Hb%2b9FQUbbexZHYd9/JtfTaFt6etiHRtcTFaChnODsGaca8tIDbaUJ/tSMD6V6rbJcKKMijNEJCNWQ1W8zJERttCpXvFY43Lxjn7c1TbnnrsknbASpsrUFSXXEArUOCQD9qurXtyieWm3byqZtL%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%2bMlNvcDqC2ApSehWOuD3%2bdPsBSkxXFAYWhBWk9wRWw4oJIEwDLIAJE//Z' /%3e%3c/svg%3e"},"private":1}},{"node":{"id":"nayer_sobhy","path":"/people/nayer_sobhy/","excerpt":"Nayer is a passionate about people’s development, and that we can be the change we want to see.","content":"\n","name":"Nayer Sobhy","rank":3,"bio":"Nayer is a passionate about people’s development, and that we can be the change we want to see. After his B.Sc. in Business Management from Cairo University in Egypt, he got a postgraduate degree in Human resources management from The American University in Cairo, Egypt. Currently he is part of ThreeFold's family, managing cairo's office since June 2014. Project Coordinator fell in love with Threefold ThreeFold is about believing in people, empowering people and most importantly helping the planet by going green.","linkedin":"https://www.linkedin.com/in/nayer-sobhy-1bb15855/","websites":"https://threefold.tech","countries":["Egypt"],"cities":["Cairo"],"image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/nayer_sobhy.6ef341c.1092ced2ae17457d398d4aa0383db3d3.jpg","size":{"width":600,"height":600},"sizes":"(max-width: 600px) 100vw, 600px","srcset":["/threefold/assets/static/nayer_sobhy.6ef341c.1092ced2ae17457d398d4aa0383db3d3.jpg 600w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 600 600' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-766b4adff3fc11d3c566ad04aaf2001a'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-766b4adff3fc11d3c566ad04aaf2001a)' width='600' height='600' xlink:href='data:image/jpeg%3bbase64%2c/9j/2wBDAAYEBQYFBAYGBQYHBwYIChAKCgkJChQODwwQFxQYGBcUFhYaHSUfGhsjHBYWICwgIyYnKSopGR8tMC0oMCUoKSj/2wBDAQcHBwoIChMKChMoGhYaKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCj/wAARCABAAEADASIAAhEBAxEB/8QAHAAAAQQDAQAAAAAAAAAAAAAABAACAwcFBggB/8QAMRAAAgEDAwMCAwYHAAAAAAAAAQIDAAQRBSExBhJBB1EUYZEVIjJxgaEIEyMksbLR/8QAGQEAAgMBAAAAAAAAAAAAAAAAAQMAAgQF/8QAHREAAgICAwEAAAAAAAAAAAAAAAECAxEhBBIxQf/aAAwDAQACEQMRAD8A6i88UiaVN5NLIInbeqn6x9bdC0HVXsLWF9RkiYrK0cgVVI5AO%2baM9ctd1K00az0Lp8qNU1hnjDl%2b3siUZc58ZyB9arjpP0P0aaySfqOWS4unXLxxSFUDfnyaXOxR0zRVS5rJvvTfrd0vrNxHb3HxOnTO3aDOAUBPGWUnH61Z44rm/rP0h0XT9FurjRFmiu4lLqWckMBvg1vP8OXVsvUXR89jdyvLdaVIsIdzlmiYZTJ84ww/SjXYp%2bEtqdZapqOTintzUc34aYhIfmlx5puaYzYoFSufVfTZLnXenL62jLS263ShgPJRe0fsaw3T%2bpa68V8l1G6BYsxd5ywbIHOB7/tW1%2bqGpfZejWl42BGl2iu54QMCAfqRVfQah1LfX038ua2sUMQP9zhzJvkYwNh/2slyfY6fEw6zLaVHq06ynVIisYXDM0jMX/MEf4oL0B0GTRtc6pmAxbXMgWIewRmx/sfpUd51FfabbSrq0awwlV7CJAwduDj22GcVnfRO%2bW703VZBICXvGIXByBgcnjnNChPtoPLcemPpZpNQzH%2bmacWyKZLvHtWxHNDSaYTSJpjuFUk1CpiOprS01HRru01KITWkqFZExyPl8/nXPEfUUHT032TrUF/JFayt8HcAktNHn7qP2%2bfFdF34aeJ0IPYwxgea0Z%2bmETreHVI1WS2WNXWPHLgEfp71J1KSw/QV8iVc8p6wVxBoev8AqjqyXVxFJpPTkLdgZx2vJg79iHck8ZOw%2bdX30/oVpomlwWNhEsFvCMIi/uSfJPvTtIszAXkdVDOxbA4Gay4H1NNjCMFhCZWztfaQM6sn4uK8Y5UUYUHbvjBoGYhHIG6%2b9VcRsZ50wwnFBXcwWSNT5ycVI02KBllzcE%2bwwKEVsE/AlCXYZXGfFOMMYfCKM5%2b8cbmm277M3sM716jsAWxnzimiGEAhACeB7V67MFZtu72PFQtMQhYDcUPNL8RNH2H7oGe0eDRSA5By7AsSXf3NCajtHhTuCM/LapHmIIjQEu3GOaiukPZvwvHzJ5oF0z//2Q==' /%3e%3c/svg%3e"},"private":0}},{"node":{"id":"mikhail_erenburg","path":"/people/mikhail_erenburg/","excerpt":"Mikhail Erenburg, 38, is the former Senior Vice President at Sberbank, Eastern Europe's largest bank.","content":"\n","name":"Mikhail Erenburg","rank":5,"bio":"Mikhail Erenburg, 38, is the former Senior Vice President at Sberbank, Eastern Europe's largest bank. Prior to this he was Chief Executive Officer of Asteros, one of top 3 IT system integrators in Russia; COO of Rusal, the worlds largest Aluminum company. Mikhail holds Phd degree from Moscow Aviation Institute and graduated executive programs from Columbia business school and Massachusetts Institute of technology. Ambassador fell in love with Threefold There is no doubt anymore, that the world wants digital currency. At the same time, existing solutions, although highly popular already, lack critical attributes to become truly sustainable long term. I know Kristof good enough to be sure that ThreeFold token can become the next Big Thing.","linkedin":"","websites":"","countries":["Russia"],"cities":[],"image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/mikhail_erenburg.36a08ae.8d1b6b59d2e88bdd27ae68d87149a303.jpg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/mikhail_erenburg.36a08ae.8d1b6b59d2e88bdd27ae68d87149a303.jpg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-baf76b48cfa1ecf9c771e4280b13af56'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-baf76b48cfa1ecf9c771e4280b13af56)' width='640' height='640' xlink:href='data:image/jpeg%3bbase64%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%2bYzkkqBJSpW49kjoKq0vVMdGUxy6sLVxEtIHQf3bGlpeRvQ1Hx/o/bVq62XIZZU62PNxGKPoWlaQpBCkncEeNeaol27%2b4Vw0iOv8yV4JUVevgftV905qeZbX%2bVJWVsKxgEbD70YZ70wTwVtDZqVogympsZD7CsoUPg%2bRrfTIsSlT263d6LFt0KMU8x5Sl4PuAD%2bpprUh/4im3xf9PqbP4bzakY8ilYJ/wBh8VyzOoM64Vc0D7Lp62NRUd6ZEl8jiccVuVKPWu9/TFqfKSlnljrhJxWmNco8Bn8YrU5jIbQnJP8AwV0wdUxpLnL7s624RkIWBk/FKrj7KlP0ELfbbdDGGoyQPXesNQ27nww/b%2bFMho8XCTstPin0zQ%2bTq6LHe5RhuEA4UriSkJ9%2bIiuwTmrjCUYiuFLgKfzBQB9xsaNx6QHFlv7Lbn3ph9oknbi3PQg4I/b4q/Uluwh14X29xpAUFtoBUD4K4sH5wKdNM4XcES8yqbRKU/bfZ3H5NiuiAVojOKaUjw%2bogj9j8U2KA62tarrYXm2UoU%2b0ea2FdMjr98ZrWSPKLQcMlGabE3L01brq2Xp/AdsBLgCx/idqw0rZbZFuhXA5ZS1sVIGE58ttvig9773LZcRFdWPHhB3KfSq9FucpBSza1zIshklDjDjJHEceXX7ikotfCxSrsveprBaH7mlyeW0OPHCC4gKCj1x9QIzRaJZ41uYU/EKCVAFfAAkbeOBtS%2blSlKhtR72udIlyF4bTySQk9RgDcDA6mj%2bnFzY7TbUtwrSrOM9eHO2fXFebQWlWmMnsqhgT7vPICVvcCSnHuQfuKY1ANHWVdnt5D60uPunJKRjA8E%2buKP07jjxikyNnkpTbXRKh6VAc9Olcd1uLFshuSJKuFttJUfYVs5Hn26uIh3%2balAwzz1gJHgOI9KzlwI01KHE8g%2bIKhkj0oXf5HOnPPp3Drilj2JJoO%2b4sDKXFo9jSK0y2m40Xa3W9qM0XF8kqCccaQM48q6tIxU3fVcWMc92SriV6hIzj9Ko1nEl93CnnFNgH6c7UxuyZSRqLjcIT%2bEvH6CikpSRjLN8ZMdQ6VKlSnSOf/9k=' /%3e%3c/svg%3e"},"private":1}},{"node":{"id":"mickey","path":"/people/mickey/","excerpt":"A motivated pationate, entrepreneur, background in sports.","content":"\n","name":"Mickey Malul","rank":4,"bio":"A motivated entrepreneur, background in sports, passionate to find opportunities to create impact businesses and initiatives fitting the much-needed era of balance. I strongly believe that communities working together can make us happier while helping our unique and beautiful planet to thrive. I am delighted to wake up every morning to design, develop, and promote technological tools to empower communities. Happy to be part of this alliance to fulfill this mutual vision towards a better world in which vibrant communities empower people!","linkedin":"https://www.linkedin.com/in/michael-malul-886a8512/","websites":"https://www.shareitt.com","countries":["Israel"],"cities":["Tel Aviv"],"image":{"type":"image","mimeType":"image/png","src":"/threefold/assets/static/mickey_malul.36a08ae.7a94593b4a8457c1784b0436eebcebf7.png","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/mickey_malul.36a08ae.7a94593b4a8457c1784b0436eebcebf7.png 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-6e6df591f69eb34b4c713fc585e4ba05'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-6e6df591f69eb34b4c713fc585e4ba05)' width='640' 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yCyFWqmT5G4oTz6NjrJk6jOvUxxpxeJgAe/Mt3DjQhGLI%2bVcak/D00kNI6ODqEsKPJ/hz69npfDxVv5FAcD0MF9ev8gXI118cbGdry518flIN58MtvPB%2bTqethazUZ3BVGEc/SkhW/TPk%2bJTnYyItdMnxNqAACs9PMz0sDXQxtX4OFG%2bdgQHBuDm4YeDszHuUbZ4ZQViI7bdxVPm3l8Pa2sVdKVp5mckFOm/RqiYniQJOwUhqjLvCsrrUJOgS32SPk3JhjRJ8c3pJmKF4z0FdV2xhTayhx2kw6qYqW/H0/woXUV%2brI8WMtebw3RPNj/c6GbpaiVeXjpoG%2b3h5NnXaEh04z9mOvjF9Q6%2bnh3mlzeuyPwP8rOBdj4fauMXY%2bf5arSHz4QBH3VW8VZ7GSvnsrmYE09dTAgJbtYku1kQZWNAhLUugWaa4uM1cDfVwd5YnwBXE2JDvXB19sTOwQJnDx18El3xyQvGIcgCT28dQkOM8HDXQlvnIGePvYSr4Q6SvI6TI%2buuWNS%2bPFpna97rpPiGFCk%2bzXjrtGSYopTsZyHrQpfsCEcqcvwoz3Qj1kcHX/H1ncW%2b4vpiuNiczOpYBctj5dSWhWJhfxxNk13sV3mRYGHD1xPNW/T/99l%2b/n26n68vy0YYaOOnvc38QrTgi8Fm3hEP8Lghm97UKMJsrTBWVUH10CGUd%2bxE/dA%2brDXPSOE6hFhoy1ULN%2bOzOAsAYT4OhAX54OzkiL00ylNE2z/FAz/JKS4hFvhKBgmRQOfuromewRHxDNvFnu%2bTuT%2bz5fQUAFQoAIjTFwAM/gGAovutmWayBcTfx0iYyfAxpkSEpTJdGOFtgIUof3qYGaUZ7nTWxXGhLZX8LG%2bCwk0wEeOhIXbzgAQSTbWX%2bWS4hn%2bdFgCmuvm1ggmjDfxiqJ6fn6/ilxdq%2balsiYW8KFl3bpIVNHDVPI2L2hECNI8RpnsK%2b5MHUNnxqsz7foIsDQi0MMTNUA0XIy2xyKGkeTrL%2bjPARQKWf7A5QZJB/PND8RAAggINCAs1xsNTC2Pzk%2bhp7pVVeFB8vir5IWoUR2huAVAlANQmGtKQrOi%2b0Vb327MsxAoHGFAsrq7RUZNqCUO59lpEiL921d%2bDj6tE3yBJgNHW%2bIvbs3GSNyuW09ZaGU39lziu8yLKktEnylP4UOb9QVcVK40FPGrO57PeEv51sIxf9hTwWXsGq4URNPpa0O5nQoOLNl3iIEdllbV6WVAuBivN5iwOZ5TxFIBCbUxljtWJtdGhwcuBIm1VUh2lSBFhPzFe/hk%2bAkAIvuFWREhDYqPMCQkywFHqMDU4JJtAecvq5oeoi9nR%2bjsAetQIAHUCQHOadD/DjI5sS5RaArTpdVNlwPUsrbZCG519hKttx8NwLx7e6riJvbT1UMPWRQUT6wPY2B/G3uIAZzW/z9GzP2DfoeeJ9bAmN8Rb/LcNyS7mdEe78VFbBv85WsZ/yPlQjNJEnCcVYrCKLFRolMhd7%2b2Aj7Y6NkeVsTslrs3oNDlC8TDRgHDFGtRTI0cEr9LBmDTV43TamBMbZodXmCXewoDA3EDCo22Ij7UkIdaKSHG07p4ihqYSi52ObYlfwZb6iwDG6MraEwYkCQNSTIT%2b0ogsKzpzrFEakzR4xVuDIQ9NWmWn5uvtJUjlNfH%2bsgolXrr6q2ElUdPU5hAmNgfkehB9g90cluy%2bV/L5Lklt/haa9MS4sFbgz%2bM8P5YTnHm/JJD/Gs7nd9eb%2baeeejqDnPE%2buYdknRPUOpjQlBCNr44GjkcPYHxgN14qB6jzt6LAw5woaxMCjLUElDOUyWaoszVhwNqWigRf/KNsCMjyIzgvkNg4W1ISrEiMEwAizHAXT2NneWLrk9//3%2btXxEj34/X/0f3GNDOaMywkhlvRkWuL0ni6A5N%2bulz2M6RN4nCe9i6CVF/BzmQ3dm5HcfQ4iZ3zMcwVANgfwtjhKGraOzh05EX2SkRVVv4ByR6G/NtwHvclO1Q7GFJucoaLLro8zfTiPy7W8dOePnoDPQiRmc%2b2M6HKyZL%2bINEWX9EcO0PCtY6SaqlOe6Qz5X7WxFgZEGIm61BL7KuhKpfCfOh3d6ckyYfweAciCoLlhBAXby8AWJMUb0WUJFo3cbOOIt7JXqdl9jXE%2bGj9g/q1SUbUS/cVALRkWtKWbf0tAN2x%2blyXODsRYi1zqScM2E%2bgrDcLvW2YSsy0cjqKmdUh9E13Y2S7D1Pn45zV3cXJEz/gxPHnUVV5FS87DW5k%2bzOeEcHlilzCNQ/T4W7NYqw7X0tI%2bun5Afr8Pch3NKVY7q/3d6M3wpuLEoTOBzvQH%2bHKSHIgXfHelPjaEiNGyF9fgywHI2pdbJmJjWAwyI/kWGdik5yILgr7OwB2JCeIe4yzlhEw2xJJF9uTEnfF9UVpUy7dr04w%2bH8DUCG/uBBrQ1%2bIFW1iiStESML092Ou/grmlvtE%2bI7Lzt%2bFivZLaJtJLHY9iZO4QVW173P6jHh0/QM4mJ/gUoYfb0rQ%2baivmXWxuKuxnrxVGi0a0Cme4CpDoQGUezrQJDZ2JD6Ia5nRTGZFs1iYyP2yFJYkIvcnBFIqpidGzJC7bIpcZ1MuRPozExVLZ6AnUWKAYhOdiS4II1w0ID5eRiDRjgQBICzMHCcJcB52JyTaq0nxulvdVyj//xOA5HgLanM9qU%2b055y8SL3MWHmYKZEiis4uJ7EQBmia7ETT4HXsxGcnxliRFe%2bIsfFOVLRext5WEqQw4FpJjKy/ar7syODLVtkK1XH8sreM/xofEkd4nStx0RS72VDmasVgpOhEYTq3yzK5V5rKg7wkbqVFMRwfQIW/g6i/IQ4ifEmWuhRYGdLu4co5SYnhAkCUxPQoBQDZAQKAHalJ9lsMCJMRcPHSx8tBRfa/2N54va3uK%2bb%2b/yy%2bOcNS5t%2ba9hzbbwHwshOkM2yoKXakNMFcUBNxyPegKssV70BtjMRSahq/irbYywgxHA0lIeSluGAm7Dij%2byoWIjr2Nuqczwrhm9levr5Yy1d9ZXw9UMOvR1v4j8krEpNXxQfkkmVjQoa1Kc1%2briwXZPGoooinpVncy05mXgDoj/am1MeOCAuxwerHRSQli1iIhXWWLRPsLKpvR2yyq4xABOFZ/sSJCCYJA%2bIFgIhIC9y8ZHScxf1FivFJNPiH6CmKb0g1pSn9W/Fry7b5OwB2KHmYHyY6Ro2CAgNKU8woi7ekLtuRzDQbHHzVMJVIqWPyKipqz%2bHocIL0BHsCA3XRMduBuuE2zC1Ooq93iBx/CzFBffxKXOCvxPt/c7Wf/xIX%2bKuJi/x87BoPyvKpkfnvCPHlnJMtN1Kiea%2b6kHcqcniQm8jN9AgBwIdiT2tCTHSwUjsmY3CCPFvZ276upKUFEhnrSEyyGxElkYRn%2bhMTYy0gWMnVguAIS8kF%2bgS7nKYkSlcAMKQ%2bVZ4r%2b74xTVG8uVD/2%2bIVnVcU35lnj1KQpMCI4DOkpWpQnmxOdaoNhYliLMINsHI9ISNwWOLm66iqfgcN/W3Y2BzB2vYQOubbtgBwcBLN8DEi3l2fL4eb%2bc1Qx9b5rcz%2bby%2b38/vrAkh/He%2bJWVIofr1siW6Z7dEwTz6oSef96jQeFcRzMyOYvmgv8hRx2FALa7UTeGicpFhWYH1sILnF0QSE2RAU50xYSRRBaWKGJKkGBJtsmTQ3fyNsHTUIcf4WgOpEIxrTTbfmXbH2FDPfle/A%2bSLnvx8Xzhe7oBQpghbtd1ZUVIXkYC2xwyKEafaUZbgSFKCLm5ghC/HWeurfx0BnGxYmB3AXYbSw3o2qzmskiGYMNyQSJ9F0oyaLv4x18dvhFn431MRvhxr4rYzC74YqeZYfSbHOabJ0VSm3lYgd5s26FP5GZTL3C6OYk1TZEGxPspMxAabaeIgTtBKLHGMral4RR2a%2bKH%2b0A5HJHkSWxRKcKgCEmMkxxtNPXxqlgYnpUUIdT1ASLasvSei/1XXLLdqfL3JipNqX8eYwJlrCuNoYwrWmUJTi3M8S76dJROhxgr1k74YYMiIB6M5kAz1NSSTKng3y0sZOZycmqq9iqLoLR0tlbMx3YKy9nbr8IG4OFxLjK/oQ6c7fZrr57aU6fjfSwq8u9fCLwV5%2b3lvNx7Up3C%2bKoS7Qiyx3Z6qDvemIC2ayMImpzBCupnhzzt%2baVGcT4m0VPkATG7HG8Z6GVJ5LIFcASE11JTVHZr8ygSgZgXjRgFiZ/5BQUywcNGQjKb74OElpjMG3AMj8N2aY05ptS2%2bxK5drA5nriWN5QLZOfzLL/akopYfokxSpTWLiScICjxDrqcP17gx%2b/t4095d6Kc/3IVfUNi3QdOtr8LMHvouRxsvYGr%2bOlc4uanOCuN6TSbp49EBLDf5lrJ7/nm7iV%2bPnJRaP8qOJSX54aYgH9Xl80F/LXFk6TbEhlIUFkCerrTEhmP7UIDojnMl1E19va0imoxERkggdz54g0duEiqoECsT7p6eJFkgMjq9KJjrTjwTRo4QEO8LCLbBUAKB3gOgtDTCgMk6x%2bkyoSzEXJojo5ToKC9y5JCBcb4mQEyknWtJgpDFJYVpEBisT4noYT5PjtJWE85M3xvj40SW6qyPoqghmTNJgsr8J%2bicU/9PjZRxMZRw0dpAV4cRlicvlCY4SaZVZq0nlj7e6%2bPl0L5%2bOD/Ojq5f4enyAjzpq%2bVFXLV80FfJmfjwzKWE0BzjRH%2bfFuHS3KdxZHKA2yfbGAoAhgcZquIoGxLgbUlwaS7aofmqyM2m5wSRUpRCZ4SvFO2yBEBJmgbmdOsYCQIzraQoj9CiNNhQLbCJiaEZNsgUN6da0ZNvRVeAibHAXMDzpKfJAqSDKlPxIE6KCThLkdARP4yPEe5mwMnaODzZ7udoWz%2bXGKJYvFlKd5omN1h5MtF8T87NLANhOtJcZQ7VxVIqPMJIsXhFgy%2b8XOvhquouvrjXwq4Fqficp8b9ayvnninzeiQlnwdODVgtzSkwNGY7xZ6UhlUYBMshEjVQnU5JsdfHQExFUUybJz4zy8lgy0nxlHJ1IzQshXsRTAUC8WOG4ODsCJSKbSJo0VQDgfpqCCF3RAUMq4hQf%2bZsKCObUpFhSnyYgZNrTkmVPc6bd1s9Kbfme9FUFUpRpjZ%2bovuKTYB%2bLE7IRvJg6n8VgZQDdBW4iIEHUptjga30ca5M9OEoitNHZtfWNUXW6BwWR5qITe3HTUuYLMUT/dqOVT7tz%2bKw8la9Livk0t5QPUgt5GJfNdHAk5308uBDlJQ4ylMmSaDFAloSYqhFlqU24XF01j%2bCnvo/UAAsqFCKY7iOpz4mUgggSGrKIzlD4AHsiY%2bzxDbLA2Pos5oaHiPNUJTdcn/xwPYoFhNIYY8rjzSRIWYg5spTtYMW5JAsBRQxgkqTByc5Ebg1m01nhS7C7Cq7CAH9rxVdhalv/g6M%2bzZaaBGNa0q3oyXciM1T8tmwBG8v9WEsmsNHeT6KvAYovWPytjnPmwA%2b4mB7A724qGFDL72b7%2bY14gl/19/J5SyM/ri3lSUU6a4VxTGcEcSXVl94EL1LsdIgWDQk1ViHY4CR%2bAmSUzhHifIQpxRFkSwROinchVTZGUmMusZnBxMbKVpDjHWiOsdVZbE2OkOCltvU/UFIDtcgO1RcwDMkLNxJWmFAYKVkk2ozSWHPKYi0oj7MUALoSmOtPp6PCm%2bRwHTysFV82quBtqUqEhKPKRIVrcmCsIZTVoUz6z4UQ7KuFsel2rPV3Y3F2Dy6Gh4nz0CDcUQWdU2KONPbzQW8h38y18JsbHfxpsZdvptq4LbP7ZmMOn3fn8UZ5NLfEz19K9qXQR5TcTI1wSZEBOseIMT5Bsulxko1O4WulS0ZGAFkKBsS5kpAbQUpjPvHiPOPjnYlLcMErwAoTaw38XLRlhXtQn%2btLXZbYeznn0l2pSHGiItlJPI4TdWnO1KU705DpQn2GM0pDQu2LjRE0lblRKisjJcgQP2tVghy1ifa2IE/890BVMA%2buV/DJnS7uX6%2biNM0FSxkDO/29WGvs46zyyzgbHiTKVU3uU%2bbwvheI99Dnl1er%2bWamhT/MtvGnuTZ%2bKZ7g4%2bZiftSaz7OaFG4JnZsjPYmU%2bOttcBofPfH/ZieoclCj0lGHLIuzuKsfwUvcoImJHgZGeljb2eIjwSo%2bVZEGXYQBLrj724hfsaKrtYK3H6/z0XsP%2bPDZJu89XeXZ/XmebE7zeGWCR63To5IAABOLSURBVItXuL8wwu0b/WyISK9OdKHUIWrYWxtCU6UXDULx1jxPobmsNLuzBDsZEOZmLCIXy4/v9fPP713lo/UuYUEEfnaq2OvuF1Hcy%2bk9L6J37DUB7hhmGntQOfYK%2bjoHqI1349cihv9yvYt/Hu/ns4Eu3qg/x2ZVCbNl2RJ/Q0hyssBFDJKL1lEyBfhub30uyLY5L10tsNXBS0NGUk80wcgYbQ0tVNQ10dDWJyIuTpJhMNHRboSGu5KXl8CbT%2b/x5z/9nr/97X/461/%2bzF/%2b8if%2b8j9/4H/%2b/Hv%2b9Mff8ac//IY//v4b/vDbX/O7b37Fb/7z31BqLZMZ7IygodWPc6Uu9JT7b1EnVny1r7UajoanKEv3590NAeCdCT5Y6eRSfTSp/vq4GCgLA/aivv8H6Bx9BR/LI5hr7%2bHI0ZfQEGC0dPdwPieEH1/t5KP%2bDj7pUHw6XMnDmhL6k8PJdLPF11gLL/3TVLhqcy3ClLlYaybE8Q3JVih1lnWoe5Ika22KPayId7QSpmmjKUD4BQWTmJFFbLgnyWGutDSU85Of/pi/8Vf%2b%2br9/429y/vf/On/9%2b/V/%2bV9A8a9Se0c4LQNhVHV4UlJkT0OeO21FftRkeoq5scbN%2bBSu5ur01afzw/U%2bPtzoZrIjkZY8r62vxi3Vd6N16BX0Tm/D2/YEVqYHOK66jRNqOyRCH8bb257Nnmo%2bGqjiR%2bereFqfw52KZC6lBlIW5EC8na6kQ2NuJdlwO92RNZnT%2bURXLkY6c87DjFgTdQpcTOgKc6JJrLLiA5M0VwtiwoLxDo3E29cbf4nYhTkpvPPWY37/h2/4459%2bt9XxPyg6/sff89e/ChO2jjDjb38Rhvz1H6AodQxGU37el4JqewrFN9eJURhsjmCyJ52rndkUxLhiq3NUNEGXhYtl/PDOBRaH8rjRl0u5KLj52f1b/6VV9%2bQr%2bDqewdnmNKYW6rgFB1LQ2EXdyCzjPS08bUlnqSKWhbJoJsXVjUmevxDnxGCIOVMxlmxkOPIkz4N7WV4spXozKtRuDLAhSzxBg58t15L9mcoN43JmKB3ZccTERhEYGkp0QgKp6WkkpqVQnC/brL6C7pYaxkYvcGmol7nJMR7cWebRvTXeeuM%2bH33wjJ988j6ff/YxX33xqYxAfzDFHS6kFRlL5BT72ODOxZE4Fq4W8PZyF8tXakgOssFK8zCFyT6sXDnHyuUSni12crE1F3v9E2JAVCSpBZNTcY6cmhYKm/touXyLS4sPaRiZ4drQIL%2bdbeKriwWSDTL4XDbPkyIf6bQNsxJnl5JseVrgyVsl/jzO92NNfP61eG%2b6Qpyo9LSgJ9yFeSn%2bcV0609XZ5GelEJ8QR3JaEhnZ6WQX5JCYni6MiCBAQDHQOsupA3s4c3g/huoqOJrp42ZlhL%2bbHTGSQdLjwshPiaEsJxmlxlZfyhscSM3WIilFPHSzDz2j4YwPJ4sTPM8X704y1lWAt7UWzrKmylI8mBbv/8PbvVzrryQsMYWc1iEqBiepu7RA7dAUVX3X6L2%2bzKWbm1TLz8O9AyKGzfz3fDN/mTnHN0MZPM1x516OK/el628UevDxuSDeKwvmcYE/mzmBTMt6HIzyoCPUlStJ/rIxorkiOSI7I4mU9ERSMlKIS0ogNjmJqCQJbZnZRKZmEJaWSVRqFi4ePhiZmHL0wH6O79uF%2btEDqCjv4%2bShPage3Y/miYNonzyEUn9LLN1NIdSJAFYXuFNb4UNHdyD9HaGsXS3nqw%2bmeGdziFJ5Q3ZiT11MVGjM9WfpagMtFy5S1j9L/ci8dFqu/ZOc6xqlY/wWowu36Zu4SculWZZXV/l8rJE/L7bz3zNijq4V88vzifxEwsjH1aF8Kh7jZ82RfFARKgAEcUcCz1JWEJOiE8OxvlzOEJHOTiIrO4WiohxSpfOJKUkkpKYSnZRIfEY6mcWlZJdVkF5USn5VLfnVDZQ0dhCVki1b6SiHdrzGsf17OC7MOClH5dBeYcg%2blKZHshhpT6Ku0J2cVGsqK/zo6ouit0vmtCeR9%2b9e4PN3p5k4X0SYq7HM/GFiQjxpG71O49UVmi/P0SI0r78wRkP/NXqk813Xl%2bi9tkD32BzXFu/w9O1nvHlznD/Mt/C/Ky38eV7i8ngp/zKYzlfdis8Ok/lFZ7JE5hielkXwoDiSu9LxGzkRtCeGUpyeQExcNBHRYoLSkklOTaawMI%2bq6kqaWuppaG6gpr6G3t52KurqKappJKeqjpSSavLrOwmOS0VTS5t9O17nwI5XObxrB4d2bUd573aUrs1mcW04m4YSTwKD1Mko8qW%2bK5zLAzEsXs7no/sD/Pz9GZauVJMRao%2brmYhS7yj9N%2b/LnN%2bgUajfMDBJ4%2bgcnRMrXLyxTtvItNw/wSVhwa27j3j6xlNWN9d5tjDBv00187elJlhs5E%2bT5Xwjf%2bO3Y4X857A4xLYU3q2J541zicwUxFIpqzIrNZ6c7FSyMpOIjo%2bSzis%2bG8imtqaCVim%2bvb2F9s42ahprqWluJruyRjrfSVJJDVF55aRWNJJc1kh6vbAhMx9tbS0OCggnD2xD94yMwLWJbCZGMmiXGfTzO0NUoD6FuS4yFkEsXczhizdH%2bemzMW70F1AitrPuXCkL995kcGqJTqF3%2b%2bgM3eM36Z9aZOj6HLNLq5y/eoPWSzcYX7rHrduPuPf4Cesba6yvrXB35hIP%2byp5r7eY25Vx4gni%2bLg7g2dNaUwVRNGRHEp9QghVmTGU5KdTX1VIU3URve3nuNLfwoXuBpoaz9HaWkdXZwut7a0UV1bQ2NFG/8go5c1d1Hb1k1PXQXJlM6nVHaTWyqnrorB7hJLOIeLScwlwNsfZ%2bCRKNR3iAtsiyM11wN9XTRKXDUV1kRTXBdBTE8Zbsgk%2bujMgcbiYsY5sVtaWWLlzj8sz8wxcm%2bXixCxXpmYZmZzhyvQCixu3ubawygUZgxsbD1m6fY/N26vcv73A3ZVJ7i5dZWV2mNXrgwy3lHK1SwrrrKS/pYz26jwayzNprMiiu7GU0Z46RqXg0Z6GLQAuXWhmuK%2bFtrY66Xwj54Xyja2N1DU30jswwNXr1xm%2bImN4cYzOi1eFhZcp6xymqGOQjIbzZDT1kdU2SNXwFPkNbXi6O6BU1BBIVb1463RzoiQ9xWW5yhMSaGwOob7Qj/7aBOYHC5kfyGVzfpAHj%2b6zurHK9fmbjE7N03d1hqszC0zL7dm5eSl2g7sP7nNjeYONO7dZX73F3fU57q7Ncn99lrWb11iZGWHjxghTl7qYGm5jcriVK711W2dmtFVuN0vRtVzua%2bSSnOHuOoZ66qX4Zjrbaulor5fuNzF8sY%2bGliYGR4a/LX5snEE53cOX6bs8QfeVSeoHrlLZd4mi7mGyWvrIbOsnu0NA6RsjuaIBpfQ8c7IKHIlLsSAgUpeAJEuZmwDqZSTqcr0oSnSmNsub7qoY7kghDx6sc/v2CjfX1rgytyR0n6NPmHDp%2bizXZ2%2bwtrHM06d3uXNnjZWVmywuzbMh922uL7MstzfWbrK%2bssCNuSluTI9x7fIgs%2bMjTIz2c2VQcsZ56WaHCFp7DU1ib%2btrCmmoLaFO7HObGJy21lppTh2dXW30SsSub%2b9g6NIVugcvMXJtQgC4Su%2bla1wYn6VpcJzm0UnKey9T0XeF4p5RSkSoC7sukiFjkV3bhlJstiOhcYYEhEsii9UhTlJhXpXkAskE1WKHy5LdKE925UJzHs%2be3uHBvRUePrrN7Xu3mVxc57ysurar87SPzXNhQphw8xYP7q%2bL81qWYm9tFb%2b%2bviigrbG2vsbsgtx3e51xAa//ygTjMzcYvSpvfHiEfqHx0PCFLTXvaBOBk4JbmqoEiAoaGqo4V1NOTV215JYWOW1UNrZQ1dZJ58AwnYOj9Ixc4by8ZsvwxFZTusdm5D2JOIsmVQ9NiE%2bZpaRrkFwRyZymbko6BlBKPJdEeLIHIWk2xJVbkVBhSUmdLT3NodRkuFOZ5kpjQQBLU/2899Z9AWCVp0/u8vjxPVZv3%2bXy/ArdAkL7lXnariwwMLPE3LLM/J1VHt%2b5xSNhzf31BQFljbt3VlhZXRZ2bLIo3mDw2owI500GBLiWgSvUdg5IR3uobWmjtrFBTh119dXU1lVRda6SyppzVNY3UNXcQkdfLxevjNF2YYhznRe2Zr5jdFwYOUvr8HXaLk/RM3Fra1MNzK7RMbFI3dAYWVUNNFyZo0q2VHH3RZTMHHTx8LckNsOBhAJTEnJ0iUk2pCjVkbIEewHARcJRKA9Wr28B8OTRpsTO%2bzx79pB7D%2b8xt7LO5bkVOmXvt15doE3%2bUJ9shGsLKyytrXJnc5n7d1e5d3eZx8KKR7fneCLn2QPZCJuL3FxdYmFpiYkb80LhSTr7R2jo6JVCWyivrqOgrJK80gryxWYXV9dzrrld1nQvNfKYtoFRJkR3ukbG6BkTx3pjkfEFYdb1eWmK4n0siSmbZ3Bhg7aL4%2bSJTa8bnabu4nWKW/u2RkNJU1cZpxBbIhINCU9RJSRKGz3DwxhqKxPtZ0ZKiBVFCR7SzTkB4C5vv3mXN9%2b8z7tvPeTpm49Y2rzD7Moao/PLgvQyPVPLdE8uc%2bHGKpdubTKxfJf5zQfMr20KIOusbAgLREQfChveuDPP0zuzvLExydt3Znjrtvy8KWK5Ns3m8hSrNyeZmxrn6tgoo1dGBJwh6mTFtUvh/ZfHGZ6Ypv/qdabmF7ZGa2bhJiubGyzevr3FwqV1Ydrdh4xKg0rqW2kVVrRcmqSktYcKYVtZ2wWUHHx1sPHSJDhGk4RILbz9NDihfghNo0MEZRrjm2CCn68NT%2b7d5P23Nvnhew9489kj3hIQPnz/CWt37zIlij%2b5tM71pTXGb60xMrfKkIBxbVFx3yaz63eZXL7N9MptZjbuyX3rTN1akU2xxrJ4g6WVRTaEKfc2l3gg2%2bLRxoywZJpnd2d5pgBFrm/eX%2bDx3UWWl%2beZvjHDxOwMc4u3uDI5JcUvsCqjdeOmACB%2bY0NAWFsX1j2R9/f4TdpkXOo7e7m%2bdp9mYUK5zP4WAB39KAXGu2DraUK40D0z2hpX55OoGR3BNc6ClBZP/HOscHe34M0HS3zw1gaffPiId959yr0Hd/mnD5/y5MlD5qS7YzfXuCrFz6%2bLD7i1Lo5wlYmlDfECwpBVKXxlQ66b3Fi/I7/f5NK8sGZhnatLtxmTxysAUojqxMIyk9LRuZsLLCxIjrg5zeriFBtLU6IlMzzavMGD9Rvc35jjtujL/PwM0wLGhniN5fWlLZ%2byefc2S9L5jbfe5fLsPMVV1TIONxmW99R4YYTipg4qOi5Q3ikAREaaEhBkRrLE0eR8Jxz81DBz18Y33ZOATG/OGh7D1lhTRmCBD99a5%2bP3H/DRh89YvXOXd99%2bIIA85u7Dh1vFjcwtMyXFTkrhl0UDFIVNyf0LYoYUv58VvVi8fZ/Fe49EPNfl93cYWtjkwuwqw3Pr8vx1BmdklERDhqflTC0wOrkgPmOe8dk5pudkfUrBy4s32Fi9yeqy%2bIpVuW/hhjhNofzqIuub4j0ePGHj2busPnpKU0cXbf0XmVle3mJLddd5ytq7qeweorp3RACIM5ZUZUV9nx8V/a74Z1rg4G%2bOa4wHJ7QPs2fbd7DUOcri7BV%2b%2bPZtPnz7Dj/%2b5B3uPn7A7Qd3%2bPSfnvLWW49ZuXuf64vCgkVFN9ek%2b7LqhP4KQGbXFZ3f3GLK4p37LN97yMLmva0zsXJHtOIOF0WoLoha906LcImgtl29KSougeraPD1yu2dcwLixItniIRM3l5mWEVKcWTnXFxa3fla8/vrDJ2y%2b8Q4bb77NVRHWKtkalyZnGbx8eWtkWvqGqD1/kbrBMRmBQRmBEH3J1JacG0qifCSSqHw7nCNscY23wtzzLDYuunjaqbIwM8p7b6zx9qNFfvLjdwWAR6yJ2CjG4LOPZSQeCQvWhP7S/WsCwKR0fFJof11uz6wqRkEAkPFQFH9LCl8U7di4/5B1ub0kt%2bdlVOZEH66t3mVYWNEqkbpVMkaLeIzqoWkR2XU%2b%2bdnnLD58JqBI9phZ3VpvQ3IU1B4TsZ1Yv8/607e59%2bw9liWENXd1U9/WJgyapWegX0RRLLqIZ6PoQNPQVYqaOgWACFeiUm3IavCjqCeI6ouBxFTZEyGeIFNygke0J0b6WizfEqV%2buioiNcGnH7/J4zefcnPjrri%2bB3zx4zf44fuPWb3/QDovMy1FTwgY4yKOUyJ8c1LcDbk9J/M/L95hWkZh6fYdYdADNu/f587DB6zI7UdPFMHpMRuPnnBj8yED8xv0SbpsvnpLQJHXXblH05Wb1IzO03TtFo1ymgSMdskdFyV2j60%2bEADe5Y4w4Jqsw4raes4PjzIyNkHXhT7W7t1hROx7y8UJarouUNjYKiOQHUVSgQsFNQ7kSuGV3X4kFRoQkmdFTEkARoZn8fbyFPNzh7eeLHJ3eYyP3pE1%2bN47Que7LEkw%2buj9N/jy0zd4%2b23Rg6fPmJUEqPg06PLWGtzkljxmXjbBvHR4Xp6jEMep1TuiB3dZFhbdFvZs3r8nWvJAVusT3nj2mDfefIM1meXr0tWxtQf0zW3Qo%2bj6zTt0zW7QfH2ZBgGmcniapvFFembX5THytx6/zcKdB5wXV1hRLQFqfJzewSG6%2by9s/Z3xm4s09l%2bi%2bvwgxeIp/j/MCkT8FjE3kwAAAABJRU5ErkJggg==' 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Her greatest success has been in infusing a big-picture perspective that helps engineers and business leaders understand how existing and future technologies align with the needs of business, government, non-profits, and society-focused organizations. Monique is President of the VETRI Foundation with a mission to empower people to control their identity and privacy. Monique is President and Co-Founder of the Humanized Internet, a non-profit organization focused on providing digital identity for those individuals most underserved, blockchain is certainly a potential mechanism for this billion people challenge. TEDx Speaker and recognized as Forbes top 50 Women globally in Tech 2018. Monique is also in Women Know Cyber, 100 Fascinating Females Fighting Cybercrime book, Steve Morgan and Di Freeze.","linkedin":"https://www.linkedin.com/in/moniquejeannemorrow/","websites":"https://www.moniquemorrow.com/humanized-internet","countries":["Switzerland"],"cities":["Zürich"],"image":{"type":"image","mimeType":"image/png","src":"/threefold/assets/static/monique_morrow.36a08ae.1cb2941ff0503c234ddc2c81537a4dd5.png","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/monique_morrow.36a08ae.1cb2941ff0503c234ddc2c81537a4dd5.png 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-947a5a7efbb021ccbbe649570a07acbb'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-947a5a7efbb021ccbbe649570a07acbb)' 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zSuZwsTOHkkvmy0jldsIDTi9I5lhDPoclx7A4LZ/vQYawaOICi4SGsTohkb85MTpeIipakUDMvliUJ4ylKn82mrTXSe7z8BwLeWwqoBKiV4CV3Gh9SXlrGhqJFbMuezUEphyekKzxbOo8TRbPZtziJ5VEjKPcPZEOPvmzrOZhN3UPY4h3EatuuzO/kyHQPdyqmj%2bF46Ryuig8cXzqH6jmTKE6J49zZ0ypw5b2Bd/WegM67fC74SgajE6dOs65CJrq8OWJwyZwUAJdXZcvEl82Z5QtkDpjH0bQELqYk0VAgBpmXx7W0NE4nzqRu1iSqUyawd1Ec9ZuKuLK%2bgL1ZM1ifOold6yv44ssnPGxuft7VSxLvzASVyCjP8pX3fe7ea2TPqmL2KQQUixGuFMevypOymM7FigyuCrBbYoYNUu9vSzt8Y0MxF8Qj9uXESz8wlrp5E2VcXqoSVpcex4b5M7hx5aI6%2birO/6b8m7bP3r8C1Befmm%2bSvvzhR66dP8Ou/Lki4XmcX5HB5dXZAn4R58rSuLB8PvXS3ysN0XUBX782nwvynQM5M9iUHMWO9FguyvGRomQ2JkWyMn06Dffu/Xwb/B2%2bPabzLt8LeP0%2bz7MXL/j88VfUleexe9FM8YFUUcEiLlZmCgGSEpUZXFuXz43Ny7hZU8n1jSVcEQWcKklmx4IY9mTG8aH8zc6MKVROH0nSxNEkzc9QH4T8M/P7w03w1xd%2bc6vcK9x3/CzlOQupSpkkeTyNU8WpUuPTObdsPldFDTekJ7hdIy2v9AA3NpZyqTJL2t40di6MExImSxpMYHncUFJHBDLArwudXb3U12eUZwHKHaB/i1dk3vag5Onz5zz44glJ6fkUxEeTEzeavEnDpLRFsCNjqkR5nkhe6QekMaouExJWSBosFVVkcaJgttT8CWRH9SNxiB9RgZ6M6qHFX2uOvoUHfcOiuXTzhvo84KeHor%2bRCJ3f%2bmD012Qo8/nJsxcIC59I8piBrEqMIGV0f2aPCGJe5ABKZ45lf36y%2bEKWKGKReEMuF1fmcrQghWrp%2bBLDejPcpzODuzoyrJuWKB87ejuaY2jVGTe//oydlsiOfQd58f33v3gq9LunwP%2bL4df3B7/59ltuNHxMSUkpQwaF09/PVwaZKFbMHE3B5KHkxQwREkJJkYkuOzqMwpgRFCt3fMcPYtbQ3kT08mKwt5YwbztGSuTHBziROMCTICHA3dObUUOH02/kRPz7DOTspas8/%2b4fnwn8d4nQ%2bZ%2bAfn1eubiSj0%2b%2baaoAyhsiK9dtJnZ8HP2GxeDQ2Z9sAbc9fQLrpLytTYqQmh5F6YyRzIsIkWj3ZFZYAJP6ejPCx5kx/i6MD3RjfG8XYoPdmdHPk8VjAwlxtaKLhxczZ8TjP2AIlub2zEyapz4U%2ba2vzOn8q8Bfn1PuwSvAFcdXXFk1JTm%2bcu0mFy9fY%2bCQKNLnzSc6cQGdOgfT1y%2bQzSkR7MmKY2f2dHYvnskR6fMPSTVYMz%2bGXFFGmpCxQPI%2bL3Yw88cGkTLCnznDfMmKCGTFlMGEdDbDw7kzPUMjGNCtGz0cHOke0J%2bGu41qxVHuDv/z9Hz23yPgbYx%2b/tXPoF9K7ilvft5/9BlXbtyibu9BsvJLOH78NAszirB19GH2rGTiBo/DzT8SO7dQ4oeHcignhkMFMzlQmMjxFelcqs7jwtYiPtyYxxGpDodl1ebGUzQ1TH0IUhgdQlXiaNZMHyJ%2b4IyxhRfGpm6Ym9pjYNQJSzs36nbs4e%2bg3pl%2brch/NW1/IuBtzP0MvOmBg/L4SQH%2b8PPHHDp2ioW5RQyPnIRfn0FYO3mRm7eUPXsO4RswBGtHXwZ69WZM5Dx6jUnBwWMIPbqFsC5pFMfzp8q0N4Pjy%2bbK5LeAixvyuVpbzKVNBXy4NotaUUjR5MEUTQylNn0i%2b7NiSBoZip1jL6wcg9BYe9PG0IYWbQwxMLEjKjqW0mXL2X/4mNokKTPCmyXynwX1Hwh4c/2c18/VcqNsD504TfL8LEIGj0Lr1kOi4YjGSqIiw4uV1oNDh48yO3khLu6B2Dp0x8M9hNCUVQyflIFXz9GigkFMGjyQY0LAkYLpHF2ayLk1i7iwLleUkM%2bZNVlCyny2SAtcMmkQ2wT8qeJ45oyPxMYlBBvXUCycgtE396SNviV/0e0oanDC06snY8dF08nGkanxSdx78AmvfvzxJwz/ypvmOm/KXMkXxVkVM3vw6HOqqmsYNnoCnURu7Yys0dfYYdIMXmPpSHsjKwL6DODY0eOEhITj6t4Ha1tvLNxCCByeK4Qtwrf/VFy6DsPJtTcFceGcWZbMiZLZnFupPDnO5UzlQk4sS%2bOYNErVKePYlBTOkcJ4pkRGo/WNwt57BFqX/nR39sHZrgstWhvTso0JltYeGGkcGDchBlepEC31DAkbGcmZC5dVc1QwKF2jQsSvy%2bWb%2bzpfqMPF1%2boNRuWFx0PHTrIgO59efYdg1ElLW0NLDE3tJNpaNfLKMjJzkM8caNXeTC46lu2Si1279cPZpSe2Wn8s7b0IH7eQXv2y6T4sVVQwVs750MvdlaNLZnGuYh5nV8zlWNEsGZlnikFOZU/2NLalRlAxNZzQ/pH4DpjBwEn5eHiEUZGURG56EQEBI%2bnQ1oi2%2brbYyPjc0dCOkP5DCQ4J5QM5r29sgbXWlei4Gew%2bcLjpxU0xaeXx2WvzfvxGA6Xg1VEMTRkxt%2b3ax6ioyRJtV/QEdHtjG5UAE1lG5loMzewFuD2G5g50NLNTP2vRVkPUhFjWrd%2bCs0TfybUXTi69MLfypHtoDD2HFuAaPhev/jEi5WCsNfZUxEeI3NM4VJjA6aUJHCuI52D2DA4tmkz2xHA8fUfj3XMCyYXb8YldzbDQOKqyMli7qoJIyfn2YoKm0hVa2XWjo5E9/j37ETpwKP8laaFnYEabDia0bm%2bMmbWWweEySFVt5KPGB3z7ww8/meWb6aFTXrmWvgPDMbXuLNG2UgGaWDqpAJWlRN5QIm4goA3l4goRylKUoBAQOy2BakkVJ9dAnN0C6SzL1tEPF5Hr1PhiXHvnow2ZzciImfgPTSJ6yBgCuvfCq0sAs8KDWDgulMLYQWTHjMK9ezh%2bIZOJL91N6LyNuI/OonNABFr7AMICB9E3OAQjrSfWdt2xkdXRyIHA4EEMDx/Nn1rpo9teg247Y3QVEvQ16raDxoruPYOZm5HNibMXmivZD%2bpWSXsdAwGs5LcCViPt5mvwChGK1JWtuhQSZGusnG8mSUmB2OlJUgEO4uYZLCYYpK4u3Qfj5eRHRO/BJMzMo39sGWtW1lG6ZgsjB8aKUfaWa3XH2NqHYX0d8fOwFOl2o%2buAycxeuh7XkWk4ihKcfUdi3jkE1859GDUlFXefQAys3LB3DMDOwUcqgSMDpeMMHx3Bf7boIASY0rKtCa1kqdsOGiHCVCWjjajDxsmDiImxbKzdTuOnj9TqpvOToyv5La5upOS4EnlzJdebom9kIVuFlE6KBzjJ92RZOqtpMiAsklOnzuHtM0jMKERVQSc7b3xsPFnq4smp9DlUSYrsOf%2bQum176R0Sj2evGDx8R6nVIdCvN1oPP0xdexC1qILkJdVMyV3GoIQsIjOL8Ro0lqDBkfQbMR4je0/Mbbri5NZHSqOP5LyWcdGTCY%2bI4j/%2b0l68oRMtRQUt22lEnSZ80K5ptRQSdDua0VqWbkdT%2be0O4k%2bDyS8uQ0eJpLGyFOCWTQSYiBIUgApQhQCFGPVYzhtZu0g9dhXSXOW7Trh59%2bJOwz0mTU7GQONMa7ng//qgHWO0Ltzt3pUb9rZs9%2btF1oJKZkQtxGfwLAIGJuDTbzreQTE4d4ugU1AUDqNi8V6ymeiirWzbt599p09RX3%2bWktqdxKRmYe/qK0p1wMWjL53dg7Fx7IHGwo3MzBwGDBnB/2mhT1sDK4m6Oa30zWkh6vxAtn/RN5NlygcdTGmhEGFgjp40UooiOprbiAIEmJECTkgwUbYWyrGTCk6JtpFKkBAiwE1sBbiURI2dB6ayNHJs4%2bxN6fLVDB4WwZ9EhvrG1nQQL3Hq4seGAYO4am3BYXMNfVz7EjsqmREDp9J7eBq9hyQTMCAB/2HJWI1LxjZiNdrYWqyiyxiXU0v55u2UVW8idEIm1uIBiho72fthLdK3su8hKdMDe6ceMniV4%2bDaTcBZoCdlWtfEFl1RZksjC1oYW9LC0FyIEAIk%2bh8IaGXbQkhoLSS0M7FuIkBZStTVyFs1HatSV86LOZoo4G1cMbV3x0xkaKbtgqmYkamDSFLZFzUYmGrFI7SqT5jIsNLBxAZbCwe22dnzsZM9bnodceuXSrDvGHoMSiQwLFVISCVAtvajZ7JkxTQqiufiNLSUEdPiGVu%2bE98xaWgMvdAIeFvpLQzMXfnPD9ryJ3H8tgb2BPYNY0FmFnqi1LYSqLbym/UkXfXk%2bq3E/FpKWVTAviZA2VdWS0NJFUMLWglJOiZWLk3gBaixTfO2mRRF8hpF8hJpMwFvbi%2bRVwhwaCbBoYuowVO%2b46amhKFZk3kqlUOjmKvGFjuNNSWWVmzrpCHZyQknK1GOmKCL3zh8QqbhGppKbEwoDYVmVCxOYcDU7fiHTaV/5iq8Agagq2eKtWsfDKT0fdDOVFphS9rK//3fbc0YIe34MGmYWshxeysBL6naRsDrScVqLdfVVRRg0IkWCnhRQgsB/poABXwr%2bVxHY%2bOOqa27gJStIm8Bq0a9WREaJfLKZ/aeKmBTbfMSEjQOzeeUvxei1OqhGqhWbZSMO4kS5Ad11NgQZmzOLI05SUbGeJm5YNdrjJjgAEz7xtA/uRzfCTX4pB5jfOl2ukZnCxHxQroT/9XOWnLfXnV1PQMFvJ2A1NJS1NXBzoUOtlK%2b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Also co-Founder of Global Process Systems the leading Middle East fabricator of process modules, as well as co-Founder of HYDROCYCLONICS, a US based company developing water treatment systems. Previously held numerous Senior positions with KVAERNER (Head of Energy Asia), Executive Vice President of PETROPLUS, Advisor to the President of HYUNDAI HEAVY INDUSTRIES, Advisor to the Chairman of TRANSCANADA, and Senior Consultant with MARATHON OIL. Ambassador fell in love with Threefold The world is fast adopting e-currencies (against artificial FIAT); Backed by Capacity and supported by unique disruptive green technology, the TFT Token is a unique IT monetary instrument, that unlike other cryptocurrencies, has real value. 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Business Development Consultant excited about Blockchain. 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\n","name":"Michael Wellesley-Wesley","rank":3,"bio":"Michael is a seasoned veteran with over 30 years of experience working in both the US and UK. He is a former CEO of public and private media and technology companies, most recently of NASDAQ quoted ChyronHego. He is Director and Founder of Inogesis, a London-based accelerator that enables blue-chip organizations to harness the power of disruptive technology. He is a Director of Conduce Technology, an innovative pioneer in the field of data visualisation based in California and also an Advisor and Venture Investor in Alpha Venture Partners, a technology-focused venture capital firm based in New York. Michael has served as Managing Director of Wit Soundview Ventures, COO of Data Broadcasting Corporation and Director of Financial News Network. He founded and served as Director of London-based boutique technology investment bank Stephen Rose and Partners. I fully support and endorse the the ThreeFold Foundation vision of a decentralised, sustainable and greener internet that provides lower cost computational power and connectivity to large groups of people who , until today, have been excluded from the benefits and possibilities inherent in the digital revolution.","linkedin":"https://www.linkedin.com/in/michaelww/","websites":"https://green-edge.net, https://www.inogesis.com/","countries":["England","Austria","US"],"cities":["London","Vienna","New York"],"image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/michael_wellesley_wesley.36a08ae.89a5cee663362ec2a68344d7d92363cb.jpeg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/michael_wellesley_wesley.36a08ae.89a5cee663362ec2a68344d7d92363cb.jpeg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-5466db9ca46c0e66c6409d2d9378bfde'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-5466db9ca46c0e66c6409d2d9378bfde)' width='640' height='640' xlink:href='data:image/jpeg%3bbase64%2c/9j/2wBDAAYEBQYFBAYGBQYHBwYIChAKCgkJChQODwwQFxQYGBcUFhYaHSUfGhsjHBYWICwgIyYnKSopGR8tMC0oMCUoKSj/2wBDAQcHBwoIChMKChMoGhYaKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCj/wAARCABAAEADASIAAhEBAxEB/8QAGgAAAwEBAQEAAAAAAAAAAAAABQYHBAMIAv/EADcQAAIBAwIEBAQDBgcAAAAAAAECAwQFEQAhBhIxQRMiUXEHFIGRYXKxFSMkNIKhMlJiwdHh8P/EABoBAAIDAQEAAAAAAAAAAAAAAAMEAAIFAQb/xAAjEQACAgEFAAEFAAAAAAAAAAABAgADEQQSITFR8AUTIjJh/9oADAMBAAIRAxEAPwBwuFNRzXj5WKgL1FTUcwmplwhVE6b%2b%2bT%2bO%2bitjtVwht5haOKKiJEiyseYqCdxg%2bv8AvrPdbPPRSUz0xcVKzeBE0jkE526duu%2bRo/xEK%2bzEVS0LlPBCNLEQREyr1x6a8xZpxYpLDkedfPmYDo5mOvhaCmkjeACB8RePFUBmX0Zs7D01xtFzqaimnprojNSUwVHeNhJIznoNjk%2buffX1Ldaia50dFStLIsqqlXMIVAY8uSe4zjIzo41KlvbyLTwwsAfDhhXmX8ScZY%2b%2bh6XQ/eBbPEKlZc/jOvjI/g/KVkUsEJVieQly%2bNt%2bmOum%2b6rzUhH4j9dLEc0cdEKqVFWoimzIEGEfpvj0IIOOx003D%2bVP0/XWx9PpNLWKf5LHwzHQJhZ/fS8Uwx9z%2bmmaiG035tAWXc/XWkZzE2cVUkT0tIEgDztUxhcEBjg5PvsDrPxRDdKm2o1EziZZWDxqM8652GO/10SvJia5WxZHIaJpJxgZIwhXOP69LlTWcRV0dTDQRNTgsVFVK3KvL6qCN/tpa5QoPBOfJRvIBtc1PQ3aSkZWNfC5aXmGAzMhPKFOMb46ZHpoRxAtctJeUu3EEjRzBEhjgiKNThjnGVHXG2%2b%2bmGLg%2btrK/wDaFwqaVqvyhpASzMF2AO3p6aF8YfIWOJ4K1Wq6iphRvFQYHNk4BJzjYd9yBpPSV2VblZSFzmM6Q87TN/w3hjexGmpah6mmVRG3zJ5jzAnG5/8AbDVKuH8oc9dtSj4a3qGW7UtvWALHJmYnsrpjH3zqr3E/wbkeg/XT1S9v7JcMORM9A2XqFwdm6%2bugzdT7nRqgO8v5jpekmAZt%2b50UmCxMfCXFQvtvpapGSR3QhgGHOpBwfocaYkLSHPO4/MMHXlG60tdQXOeqtdwnoZucyNDG5xzE75XOOp7DVH%2bFPH0tymktd7qJVuca8w8RuaKVR3BG6kdwcjRktSw8cQ1uketd3Ylr5MDzDH4jQyssFtrmnknpYZZJlCSMRu4HQH1x29NdY6rkUMwkjU7hh50PsRrsZElXmVo3P%2bnromDFQYtUvCduopYxBHJyxEFFJUBTkMCMYOx9SdHRV%2bE5SqaUk%2bo8p%2b2uBjqzNIWOISfKshDaF3iNWpZ1U%2bDVKhdDGxBON%2bntnUCjqQsScmMEdzp6dVIOTIObJOw0He42ZTKZnA5TuwlyN9K3GVdNDwrDX0mf4dwHCbnkbofvj76jV4vMxmaczbcuGHQtpG5ijbcTV0mkW9N5M48SQ1ltuD01TKFlBJDcuRIp6Nn7j6aEW27Gz36gupIPy8mZQBuyHZh9tN0MlNxlaooa6tda5FDQSyRgSISBs3L1U5Hbv66m/EFNVWqskoq%2bMrMN9t1YeoPcaqo2nIjVdy217G7nr2yz%2bJTx1FtqA0cih%2bRdwQe/L3/sdH6eaKVf38IRv8w3X/r66i3wPvLV/A8Ec6uz0M7U3ixnzIowVJ9Rg/21WKa5K8WBNHMw7r1%2b2tP9hkTBddrEQlVxQyRhCUIJ/wALjIOg8lNTLKYfDSBG2YwrjWatr2IZUXzDcIw6/iP%2bNTr4xcfDha0JSWqaVK6ri51m2JhG3TP9XtjbXdpAzKDkwpxHxDYLHQXC03e507JKjxGKNzIVGfL0AAYbH6ahwgSsuyQTVcCwlA/OsgImBO3KfvnuPfU4uFwlquZ5XJdvM2Tk5Ou3CcE11vlBao6pqZqmcKkoUvyN220taqtgnsRui96wUXoz/9k=' /%3e%3c/svg%3e"},"private":0}},{"node":{"id":"michael_healy","path":"/people/michael_healy/","excerpt":"Michael is focused on creating meaningful jobs and solving inequity.","content":"
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\n\n
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\n","name":"Michael Healy","rank":3,"bio":"Michael is focused on creating meaningful jobs and solving inequity. He is focused on social impact and positive change through education, entrepreneurship and empowering individuals. As the CEO of Unit. Ventures he connects providers and customers, as well as allows businesses and individuals to issue tokens for specific uses. Michael is a self-taught full-stack web developer and mobile engineer for iPhone and Android. He has digital design and video expertise which support in building useful products. Michael has built several successful businesses with exits ranging from Chatride, an encrypted peer-to-peer video conferencing technology, Ratemash, once one of the UK’s largest student social networks, the Wikileaks Android app and many niche mobile apps used by millions of users worldwide. 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Q/fny3GfQuuF1VK8SBH0dLWM4qsMD%2bYLJGt8n4R3fzqParUIj/j9/fkSrJEQl8eEMCuErIiCJ5epnsu0Fn0/n2meH30OBVHu1P0shUQPqbV05F9EVcwJ6OJZFnR49eyzoubrWTr1NDStDExkRwf7vRAtxTQ1h8ne9kozGO1/DrsZQPBJe9yqDcDLLYH41%2b0SfHarEl8%2bacFfXunCX0UWMPj/JAhfPt%2bEz2/X4NPtArzWE4aGQBec0Bhh506KJIMdzKo9cHO0oAmi9eYqCzHUWeCLnhIfEl8M5qkMe0pI0KUBGKmg/Wap9NKqd5Mz2vNokJip7fxNBzNZlkvXJhxcHkd2yDG6OnfkBh9BIbmgPOgYSun6Rip9WOOXpMdc5XR6ZZLbc5OcWx2JskkQkdAASWf1eoC92Zdy9oSzAnY2xtiz55%2bwb5cMZQGHcLfaB%2b9Np%2bCzO9X4tzu1%2bPKFFgbeiS8fNuGLh4348nEL/nSvHr/bKsOv1wrwrV76%2bdjjaKRTNRdAMpNsWU625nuQ6ONKEXaWeuS8pEyFWJoRHYhyXce5iKdMPVSCXTRLHTQ%2b7eSKFhJ0e4oY5ADOWVYcfxaFXM0SMnuRcHokvGqudH2sIEAPVFAMDVUEoonMmksACkOPojDMne7QnW6NSpG/q485LSnESv6%2bhTfO8D%2bIow7mcCL5GTFtZTIZzrrIsZZ/BS%2bR/F6h3nipMxFvjebhXzbq8dcn3fjz8234490GfPGogzzQjH8lAB/dyMYb1BnXM05iJNEdlw/ZwGDfTtiTEG0ojnxOqyUJriP5tgsFSpKbbY/FVFsM6ijcmrMuoS79PKrpCiuTrqA68TLqCEBz6nlJudbSpcrm%2bzPpsNKxzL4430O31UPR05uCFfbPha5kmhzhvtKk%2bp7nxOdpglbJC4vkinmKn5nWcEyQQ2YokuZpNcfqQnHqgCXsrPbBzGQvnmPq7961Q8qQF6kTllgeg2TnqZJgtk4vqjNPfHsoC5/fbWJWtODzO6344/0W/Jb1%2bjbFzcs0Vk/q/DEScwRBR22wd%2b8/saUa45DWRmqJwv7OtcWSe5Kw2J1KIVSJR6v1WB0roFHKxRyvvTRSgPm%2bXCyNFtBAFVIvpEsxL1FPyIZ0UUwZWs4RBtwbI5HhKMdwczTG2%2bPoCOPo92P1zo%2bub76ZJEizMUO3OE7XON0Syd%2bS/Eh8cx1RyGILtaWKszDdDaWZASwNdzJlDbHIbvKIeuFxUxDeGk7Cx9t1%2bP2jVrxFK36nMQQ/pIX%2bhKT2MzrGN3tTscDzy0NOoCL8DHShbuiOPIzAgxbYRR6Q83pHHG3gaGsMLw81agt9sDrO4MaKsDZRhI3pYmwx0FtTYuTRxhfQAhdh63o5Xtisx8ZsAc%2bjXaablFWwdmrYMyfq2cvZOmoSzqGI6Z9Dl1jK2q6JPw9d4kW9xhePqYTbY83pYoUmOEFD4sluEE39fxoVIUdxhMJFab4XZvt34wQlrp3JDpw6KMddusLvDcUwpYNwo%2bASelmPDQmXcI%2bK8QejMXh/Mok1X4zvD8fgfp0vnrSH4e2ZPNxrjUNnDMsx%2bBAyLmrZTXbSSO1kRzGDs9ocHo5muHTUFvlxl1GbSWGUG4jmAj%2b05PuSGKlc83zRnu8nPRmqzfLGTFciesqCSdg%2baBMkKFi8hcFNsUe2Zl5AZfgJlFEN5gQeRgnrvZbdoTbCAzoKmybWeIN4hs8W1EDHWE0y7KGGWGqNRHOsOxLO2MOWosWGvX%2bfwXM4pjbCcTtjRJ5z4OoH4sP5DPxiIQtvs6Qe07/PVbGXdybj%2byNx%2bPVSKv5A5v/n3lC80huGcfbo8eIAPOW1H1BeD6ecQoWvK4zJAbtJqPaW%2b3GcXebiISt4HbVGPL8rTRLP%2bz0JhCdVnzeaM2iB06gOqWkaUskB6VdwvTsZI%2bWR6M0PwBCttawzh6Km2BurPQkYJdm1UcD05NHCcoWayZZtVFriOX1PPhmVnaCb3/XRa/dm%2b5B4rmCSfmGLKd1LP3H5sC3kbFFGtLq7DWRw5%2bpccLJAtvchvNgYhl8t5OLP95rJ8s349GYVPt6owr%2bsVeDnkyn4iKrw3zar8GqjP16ltlisi6MFv4o2knR//DFsVzCQ4KMwJwBGBNecesCZztKTwYedUSGHdl6X54Mmlk4rW2J7oT%2b6mQF9ud7S84gWMXhscywf43XR6Cr0ZosMgWyBKbZA8yAeUW0ShBWmyMpAKlYHM7nNILGk0HGl4/kbxaylbMllbYlHTKM5WB/Jlerr/nw%2bRVQ8TrjKuTKGklgxMXoOh1RG8HS1oLQ%2bhtcorj6ez8OXN9s5GvHHjQr8%2b616/J4A/KwvFh9PZ%2bF3S3l4tSGAJZGMD5fy8f68yJYkvEKX%2bUZnCFpp00V5mRgxCwiCnK3w4gFzxFJxtjPwTaq855dKOcpxZ6YEDxaq8Gi%2bGtszpZxnIe5eLyUHNOHxWiPuzVbg3nwlZANcyX6mTC8ZuYfysJtIiTc03ZS9nbxoJ03FaKmP9LJjuCIAE0XiJYMv%2biiDB0oD%2bV0QBigqKtg%2bj2rNYcnAFbS7clpbDft1hpcj%2bimUXiVPfEpC%2bupmM/72dAx/u9%2bF/7rfio%2bv5%2bIdtrrfTmUShEy8Uh%2bAd/ui8VuC8THV3B82a/DRXB6%2bQyXayrZrTXI1M9kNY5Nd0oOTKwcsEOqhRORpFUv4CrNRvBsoRH8dO1JTLKabEzDemoSp1mQM1cegs5rpX5OI/toYjDYlQTaYx1rIow3mti/Xj75ABE0gsq%2bhi8C0Jl/BEFl2sSmC9cRjFBQdvFGzeMDAEujP8SF4TFU6xRNaM5LfTqhthKffBw0tbb7vASzTN7xB9/ZT%2bvbPKVv/dL%2bHZdCJj6Zz8D6l868nM/Hn26344mYD3mgIwZuU219tVuPP6zX44zJLZCobr7dFosL/MCzZWs3JMeYE15kew/uwJdI8HRF5Vol078NYaIrBQlscatOvUaHSCaZ7oi2PKrAihuQYgfIMP5Sn%2b1En%2bKExJ5hmiIH2s6a7s2l%2b6I7aGGRrKo0C%2b3MHAxSPoEZpJJabwqWXE10Mvieb31MY9TFwKXMoOMTzew9nOayM9kjOTSM3kp74uKhMMF/kiR8MxeO7HeH4%2bVAKPl0uwW/J%2bL%2bcysLTEi88X%2baJn7D9vctSe1wZgJc4PrtRgi9vN%2bEPSxX4kC36aUMoCq4dhIXxHlgxu1TsNh7O5gg8YYtUb2ckX3VAWfgpTNVFYpEiq4rqr4bzb029inryWD0Xs4nZXs3FrSIoDQSnKdkLsrU%2bUfuJWO%2bKJhHGYI1iaL0zFqvtMVghA290xeEe6/7hRBo2uFpLFCYLnIx4Nr/SGoUNCqNpsnRfpR9SgtygstqLQ3RvogxsmAWW3M6VXMWHyxl4l0T304lE/G6ziIKnim6wAu9O5eClpkg8XxuIDSrF2XgPvFjsiV9QLv%2bGIPx8NB1v8p53yq8hz%2bsA9uzeAXPW/kGtKU46mSDqogvSA46iKNKdbjYNd1n7T9nrt8ZLyFNF5KwSrA7kYa2f5mckH%2bujWVhlB1qiaLrBjiC7Tjc4Qjs5zWC2xzIwRyCmdMGYqg3CApl7uYUCiKJonjW8SGF0ncfm%2bP0CAZihJ58jgU620IY2haKZlvniCQ0cFfthbbyTgsUA1ha7MU4j9dEKZa9Y9ZUcbgvxPjvCz2Zy8QlX%2bPOlSnw6X4p3e5PwGtvlG52h%2bGg%2bHR/fyMJ32kNxj17kJkH0crXCc7v%2bifW/G2oBtNoQPiftUCZeuNAYjTdFS0p2YygTN0dzcYdi6J4gQG63h/OwPV2CV2434tZ4DhVtMm4QCJlocWXi3V2hL711PH38FernS6ydy1Kq9%2bX4kh/80V8QQIK8xs%2bseQqLbhJfI8uhPlf/aLqJfTeP4ij40kEKFFPpGZ9Wboz9e3eglHpB0gAktl8uF%2bLDhTysF1/DDabjy7oYfL8tFe%2b0puGfK8LxEkvvfoUv3hxLxU9m2AHag/F6bxTWK7x5zT3Yu%2b85doFdUDOzHOUGuHzcBumBNGmpl9GQcUVq29KrtCzx3EKYOG/pcXwdY6ykJ1hg0H2VwahOEE%2bpPQkAhUJD0kV0EICpxihUJ9FA8CItZP92jjbWTgdJpI/s389Au8WzdV60iZ1CRw6o5cU7aYPbyB%2b54Wdx9pCcQogrZL2PTtBQEi0XD9tQ78fgg8UsfEAQfrtZig%2bv5%2bFJMUUPA//xhg7v0ge8xhVaK4tAV5AH3qClfXssHq8PRlEmJ1CguWMvtYUphdZ%2bukI1y8tVaQxvDwWy%2bV1ZAkk52xcdjKdNkLggbBJ6GzlAbIUQqki5gmlmcWeZeA1IrZNODujJZrtjkGNVAVjr5ZdF/AFXRzz87CsSLxZ96AYDMKkLwyTl8kBVoN5fl1FolAWgnd9P6UIxUhWCJG9XCiHxAMQAdvL9UNnuhzHbornhbozkXMR7y2l4ZzFdkry/v10l1ff71Qn4qKsUvx6qwHtVabid5IXX6Dk%2b3szHd0dj8eZoEh7ScB0gsRoa7oAFO4DBvh1shztxiACEnNWiJP4U%2bitpytjiRrm6o9WhmKiJwHQ1FWV1BJVfFPqLw9BXEUYeSMdMRyK6ee5QXRRk63Rc69KfGdJwZzIbt0dTsD2eJr1rvz2RgZsTmbhzvZDiophCogA3ZwppInKxMSxeL9E1jqTSRSagjplxyN4Malu2P7khNFb0AZSrluQCE2r3Qj9XPO4OwfvkgF8RgE83yvH7u5VSNrw3loUfdSfh%2b40R%2bE5LCH6%2bQGBm0/GtgUh8qy8SYQzSmCDK2VXMCLDh/h0wNWG7tdyHy0dVqMu%2bgofUDA/nCvFkuRSvbtXh5c1GvLhZpxc%2bK3V4vFjL72rxGo%2b/utGMV7aa8fJ2E2TdpVzN8mCuaiAGxRMUCpuRMvFczR%2bDJf4sDT8M1er/iTFaH4ZRIjtUF4HxmkgMV0UwI8IwUUtxURaE4POuOE85rLYwpCPcx0zYB3OqNiXrtSHWDT2p7niVpfDxdjF%2bs1FC6VuJLx/W44vHjfjsZjl%2bs5mLXzFL3p9Nw2v9UXjSEYw8f1fs2i2DOVNfxZKSk1ssuC%2bG0AEuKkMEnlWjlaanrzKUrjVWevE5VB%2bJPoqd4dpY9FZHcT8aA/XRGKPzHW4gcbclkLwTIROOqC1f/269u5BiiCZhIJ/CiETXTmHUQHLrKw2m/Y1kefjzXD9yAtWjuCE/9xT4Y0C8k%2bexoPNOcNNaUKIakAcMJADEvlCEY0UXqQhPoSvuKN4YisPvblXg324y%2bAct%2bOqlLnz1sBG/WyZJzmXinfFE3GnwRXmoK8zZ9405TJnytuwoFtwqyS8qK%2boNJc2WkyUCTqnQkEy%2byhF/nKClp8Wvz7hKMvcin/lw3xu6bJq9HC424%2bygV%2bgoDKQQCiQJcoXbiwOl0cZguhl0NwVDG9m%2bkQzfkHlVCnSSAkM4rRISSSmJspICSXSLpkwvCgwST/pFJPsehoerNazJ1tame6GyNqJcNcQBcsFC3TU86gxDY4gLdCEH8LA9HO/OZ%2bOT9TL8ZqsSv9uuwoezmXh7OAGblZxwmIuk7oyp/PZT9hobPwdLpr8NNYA9r%2beiNMQlOsEj1AOex2xRKR7NkezGOc9prn4du1gdO0NVCp1hpg8X0peKkN2MsXTlCxUYhPrsIMjE/2%2bWuvVDPAFeY6qvdsVjkYJouScJqzx%2bi3V%2bj0ptiX16sSuZvTYVC31JuDGQhs3hbKzw%2bBRJMs73qPQIXLwBUlEJamxNCYCwrWZY1fnj7QUaKbq92kASl68dmuOO4XrBFdzUBWCz1g8zzJLOZHeU%2bjugL8UNyV5OdJa7YcTgTbjyxsY7pO6iIcEepNhKuOqENDrEgpjTNHTi/wNp5Cdyl/jjVZ/gqBwsD%2bVibbQQGxNFkil6tFSLB4s1WJuuwu1pmqEpKr4paufrZMbt0VQsd8RQ3IjnatGYoQiaZ9tYYU1t0/LeGUzEWmeC9B7xRk%2bcpKjWeaN7wykopxQW5sSIhGfNFqVVm0BrayS1xJOOJrhJcntnPR8/pLi5T2c3mX8OHfHuaIo4hpbIY6iLOITmqCPoinfDePZp3G3yQTAzQDxP3EMtIWWAiTBa1Bdk/4MaYwRfcaL2OCW18I2RbGyMF2JlrBA3RqgzxgqwOVmKjbVwW68AAA9YSURBVJky3JoppxsU/xeoxCs3dXi00oDVsWLcnCqDrIE9vpap0VoShNmWGHQXB1PY%2bKIuS7xXF%2b/1faSSEG9V9S9J/KQXI11sn2L05LKFVvjjiCNrny1KvAARLz6VzABr8Zrb2hABbnIGHYGfbBbjA44fLOXge/OZeGs6Ha8S2Bdph%2b9T/T1oC8atBj88aA8iAIHwdZf/HYB9%2b2T0Ac9ByWs72RnjqIMpjtMLuNmZoizuAttgGDpLI9maY9FTFoWuknB0ltD9lcewpceisziarY9yfzSDijEBzeSAZrZGWXmKF8o4akkSA2RKXTaJj4HXUgxVp5xHYwrrnCKiSQiiDGGEhLryRRfJsYPk0kYh1EoQnLniVmR%2ba0pUJVPU0PA5SQprKYtTPbV4QDv73noxPrxViR9RFv9wNR%2b/ul%2bLXz%2bqxS9uleGd1QK8PBKD57tC8EJPBDZqfRFyWk4S3Sv9ecKY3cScLVUjF6/KreBxkOTH9uh7Qo3iaJZOYRAacgOgI9E15/oyjkA0cWHbCshtJPeWvBC0FIRQ/qZgujEabSTu9rJQyHQkvkaOTraxabYQIW76CkkUJX5EzVf/56LyEAxWh2CkJhSztVEURdHSm6Npsm0bSTQh2A0a1v4%2bBq1UmMGCWWBkJGyxMXu3ATJ8nfBkIA4/XinAL%2b5U472NYrxJtn93oxS/f6Udnz1pYVbk41FfOF7oC8PT3gjMl11G/HkFLjtbMfX30ADtZu9/DrbcXnNTIvyyE32APdJCTqKlKIT%2bnm2uLhb9dQlsdwnor0/EcGMiptjqJtpSMNaSjon2DNyn51jry8RYQyzjTaEZ6hHElkDHRFdI4bPan4R1UdvSH4uysDaSiXvXi3F/jj8cz6Iwysb2bB7uLhRhi8SYRQmq0Zhjv3h3x8DtaH8tubWyog8wMYCh6R4keh/Aq2Mp%2bAHb3Ae3qvCL2%2bX4wWIm3phKwwfb5fjFdiUedUfiCVf%2b9dEYvNgfiSnBEXFuCDluKz1eN2U7tbDaL70UOUIC9D%2bjRazXYekx2NpgBm5xLlsUaU/W6vHyehMeLtfhyYpeBD1/g0JouR4vrlMA3erES%2buteGGtEU%2b32iArY4uoZ9o0EcWW0gg0FYZwPxgd7P295aHoKA6h0kvBBF1jDW/WxrTpYhbER16As4sCJmR5Y6a%2buaUxrG2MyNZ7YEQNsGvvTuzYuQOGxnuR4OmMNwjuD5nmP6EC/Ph%2bHX62VYzv38jDt6dS8PJgNF6k5v/2ZBJHAu53BGGq4AK2GvxJjkfY%2bvbBjIDaqqxZXiaSDHYiEUZecZX%2bCNmacxkDZX7ooYjbGhF2NwMjlLqTzIhRiqABCrtutr9BSuE%2bCrgRCqLphngOCqGSVG/UZhCELJJhVgCqM/xRmc4%2bnEWHR/fXQIMx1cp0aojm977UAN445%2bHMoI1hbGEGua01V9yUn/fDyHQfjE1pgBj8XoPd2LVnF/YSgMhLjnjzeiZXvww/WS/FR/d1BKGG5SD4IB/fmU3B24sZzIocCYSH5IGFqmvkjQi2SjfY2lD4qG2YZQYwMNwFM3PxUGQ3jh%2bQIyXgOPv/JTpU8hE5aZ2LNU%2bV10Mu6ycHDNLF9hcHUeRR6ZLgu0so9FjW42XhGCsNh6yCJNco3F/6VegyvVGd5sOWRhLk50bxzyqSxWJPBrqInt8FFyiVljBh8DZyK664%2bOuKDSwsTLGfgZuaG8HIZB%2bM9u/lJI1hwAkbW3DFrPdjuDIAf3ilDR/cLMPHD%2brw64d1%2bBUNkSDAD7Y5tsrw3koh3pyhDKb7u98WhtuNQUi65gAr2mobWwuCuhN79lATmBvy3oYwFw9d6Dt8zjlLr7vFC9I5tvX5tlh0kQh7GXwPj/Wyw3UU086T6/QqkOAQkOGSEMjmu%2bOx0iFGMua79HwghM1SfyJGKH9z4s7h0jlHaChx97MOzbnalnJLmFuZQaGUQ6W0Zb1bEAQzaWtiYsRsMJQmbGVlTlBMYCi6A2Xrdl8y/vRqKz57oQmfvdSCTx414JMHNfjkYS1%2bIwC5QxDW2SKXstgms7DeFApnjSmsbCykUjITABvtgwGzy0rOa1tSafI%2b%2b4wNcfqkFvdnCeCdRryyWcO6r8DTdR0ekAMekgvur%2bpwe6ESW3PluLNYhQdLPGelHrIFpsxSB1UdVdTtqQzMUg3WF/shNvIknFyspWCMzBiUBRndliuusoElA1Oo5LCzV0FhK2cJmEsAWLMcBAjis42NFbPFFhbWFjCzMIKZjQkcnK3x%2blwx/vOtPnzxRhe%2beL0b//5qN/70Whf%2b8Fo7Pn%2bxCT/bLMRbc2ksiRxEXnOFhZyAW5rAlNcwtWKpEeB9BnthaW0Oc2tTZpc5LG1MJd4JCTqJnsZYzLPV3SYYT9fqSHi1uLNcje3FegJQSxJswwvrDfy%2bDHfnKiArpgaoTPZhilBIVAbiwAEbmFhTzjKFRapbM2hruQjIgmyvhlxuDbVaCXutGio7OVfaitlgLgUvApYzK2x4jkLB7FApoFTbShPV2DNTFCYICziJv7w5hL98ZwBfvcHx3SH8lZ//4/UufPmdPnz%2bpBmfkBsa6DNsOA%2bV2pot0FQC1ZhzEjxjzqyysDSDGYnXQmQZs9KKQItss7ShJXewwgl3NcJ9j6Ew4QIGhHOtpwvUxVMRlmClJxPjlSTJqkjI0iLOIjviHJpYM9nxF2HJgO3sVLwxJ6%2b04YpzhUXwWiVUGgVsFFbQajWwIwhywQMc5ry5QmUrAaNx1DBYFbQOdnDgsHdQSyDIldZwdFbBkZ1DvIz973dm8OWbA/jLW4P429vD%2bM/vDeOrt0fwf348jn9eK4dWYwEHjeAZgmttCUvyjDn5RJSWDUtQOi63kACwIDgKBeeq1A855yhKxFJOkmbncHNzYClfpW2PoU/Ix42ODEyWRWKGnUJWTbavpuPrpP8P93XnBeQMUM3VVsGOAavsbKVU1zraSemv4DHx2YYEKLex5oSY9txXKRUSAFonBi4Gz3d00sDJWSPtK%2bxsJBBUGhu4uKjwrc1G/N/3CAIz4a9vDuKrH03hi/cX8OWPpxEd7MHAaKY4eVuRWVwEW4UlFGo51Bpbcg%2bPM0gBhMgMucg2zlMMpThHzJnzVGuU0lbJeyvsrJHKhX6yUExfk0uTl46bQwWQrY5kUABlYqYzDq4HVfyRAvb2/CFXXKtVSfsOjmru20kprWYZiJIQBCcyQIAgtiJjBGhanisClgCQQLCDk5NGuoYdryW4w4R8Esd6/dsPp7j6o/iv743hP34wDny0irWhLK6eCYO2klqsFDRLTWSghtkkssvOTiGVnimJWCyYHRfMntcXgDs%2bu69YBPtn4DuILOQ1lPaWdIY5eLpcgseLgiQphDpKQ2gWQuFz5RBsiZLGQcWbKKHWKqRMECA48kISokRWDBUzwY5bsQoieLFK4jciSzSciJr79ryOuLmTsz2cDmila4hJ2nNiSnvBHSZ4iQrzf346h7%2b%2bPYb/%2bdkivk3COn7Y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Prior to joining Lancor, Michel was the Managing Partner of the European Telecommunications and Digital Practice at Heidrick & Struggles. In his early career, Michel was Deputy Managing Director of the Benelux countries for AT&T, with responsibility for sales, business development, and customer support. Michel has a master’s degree in industrial engineering and biochemistry from Institut Meurice Engineering School Brussels and an executive master’s degree in management from Universite Libre de Bruxelles. He is also an AMP graduate from the IMD, Lausanne.","linkedin":"https://www.linkedin.com/in/michel-coucke-66112a/","websites":"","countries":["Belgium"],"cities":["Brussels"],"image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/michel_coucke.36a08ae.3e6e658340283fbcf486f11192b0555a.jpg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/michel_coucke.36a08ae.3e6e658340283fbcf486f11192b0555a.jpg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-9544d2515cbac16eded8b7eb207e8f29'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-9544d2515cbac16eded8b7eb207e8f29)' width='640' height='640' xlink:href='data:image/jpeg%3bbase64%2c/9j/2wBDAAYEBQYFBAYGBQYHBwYIChAKCgkJChQODwwQFxQYGBcUFhYaHSUfGhsjHBYWICwgIyYnKSopGR8tMC0oMCUoKSj/2wBDAQcHBwoIChMKChMoGhYaKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCj/wAARCABAAEADASIAAhEBAxEB/8QAHAAAAgMBAQEBAAAAAAAAAAAABgcCBAUDAQAI/8QAMxAAAgEDAwIEBAQGAwAAAAAAAQIDAAQRBRIhMUEGEyJhMlFxkQcUgaEjJDNCQ3LC8PH/xAAZAQADAQEBAAAAAAAAAAAAAAADBAUBAgD/xAAgEQACAgIDAAMBAAAAAAAAAAAAAQIDESEEEjETIkFx/9oADAMBAAIRAxEAPwBICpAV6BXaCPzHx2AyfpWnvTy3gMsigAhc4LY4FFOn6HpvlqZTNPL1YZCIo%2bvesqWf8pFBAiKAwErDOcntn/veibQbN5wxlO5XA4%2bVLWW4HaOP32zf0rw/4fvbURSabG57PE5Dffgn96FfF/gp9LikvtLkNzp6n1gnLxD3%2bY96YWnaf5ZVoVwOmR0qEtrMmswujhorkNFOhPDAjvQ673nAW7iJLKEfX2K1fEumtpet3NqR6VbK/wCp6ZrNxTqedk1rBACu1uxUsB1YY/euaioXF1HZoHlVmDHYAvXmsfhsfTrNcCTVpssSibVB%2bgpreFLfdaRSrgr1YfpSgh8pHZX5B/iM2D1PI/ajXwt4sTT5oLRyYmmO1AejcccH3xSdsW/CrxpKOmNrSLjCeWAGULkmoXMIuLuLa23YfMB/ShrVNeuvDYWK4spJHYZbYCQfmRjrWtpmpx6nDvjCowHI5BHHQg8j9aDvTYxJLaQv/wAURv1e2mbBd4jlh3w3egwCj78V4o/z9m6s29Y9hQL6cZJyG7nPUUCAVQracdEW2DhLDIAVX1KMyWMoGMgZBPbHf7Zq0BUsZGK7OE8PJPRIbW41ePzy/wAQI2nHGOK0/Eg87xtpUVpErSRFWBPOee9DlvKYNaGzqgB6dsVfjuZNS8QQyGaO3CMNsjEBuD70pJPsVK5RcF/T9GXEFleRxW9%2bqs3EkYY4zwOh%2bfNVNYW2tlIgXD4xuzkkdhQraSWtzpf81eypdja8dw0pby2XgekcAEdfnUry5uoGiF6y7irO205HpBPX6ClpL8Q5HC2wR/EYNFqyWrStIy7psE52B8YX7Ln9RQoBVzUr6bVb%2ba%2buSplnIY7RgYwAAPbAFVwKo1x6xSId1nyTcjkBU8Vm32tWdnld/myj%2b2Pn7npQ5fa/eXOVjYQRntH1%2b/WiAgmvUUXcckTAzxruKDqVyOT9639L0qcX/wCesgm1m9WQPTzzS60G5MN9J6huePblj1OQeTTB0DWJI2ETbEjYk8jBbHxA%2b4xyP/aHZXnaGKbXF4HVpFs1xarGzLJGRhowMgj3rLk04yanKHbdAiMikdfKXl2/4D5lgKpeEtXM0dyTO0EUCCSVyuSqE4GFHVmOFVerHp3NXfEOqnQPD%2bp6iyBbyMFI4yQ22dfgiyOohLB5GHBlKKPhrrjcRyfaXgXkczKwhIJcCxu57WUZijkZFI524YjH04q/bzwz/wBGVHPyB5%2b1Dv8AjGSScck9T71UkBEoZTgnnjqKesoT%2byJsZ/h//9k=' /%3e%3c/svg%3e"},"private":0}},{"node":{"id":"michael_gaffney","path":"/people/michael_gaffney/","excerpt":"Michael believes in humanity’s inherent goodness and its willingness to help and lift others up.","content":"\n","name":"Michael Gaffney","rank":5,"bio":"Michael is extremely grateful to be serving as a ThreeFold ambassador and fully supports ThreeFold’s mission of a sustainable internet in the hands of the people. Michael believes in humanity’s inherent goodness and its willingness to help and lift others up –ThreeFold holds this view as well and challenges us to believe it can and will be accomplished. Michael is currently an information specialist with an energy policy think tank in Saudi Arabia and in his spare time is a fitness/calisthenics junkie and an avid traveler. Ambassador fell in love with Threefold What's not to love about a foundation that has the technological skill and know how to build a new Internet and the compassion and heart to give it to the people. 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\n","name":"Marcelo Bohrer","rank":3,"bio":"Marcelo Bohrer is a creative thinker, focused on design and innovation, passionate about bringing transformative ideas to life, and use them to make the world a better place. With extensive experience in using design thinking to develop solutions to complex scenarios, he created several enterprises with a wide impact such as the Nadism Club and the CyberorganicStuff. 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Companies such as Audi and Porsche entrusted him with world premieres of their products. His passion for & p2p technology lead him to work with many startups in the decentralized space. 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s2h0ccHLrqmsHgk%2bHQJJio7KuHnx8ZENW7E70yzgx7AXyZXxl%2brWcxAssfLm6Wfzz17n2zo43RdD8SmQpvL4UVpdfCS2ogJfU1JXDGioR2IZGeh2pCYGnQrFUGL4JtLVYKhx0GkBLq8Q0FcHJRXBKEaypGEEHQPTNVL2KatHznWaJoUUg5FMIZAyFiuMLWTwBD0thoAg0dCMbQ%2bHDiOxydFNxHb0Ew63AsrJePrl6Znfsse1HwwPu7V%2bfdW77u/Pb4raufnpyW%2bH5rdSMC9Kqx0p4sotVbBUgeKhsDbNKoxL/6pdFUMSyCqoLKlGF1chiKDKvHPq%2brOZ9aVVxFQLM5hoUFoUng3SCYchlSFxxLbawGlNUg/lYi66uJ5YhiR8R5BJkYxGM/BFJKUHSIFIZUyphCsUsNo9GZ1AaaSQ8mYAj44lNIHlwRdC6vOr6EgShvJ76EdlYjmZUNLBhjeKSitLY49sexB3IvHni2cktKcc3vjq1Ke/8zmdHgo%2bFrCyM3a0svWfCpvcrkSN68oSDZWGX2HlVBlnjT59nNHpDcnZxbhniQzkAnlNcnV1U8b68sqiy5mMVtLQGRqTRWiwuhd7GlWsauVI4gV6DbcqHYz8AJzB8MZJcUEsqRpBBOgAgOptdC5ZfjVrWrAL1ssVkMtsdNrfb5HQIlSoEgVoAxWSX12V%2bRLwqrntVjH5dRiyoJaY/v3M8YkNuYiwy7XrNg1Mfrxwoit2Zf25L%2beXdWae3ZUdvs6OS%2bsXVg8q6Lz7TQk%2bzz0r3WWldWuLsWJe0WZOWW55ZUPumqPZdKexVfmVWfnnmh%2bK3xeXZhSUfq2uFzS3G1naDq90IcLZprU612S7XGflKNUOiIHDEqEZ2NZYGnHyowUIMDofZ5bK0uq2tbXaPx9HudXm9rV6vu7PT09Xl9HZobXamRFGFob4prU8rQLwsaSiAoh/fOnv%2bYMjHJ3GIpCt1D882Jp1nJ8eIUmOYicd4KWcciJQJLWGxTTjt5P5uwvmrcet8j%2bqnEetkl2J6wMIUqZ5klWXm16Z/qM4pqcnMK0vLKUp/V5z2tig568Pb4gqV2aU2tzVbXGqLU21xaMyOFrNTa3UZ7K16u0tnc7RY7Uq9SahsoXDFEK3ZprU69DaH0eEwOVvNrlawRbe2tVndbTZ3m73N4/B4nd5Oi9sjbjE2NIFSzalCoU8e2haxdUPq/fi0qyfvHN6ScjS8NHbXq1M7U49vzT23C512nfbusQn9ukNOYKNK5ai3XRr8uFfmURO7rQICXXj/ZUnCq%2bJ7GYWJrwofZRY8fVWQ%2brYo6XX%2bo/S378vhcr1Trnd9bx1yvU1usMoNFkCzEewr7RqLo2WptX%2bX7YIoDWa10doCbFgcAHBLb3cDrwZnq9HlNrnAxrXN5HKbXW2Wtg6zy2PxdJEpjZtD1iQmPasoSM%2b8uOfxkZDHh0KiNwee3bj60d71Z/aEV987V3x%2bR9WVPb0q3NyABXrlIB%2bV264hSnFvO62Sahzt5osP914W3EzNvfY85/rznNtp7wA3kt%2bkF1Y3CpolOodAYxVpbCKw6WqxSlpsUq1FojVLdUY5OJPogROg3qkDUp1uiFSjl7XoFTqzUm9T6W3NBnuz0QFQm50tVpfW1tpibdVa3Tqbu8Xm1lhcxrZuDBqReOV4bvaL/McxmTE7o7etO79tVVTYylcnd2jy7lY8u4G8eSQlavODgxsFZSk/jztMTFQ/OPNg8nh1mQ4N5yOScDPt7b2XH%2b5kvL/94t315NdxjzOupWRXYGkclQnAVBhYCgMbIP8jHIWRqzDylAa%2bSi9oNog1RqnWLNeBbY8Vwpdp%2bPIWgVIrVOlF4JnaCB6LNQap1iTTmWV663fsMoNdZrRLdTa1oxuJgJ8/ugNDbqhMjkuL3hq/N/TCljVHN64pvXSok5wvhuVB75xIidryJHofPfehlwt1KxsnnTz0u8elqZctGuGbcsS15Dd30t7dAeqfv7nyLPNNGaKWxAa6aZIWmrhlqZVoaGJNk6SFDhC10EQauriFIdYyJTq2VMeVf7ehNkg0RkgTX0oXyBhCOVOkYIub2ZJmlkSzhLSFI9fxlAA9T2UUqC1CjY2vtkl0XiZfcf/ioZzUu%2bj0q3kX9hTE7HhyePONyK20x%2bcG2TW6hnxJ6QsLLMtV/3bBxhqycMa7df/3X/9qcchOKEwa8RpT8yquPX9zKzXnetKb60lZhTAcOL6wZLqmJfWaJlEzVaSmLrXNFKGKIlA2CVQAmlBFEyhpwmamRM2VacCIi5uXgGBpXBydj2cIiUwxmS1rXEJB4TZT%2bZofhyaGWMeQ6JlSE1tu5ShsXKWTr3FX5GXAUuLz4o4kRW1LitqacCC84soRa1ny72d6x3SN%2btIngzyoT4yaVBOnuwz/8PupP/zd3O8WezrYUC2y5EluGZB%2b50Xus5ziKhyVLdcyJBq6pJkhBqjoSygADLGSKZYzxFKGWAY6LLH0OzK2TMGTKQRylVChEik1kFoiA05iI8g8ZCOvniLANIl/nIaILAWJo2rkaSh8LVWgaxLpaUsnLwtLZuVp2/F1NdzCx6SnF6vi9tXE7cXdPyl%2bc1OXe%2bNvZrr%2beqpNX3Afd3GHLC1uRIL533/z7V/%2b8O1f/mHhq8/kqE43SbjPPlTk12CgeDqJJ2XJW0Co2VI1SwLkKtgSOUe6BFsi5UikXKmcK5VxpaAj4ckk3O%2bADl8u48mkIoUMbPchFQ3kKiy1Gk8Hez0okQVfcgJOQGJMk6SBLsOxlAROM4mjIQMbQgMNnIClRpaqlcMXiQsfCFIvcJ%2bcIt7YC7sWWXfnSHPuDS8%2bT1P2gpZ25ePpcNS57c3Zd3/p1f3ht2N/%2bP3kYoesl1zSM9BfjqUSuFIyT9bIl1GFCpoAIGeIlmAKpUyRlC2SsIVijkjMEUu%2bI%2bSI%2bVyxkCsR8aQioVQilkkBEoVUqlBAytGkcgypAkuuwJOrcPRqsGslsGvBWYEsQDaK66ngaCfDAhusZiJH3cjTUkRamszGFSklpQn0xON1V3bXxO8uvXLw/YW90BsH8Q/P0N7cZeQlVd08VnB8I/FqZD8X%2bo8/9fzTX0/%2b9Zzn7/5qrtvnryHQ6mk8dBMfSweHQyGBBbJXQGIJG9lCCptP5fCbuIImDp/G4zEFfLZQwBbxWCIuW8jjivnACV8iEkokAqlEJAU25JAiJL64jlhcTypBk0vrm0rRjHIMo7yBVYVnQ4k8GEmIoIjraBI0Q4plgWWpmcxvoYjNbLFGUvGUlHCw/tY%2b5L1jlOTYxsdn0dePNNw8Knz3QFX7pjHjRt6pLdVnt3YyS//%2bc%2bc//83U3/489K//5x8d3s4SNAlJYSPJLBSZXUdhoansBioH28TB0zlEGotEZzWyuI1sLoXNpfE4DD6XyecweBw6j8MS8ABsgYAjEi0hlvAlUkheNeodlPAOin9fi8%2bHEQvgjUVISjGKVlJHL8cwq5dscGtJfDhVhGJKMeDozVWRhNommVlU%2b4qRFFV3fc%2b17euqH8cI8h7yXt2SFiRr6/NViFePDu94sG0VMn5XF7vo7z%2b1/3qha8Cj%2b%2bc//K3CYCyuI9QS6DACHU5kIEg0FJkBqG%2bkYyiMhiVo%2bCY6gcb4AYnOJNOZRDqDCDpM4I1DZXOaOFwGDxgDqSWGYCvSK6sqiuGYAjg%2bD0bKRzQWIho/ohpL6xvLME0VOEY1OLyR%2bLBGIYIuRrKkWK6cKFCRZQYBKoedHo25HVEef/DRwZ3ZMftrHp3HvbjDeJ/KrciuuB/z9tAG8btr/fyPfztjnxpy2B2Gv/%2bH3yt1LblVqPJ6chWGUrU0/cjVeDIU11iLa4ThG2E4MhxPROCJSAKpjkiuIzbWk/5MA5kKvAFLFCabxgFh4bIEQgix5AEqPxFV/IKIzIfVlEKRUBgaXVJP/oimFKMppVhGBQgCOKqSBQiqGMGQoLkKPF9BlOqF%2bGJBzkXi05OszCvUp5eQFw8hL%2b7nJ8YO8zC/G/e2gxPfrQNOdHo3u%2bCfv3r9Xcb2Nvtvf/vt17/%2bmS0SlddU5lVC82DoYhSupA5XjsJX1OErMQQoGl%2bLwcGweDiOgMCTEAQSCtggketJZDS5EUuhEmh0MpPZxGbTuRymgAPSCYIuvF9X%2bLAs8yb83QNcyXNS1cuGsgxU1ZuG%2bnIEBlOCoZdjmVVEdi2ZA6PwETR%2bHVOC5SlwIj2PhhUXXWNlx7OzLkve3RSkX6Q/O8t6ftZDfP%2b/ZlwLrQIzMsNLyJ404f/pJw%2b/EavTNf/yy%2bJvf/vzb37zdWykR6eTYQjoElhtKRJTjsRU1qFr0A0w3BJwHBaJxyEJeBQRX08iYsgkXCOZ0EQh0sDZkE5lMRkcFovPYgnZXBEPUvHmcn3hfXL1E1jurYaSJHRZRm3%2bs9oPD/DlSXzcuyY8FIOrr8I1luGZVWQOvElQT%2bPgSUQBt1Ehpssx2aKKBNbreDZQ//xs09NoKyJj0kj8zbD2d2PGL72SUQ3qlyHZQo%2by%2bH3epbg4u1W3MD/%2b5cvcr37107ev88O%2bNhy6rKS2thyJqkAhq%2bpQNWhUbQMKjq1D4uqR%2bHoUsR5NasCQ8bhGEpFKJtMbKcwmGov%2bwwBHwOWLhZAXD469eXK0%2bm00oeI29M01XGlSefbD2tzEuqLnDSXJdfmJmOIkJrEaS8KhcShYZX5NURau/BUT9aaFB1MyoUJEKuP9DVrqeV5mnCgzdpBX%2bash9S9%2b9W%2bnzAvd/G9D0i%2bDMsTH3BdpmatXra4sL5ubHRkZ6R0c8PT3uXu6bFVVHz6UlZXB4WA3VI6AVSBhlSh4dR2iBo2EYpBwLApBqK8nNjSQCQQyiUQhk5soFEYTlUWnselsLofL50LS70c/jN/z4v4%2bXMX1t4nH0e%2bvlr68knE/%2bvWT2PRHF6%2bdP/Ax6z6mIpNQlYWtyERUZDLJ0JrSNGhlEqXu7fHD%2b8qybvPKEygZsdysOF7GBWXBHV9z/XyP2G8mDqiqvUp4Vf7L8%2bcuPk54Fh935e3rN319bX09rv4%2b18hw5%2bRYr9agAuf4goqqj9CaYvDF8NpSOLQMWVtRB6%2bsQ0AxKBiuHoWvRxPQDSQ8jkwkNpLITY0AKpPKYLO4PC4k40F0QtyeD8mnqt5ezE87V5N9qfrtjazE8%2b%2beX0p5EJP2KDb/9aNniTdfZz7PyX1dCgU1A4xDA6mhOOrwXggEknL3nKjyYe3jI/VPorDPTqKeHCO8vsQvf4DNOJd169i1izFnTp87fOBQ6vO0nTt2FeaXOh2m0ZGuyfH%2bhfnRz5%2bnfvo8rlCLcz7mF5UXfigve19WWlBVueQEBi1D1NTUwWvRSHgDEoVD1RHqMSQMlowjNBIo3z1AoVXVFUWQuxf23jy7PePugfyUaAr0LrkqAVOeDC9Or8hLrfyYjcMiahG1mW9zUrNep2RlJWdlvsx5D0VhL125Afl%2bPbp%2buqU%2bmfziBDHlOPXl2cbMs5hnR1NPb9oetCIoKGTnzt1rVq/OSEt/cC9hz%2b59paUwFpP16dP49LRvqL%2b13S7vsYkJOETmu6wPucl5ZcU19bCiqoo3RUXvSosLqsqKYVWVSBgUjYJhkEgsop6IbgBjRyHiSfis1xl34qKvxURBXt6PenZ175P4PdXvYiTUVAYhH9dQjcbWYcBrtCYsmUygNhEpVFRDQ3FlVV5JyZv3H8K37oRAlgcELP1T3M2YIy3oNEFurOj9JeG7WPyTQ/G712xYt3bNuuAVKwLAC4cOHcnJfrcvYt/NG3c/FtfAoKjuthavnt2rbxq2sr50KznkmvTMpKbGGr1e7GnTWixyJodSAa9%2b%2b7HobXFhYXVZeXUptB6JImLrsUgMro5Axr/Pfbt9y%2bYtYcGhQUGQnJRzlflPa8pf1yI%2blkNLq2A1UBQcVgdHNdThyXgihUihNQrFXKNZ19HtcbRa90QsZU5AwIrly5aBTvT%2braKKRGnhDUb6GcS9yHPb16xYGRgevjlw5QrwdO/eiOTnqdev3di6ZWtRUWnOu4LMzJxODe2nDuGXLvlil2LMI1XLyWoVy9PW0g6MeXReT0tnu9bpUElkLCy54cWrtKcP4oryXuS%2bSbp3%2bVjCrdgb1%2bO2hYcFrghcBlm5OnAN5GPhs3osjEDB4yg4LBlDbmwQCJmqZoHJrGprM3o7zJ2dpuEhz%2bL88ORET1LSYyBrxYpACGTZd/2QjetXITMuYZ%2bfyIwOiQGeXZcAAAt0SURBVAwLXL5i5erVq5Z9fxgUFHT3zv0H9x6FhATHx1%2btqoI/fpz6KPEFHQsdcQkmOlS9bUq7ReJpU7e3aZx2hcuhdDlVbW6Np03T6lK1OpVtLpVey2%2boK8lIjHl0bvOOIMj%2b3Zt3bQ0OCVoNfnrlilWHI3ZAynPP1te%2bYTAxXo%2bpr9fe02Pr6jQN%2bVr9/ja/z%2b33tfX32cbHuq0m2dPHtyHfhS9bHgD5d9ezi/tTz%2b8JWbXUX/5HX5Bly5cfjTqe8SJz967dq1ev/pBbBMb%2b6rX7Dx8%2bL3mXxsIV93doW50qu1nkdiqddrnDKml1KtwuZYdH0%2bFpcdllwJvDLve4NV0dBtCXcjGF2Y8eXTl8//zBxLhDt2OjoqN2xx0Oh1CrLtFgz%2bnkUqGQ4PG09PVZu7vNXV0Gb4cejD0wM9jvMumFb14mhIWFQP408j9Ufm/DgtasXx34p49/um7euH3uXAzoXIy7mptbdPXavcuXbjy8c7P2/dMeC3fAJe3xqN12eatdbreImxVNGhVNr2GZ9bxWu8ztUHhaVS67vM2lBJFpb9N2eA2dHQaTlkvFlOYmXU2%2bciT%2bSNi1o%2bEQbP4FPuypkpJNJxUIBVinU9Hfbx8YsHd16gf6bT1dxt4eCwVXGhdzbEk85C%2bvZcuWLfsvbkOCN4RGRR0FjyIi9r/Kenf7zoML5%2bNPnDj35E6sR0ue6FH3WDlabl2LANPlkHY6ZR6rCGRUt1vlNAm1KppOzTDrucBJm1PR6lK0tTaDcAGAjZ5uC/Aj5hKyU%2b9dObIZgso5Qcy7qSZlael5TGIevQkKEnFwwNHp1fsG7d1dJrdLUf7h6ZatO74nCOT/51q5MjByXyRYegNWrHz08PG9e4k7d%2b7dv/9wzKkjCkZlh7HJKILjK9LqC59p%2bQiPjubRUS1StIYD5zTkd9kE/h6j193ssIhdNkmrQ%2ba0S1tdyrZWjdvVDCY6mBvdHfrpyZ42p%2bpq1BZI4bMIePpZATzZQMszMguZ%2bLcEbJFRJxjos7W1Kr3tWoUAl5N2a82GTcDA/yj9RzTWrF2zMnAl6B49evTe3btBQRuCgkOjDu6B5ScyEK/J1elZD8/dP7ubUpvVrm/qd/ANQpRXT1OxYQxMQZ9TMjVoHxmw93bo2xwgwWQOqxikk8MGnMjbWlWgRvV1mwY79a8fX75xbAvkSUxIwcNI4rvL0voUCzPfzPrIwr0h4Qr0Wk5fj6Wnx4yFvc14ciVw9brvAgMg/1MUwPMfNtatXX/1ypXQ0FDw6eDezWm3T75/dvH1w7OXo7ad2xea%2bzSWjshu01J67TyrDMvFFqo5cLMcbxA3uHX0PpdssL2526Vsd8g9TiWw4bJJvW51X5epq10z1CYbdfJjIrfsDgmEZN3YmXExuPLpIUbxLRU23Ux7b2Xl8wivG1BvTTpOb5fp/YuriXcv/nFwlwUsDwj8oe%2b/y/4f14ag9efOnAkP3wLeOLwjOPHivpQbx1Junrh4eFPM/k1Xj27Bl6eSq18Up1/HliYDY48vRmY/Pp98/Ri6NLkR/qaZDTXLcD0OUZdN1G4RdLYqO9yqvk59h0My7OR/7VNPuYVHd4duWAmB6GXk7GtbPt7bgX11llf1UI1LN1LfOjiFbEwGuSFfKaG%2beBB9K/4c5M8zAFTIlcv/YyX9iwuswWejT%2b/evQt8/9HtQak3jlW9vg1UxkdtuXAg7OLBsCtR4UVp168d2xx3MOTmyV1HN6%2b8dhyEJSTp2tGE2H2A0qxbMmp5M6dWy0f1OsTtVkGnU9LrlEy3Cb/2Kn7j1/fqmnaHrDy0ZS3k51/NNfPqSh7srntxgpwbJ0EkavEgDjl2Vp6clEOqzcq4f/7MyUNLBpb/ebw3bdp86NChLVu3Biz9z9h/iAa4ExGxJ3LPrqAASMz%2bjWWZV%2bnwDFTBk0tHNh3bti4mcuOZ3euuHd9%2bete6EztWnz%2bwac/6Zad3BZ3Yse7yka3Ru0MObFx5bOuqVwnnqnMS0u%2bdklLKOgwsr5kNojHSY5gZMP7Ur/krv3aqXZ5y/2Jp0VvIwIDt89dxJaMC/fIkPjuG%2buGiDP5IR3xhprzx8Av1jKKUexdCw0L/cgVYtmzz5vDT0WfOnju7ffv2HzeXL1%2ba5Zs3bTocsXPbOkhEWMCjuP2VWddLM6/fPbd3X%2bjyQ%2bHrz0eGnY8MvXJ064ntq87u3XB614bIkOXn928EVveHBe5au/zwpsBTu4JundkXGRKYejta2liKr8qgIrPV3Np%2bl3R%2bxP11yvub6bZ/%2bmVIJyYgYGWQwX7b6Gg7qJjEd3HU3Fj8q9ON2dEy2H0jOdPGeN%2bhRN27Eg1ZvuK/LDjA0Pr1QdeuXrl8%2bVJIcMiP1N%2b%2bKXhH0LI9ocsObF11bOe64zvXn9y9PnLjil3rV1w4uPnMng3xR7dePLgpKjzwzL6Q49vWHt608nLU1mPb1u5aCzkSvioqfNWJnUFhK4D/tdej98Qc2HR6d1BJ5g0lq7rHIZj3Oz5PehdH3b%2be76srSU27fxpiNglaVBQ%2b9n192onG7POk7HOo5AOU7DMazDMzNctvppyKivyL4f%2bLorl27dq4S5cfJz6%2beevmqWNHNgZCdoUs3xu2fE8oBOxe9m1auT88cF9owIX9m2IiQs5FbLh6bBvoH9%2b%2bJvbg5qNbVh/dujomMmzvOsiB0BXHtq4%2bsX3doS1rQgMgUbuCtqxdDpzEH99RkHYVV5neZeX1u0SjXZo5v%2bNX8/2tBnZdeTpESC0mfLhd/WAvOu0E%2bXUM5e0F4qtobOoRUdk1S%2bNLtwK9KSz4v1vCwKxYvSowIGDpWcS%2b/U%2beJcdFnwhfBdkdErAreNn2dZC9YYFR21ZHbQmMPQgyJ%2bTs3mDQuXw4HCTSqV3rQeaAdD8TEXJy5/o96yBHt609vmPdsZ3rI8JWbV27PHJzYHDA0jfs2xh4cnfQu2dxfEKhW08b8sj7XeIuG2/Ao5jzOyEjToagOqnqwV7Cy2jKmwv03Dhabhzh1UlM6iFx5a2GihdggMH2DfCfDaxaFbhr99bw8LANQet2795x6uihTSuWRh2o37wGxCHg6PbVJ3etO7sv5MLBjRciQ0D5Px8ZfPnw5pjI0DN7g89GhALpMfvDQN4f2rTyyM61h7atPrhtzc4NK/ZtWrNtXcCOoIA9oQGR4atjD4UnXTsGL3gC4lD%2b%2bk7p6xtiSkm7gTE9YIb4HXQF%2biUsMZKYeQZEgAoM5F%2blvL9M/3hTWvciL/1mWOh6cHpZGRj4n7dAYNauXh0I4rAxLGRTWMjmNSs3r4ZsXw/ZFAjZsmbZ8d1rTu9afzYieIm9G87uXXcuIiRmf8jFg6ExkcEnd649FxEKLIEpGxm87NiOtYd3rj68fe2RHet3Ba/YH75mY%2bDyA1vW7A9fdebQptgjWxOvHo07vm3/5pWndq9/lRBtENf1OgQOdSOkz0x0CMoF1Y/U2Ewrq7BdDus34PsNxBFHk1uJzEm6GLEjDOgNDFzxX297VqzYFxnx4MH9NatWBYHyugoSuhKycc3yw9tXRO9Zc25f0IX9wTH7NoD2wv4gsALEHlhSH3sgDNwE6uOPbj%2b1a92BsICjO9dG7VoDDBzfExKxMTBy89pdIasObV9zOjLszMHw6IOb920O3B4E2Rm8LGr72ry0K5XZCXkpV6veJUA6teghe9NCn2y%2bRzzXIxpzs3w2yqCJNGqjSol5qbePH4/c/H1t%2bnMKrVu3NnJ/xJGowxH79oaFhW7fvi1oQzDwFxKwRPDKZYe2rTwTse585PqYyPWXDod9lx5y6XAo6MQeCI47FAo%2bnotYB2zEH996fMeqqC1L43oyIvjI9jXH9wRHbl61c8PKA1vWndoXevnkrphDm/eErti6bjlIsIjwgFvn9z29EpV8/WRGwvnoA5v%2bH146p/BpiItpAAAAAElFTkSuQmCC' 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Why ThreeFold?

\n

The Threefold eco-system is a positive movement with talented and well intentioned people.

\n","name":"Lieve Vereycken","rank":4,"bio":"Lieven Gevaert inspired my parents for my name-giving. He was the industrialist who brought a lot of prosperity to the region where I live (Antwerp, Belgium). But I wasn't a seventh son. Lieve was just a slight change to start a row of three girls. I am an economist by education. In 1999 I started a recruitment business for IT and business consultants, the internet god introduced in the business world. I got excited about its opportunities to make markets and life better. But there was a fork in the road. If you believe that creativity and entrepreneurial freedom are conditions for a prosperous society, you needed to avoid Big Tech and join forces to build better. Since 2007 I started to connect myself to commonalities to create an appropriate internet and sustainable prosperity. Happy to see so many good evolutions. I believe prosperity for all is possible.","linkedin":"https://www.linkedin.com/in/lvereycken/","websites":"www.lievevereycken.co","countries":["Belgium"],"cities":["Antwerp"],"image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/lieve_vereycken.36a08ae.275d8d4de5a62a7ab5a5d762ab8a10d4.jpg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/lieve_vereycken.36a08ae.275d8d4de5a62a7ab5a5d762ab8a10d4.jpg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-88afc5dafe6cb21572cfd734206462b3'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-88afc5dafe6cb21572cfd734206462b3)' width='640' height='640' xlink:href='data:image/jpeg%3bbase64%2c/9j/2wBDAAYEBQYFBAYGBQYHBwYIChAKCgkJChQODwwQFxQYGBcUFhYaHSUfGhsjHBYWICwgIyYnKSopGR8tMC0oMCUoKSj/2wBDAQcHBwoIChMKChMoGhYaKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCj/wAARCABAAEADASIAAhEBAxEB/8QAHQAAAwACAgMAAAAAAAAAAAAABgcIAgQABQEDCf/EADgQAAEDAwEFBgEKBwAAAAAAAAECAwQABREGBxIhMVETIkFhcZEUCBUjM0JSgaGxwRZDYpKi4fH/xAAWAQEBAQAAAAAAAAAAAAAAAAABAAL/xAAWEQEBAQAAAAAAAAAAAAAAAAAAARH/2gAMAwEAAhEDEQA/AJWrJCSTWIov0Rp5d0D0kp%2biZwPVXT2qTrbNYZNxcSEpKEEZJPDh1pgQNDQg0d1tD7o5pcWon2BFE2kNNLmlTbSC%2bh7ILiO6Gyk/tkURw9n9wtrja2A08UknJJ5etBwsv4asy1qZnW51hXg7GcPD8DmhXU%2bkH7YgyoazLgH%2bYBhSPJQ/eqDkWgu9oifAUnA76c5I6KSofpzFDyYCLfdOxVl6A%2bMbrnEEHwNRxN6hg14oy2m6YTprUDjMfJhvfSMk%2bA6fnQbSyyQMqqhNF25mBoi2IWAkyEKdcI5945P%2bIAqfGsb3GnTBviXdC2R0JU4W3Fx3kI4Ed4gD%2b1VBigdmcJg6bgLaaRh1Jc7vLif%2bUaLgoQckYFJ%2by2u4HTsRqJJuO6lstNssSexEbd5BRAycjHvWq0ztMf8AjY1o1G4iPFj9qUzWm3nire4IQvdzxSFEE9POpGbq%2b1FdrU83uoUkbwPLkc/tSlXIjXdu6RGSBNt0gDBx3knJSoe3uPOu3b0uq5oVOdai3JlQ%2bvuUhbi1D7wVndSefAJwOVdUqySrBeg62gfN0gKcYQRkpQMHJJ6kEjyIqJdbdG8wrWtYHaE4PUd0/wCqTKxg019tM0vXBprJ3SpS93wTjhgUqXOdIrjfOjTZ5PajXlqNMXiFJUlK97klQPdV78PQ0FoODW5Hc3eIqC6dMMQ50VtW%2b4hYQEFxlZbVkfZOOePOiCzxGLeiR2SXUqWe0Kl5Wp04xxUfHhy8KmnYdtM%2bFvirVfXUNxpgSGnlHAS6OA3ieW8MDPUDrVIKduCxvRpKFJP2VMA4/HNBeyPard8T8U5bI4eWN/KmxnPjkcs0Oa8kxGnY656iEKDgwPHCd4jPgOFFPbPBCe3dSs%2bI3N3FKra5ZZmoRIZgPqEli2yJDLIH1mOK%2bPUgAD1qSZtcXpV%2bv8uZgBorIbA5BNCrlbTysp9a1F86QxFb9riyp8xqLAjuyZLp3UNNIKlKPkBWgOdV78nTR0O0aLh3gshdzuiC4p4jvJbyd1CegwMnqT6VIsNIbCdT3SZFN6RHtkJS0l0LdCnSjPeASnODjPM1RlqlodZHwbhEdKihOSTgJJTjPUYxRZaWgt5ZxySQPagDRLKk2BhKh3w45nzyokn86CIHX1KSMlShnAAHEnpRXYLGmJvS5SEmc8jdJIz2aOe4P1PU%2blaemLd2riZb6e41waB8Vfe/CilRATnlSkH/ACgtmUzQ%2bpX5sVsOafnurcjuNg4YJOS0roRnh1HoaUKudfS2/wAKNdYL8Oey2/EeSULacSFJUD4EGo%2b2vbGHrHKfnaVS5IgcVqhni40P6D9tPlzHnUH/2Q==' /%3e%3c/svg%3e"},"private":0}},{"node":{"id":"lucia_groenfelt","path":"/people/lucia_groenfelt/","excerpt":"Lucia has been working in Human Resources for most of her life and has a passion for getting things done.","content":"\n","name":"Lucia Groenfelt","rank":5,"bio":"Lucia has been working in Human Resources for most of her life and has a passion for getting things done the right way for the company, but certainly also for the individual. She's looking forward to bring this movement to the next level and get internet capacity in the hands of people that have had very poor access to it to date. Ambassador fell in love with Threefold ThreeFold's vision is an ambitious one is to create a neutral, private, efficient and affordable internet. ThreeFold's team has breakthrough technology that will create a new, distributed and accessible for anyone internet. The world is dying for an alternative to large, non-transparent and privacy-invading service providers of today. Equal chances for every one of us, not a happy few of us.","linkedin":"https://www.linkedin.com/in/lucia-k-3996861/","websites":"","countries":["The Netherlands"],"cities":[],"image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/lucia_groenfelt.36a08ae.ebc7b563abc7a0c4506652070c09e34e.jpg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/lucia_groenfelt.36a08ae.ebc7b563abc7a0c4506652070c09e34e.jpg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-74cf015446742b6148a398ea24d91f56'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-74cf015446742b6148a398ea24d91f56)' width='640' height='640' xlink:href='data:image/jpeg%3bbase64%2c/9j/2wBDAAYEBQYFBAYGBQYHBwYIChAKCgkJChQODwwQFxQYGBcUFhYaHSUfGhsjHBYWICwgIyYnKSopGR8tMC0oMCUoKSj/2wBDAQcHBwoIChMKChMoGhYaKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCj/wAARCABAAEADASIAAhEBAxEB/8QAHAAAAgIDAQEAAAAAAAAAAAAABggAAwIFBwEE/8QAMxAAAgEDAgMGAwcFAAAAAAAAAQIDAAQRBQYSITEHEyJBUYEIYXEUFTJCkaHBI2Kx0fD/xAAZAQADAQEBAAAAAAAAAAAAAAACAwQFAQD/xAAhEQACAgIBBQEBAAAAAAAAAAABAgADBBESITEzQVFxE//aAAwDAQACEQMRAD8AampUqV6ekJAHOgrenadtbZ8622r6iv21sYtoRxyc/XyX3Ipf%2b1nfOvbr7QpNu6NdyxWcNwYUSJiqkLyaR8dfOtsdk6M6lLkG9uGA724nYl5DjrU1uSK5TTitd2nUtJ7btmaheJbNd3Nm7kKrXMBVCT/cCQB8zXSoZY54lkhdZI2GVZDkEeoNJHu7aY0C7hNrzsp2IQZyY29Poc0U9jPabcbW1EaXqRlbSjJwujEnucn8S%2bnzFEl3IbEGykoeJ7xtqlU2d1BeW0dxaypNDIMo6HIYfI1dT4iShrtG3JHtTaN9qbYMqr3cKn80jclH8%2b1EtL38UW64UtYNvR%2bKRWW5mx5ZBCj9CaFjoQlGzOQ9nt8Vu9e12doO%2bDCJXnbhGTlm5%2bp5UdWutG4szcyoiBRk8DcQPpg0Kdn%2bhaZe7KkmvmH9S5kcZGSMeHp9P80b22jaXpu3pbS3aPMy5CFh%2bmegNZGQyFj93NzErdVB9EbgFvjWnv7ORI7K4jCcw7kY8ueOtAxvoo7iO5ibxS%2bGVSPIjqKMdy7PP3fJqdve5jUFiCxyceTDpn51zuWIPbRFCBnLEDlV2OF46WZ2XzDbeMl8Om4ruTX7XSS0iRG3dpIzIWU4HJsE8jn0pk6THsW1/wC6Nw2l%2bYu9wBbMxH4OLAzTmRktGpIwSASKbUepWT2Ds0ypUfiks7O23i08cnHPdWkcsqcWTGykqD7qBTWuSEJA4iByA86Q3tL1qfXdz6nc3StHLJcMXRuq45Bfbp7UbfIC/Zj2b3s8ltcWETqzxT98sbnwsCp5H3Ao61W1hlgS4aW0Y4DPblnR1bzGMHP1riu3b%2b40jc9tPAvHlwjp5MpPP/ddo1fVbdYi3dSNIR4R51Bkpxs2Pc1sO0NUQ3qC2vapPBo15HMBBHKMLEWyR6/xQD3hFmFXxAqM5%2buRWe8L%2b7urg99lIy2Auc8qqsV7y0zjJCjFU0pwXf2RX2f0f8hj2c3y2V6TJgL3iyZPQY9fl0zTz6HLJNpNnJOQZHiVmI6Hl5Uhe0wBfIzKzLz5A%2bowM/qKeLYKPDtLTYJSS8Efc8/RSQP2xXU8p/ID%2bMT4e07dg2htqS9XhNy54IVIzlsZ6UjG4b6a/wBVvr66YNLcymRyABljzPSmf%2bJPULyxks2gnmjhW0lyqg8JLHgbn0Bwce9KvcoZpS78iOQUdM0fUsYvsonlheQ2Vysk1s03CcjDYx7etFr71024I762uo/oqt/NBU3ikOfKq%2bAZrrY6P1aEl719Fm43dqGkX9niyMwmDAgPFw/vmtLYXHAEweQADCq50wOY5VXwBFzjxEYFdFYQaEBrCx5GGG37oW7pIvCGDYAIyP8AsU6vZhqv3ptWynkjaOQoELflkIGOIfM%2bYpDtPaR414Mh2YDrjxDpTd/DTqEt5tu9t5nPDDKrRxN1TI8XtnypQGn3GE7TU//Z' /%3e%3c/svg%3e"},"private":1}},{"node":{"id":"lorrana_scarpioni","path":"/people/lorrana_scarpioni/","excerpt":"“People may not have money but they always have time” says Lorrana.","content":"
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\n","name":"Lorrana Scarpioni","rank":3,"bio":"“People may not have money but they always have time” says Lorrana. She believes that the answer to solving this global conundrum is delivering equal opportunities. Lorrana Scarpioni a CEO and co-founder of Beliive, the world's largest community of time exchange. Scarpioni is a Global Shaper and former Global Agenda Council in Creative Economy from the World Economic Forum. In addition, MIT Technology Review Innovators under 35 choose her one of the 10 most innovative Brazilians of 2014, BBC Global elected her of the 100 most inspiring women of 2015 on 100 Women List and she was os the Forbes under 30 list in 2017. Along with a Bachelor's degree in Law and one in Public Relations, she studied human rights, history and political ideals in Portugal. She also studied Management over a summer at the Stanford Business School. Lorrana’s passion for the collaborative economy and social innovation grew out of her social work in poverty reduction since she was 12 years old.","linkedin":"https://www.linkedin.com/in/lorrana-scarpioni/","websites":"https://beliive.com/","countries":["US","Brazil"],"cities":["San Francisco"],"image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/lorrana_scarpioni.36a08ae.5f2cf5f43772d4004b6752d86d3875cd.jpg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/lorrana_scarpioni.36a08ae.5f2cf5f43772d4004b6752d86d3875cd.jpg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-d4ce84d054b63bbd961e387ee21c138c'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-d4ce84d054b63bbd961e387ee21c138c)' width='640' height='640' xlink:href='data:image/jpeg%3bbase64%2c/9j/2wBDAAYEBQYFBAYGBQYHBwYIChAKCgkJChQODwwQFxQYGBcUFhYaHSUfGhsjHBYWICwgIyYnKSopGR8tMC0oMCUoKSj/2wBDAQcHBwoIChMKChMoGhYaKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCj/wAARCABAAEADASIAAhEBAxEB/8QAHAAAAgIDAQEAAAAAAAAAAAAABgcBCAADBAUC/8QANBAAAQMDAgMFBgUFAAAAAAAAAQIDBAAFEQYhEjFBBxNRYXEUIiMygZEIFUKhwSVDUmLw/8QAGAEAAwEBAAAAAAAAAAAAAAAAAQIDBAD/xAAdEQADAQADAAMAAAAAAAAAAAAAAQIRAyExBBJB/9oADAMBAAIRAxEAPwB51NRU1EJz3CdGt0Rcmc%2b2wwj5lrOB6eZ8qAbt2oRmisWuGp4J/uPHgB9Ejf74oA7R9TOX7U7rTTxFtgqLTKQdlK/Uv1PTyxQr7X30z2Rltx93ohAzRwIzYPbK4J3BcLUhUY7ZirJWnz97Y01bPdYd4gol259LzK%2bo5pPgR0PlVdIejr3duLDKYoAz8ZB39BRB2ZWm46W1ww1PfSy1KSpo8J9x04ykHzzypXU%2baH6v3B8VlZUVwplDuv7v%2bS6Unykq4XO7KUHzO1EIpRfiInlmz22GlWO/dUtQ8kgY/c/tR9OEg5JcUpIGStRKtuZJp%2bdmunGrTa2VlhPtrg43XSMqJPn4UjdHNJl6qt7bo%2bGXN8%2bQ2p0XWwX6XJZESc0zCyCpSB8THXfP2peV9qSseaMUo8cZoH7S4TyrUiRG2fjvNvI4Tv8AOBt969S1W65x7Q%2by/O7yQlOEKV09aHG7DerZEny5dx9pUG3HFcYG5GCnHVOMHO%2bN6zv3SiG6kkpBOxO5qa0w3hIiMvDk4hKx9Rmt1aTMaxVfe36W5OvI7reNBCWFH/dXET/P2p/ur7tpaxzSCd6rzre4RJOlUxil5c%2bRIXIUoowArjwASfBKceZUaK6YQF0ir%2bsxEhxKVqcwnxzg4%2bnT61YbTU51TCEu54sY3qtLSFscLrZKVtqC0kcx/wBinXp68iUy01L4UOrSCpJ2Cx4g1P5C7VIrxPU0HBlTGJTzaYiXGneTvefxjavO1xc0xbM604ofGQttOep7tSv4r4FobPCsOR8YyN18WPXNKzXOpI9zvkK3QHOOHEWoLcBJC1q2OPEAbfU1CZdVhSmkixlhCk2SAleOJLDYPrwiu6uS1lH5dGLagpBbSUkdRgYrqrUvDMzndQl5pbTgCkLBSoHqDtVadfWuHBHe2eSy42mQtosqUrvY5CjkFJJwM539KsoVgDJoUv8AomyXlT7ki3x0OyCVOOtoAcUo/qKvGmQNKxrdSpxlto/L8x8RTz0/Yo110xAWlPA53QAPPcbH9xQdP7Ib2zcVJhuRpEYK914r4FcPmPH0pw6YtQs9jiw1kksowSBnJJyaNyqWMM05eoCJlqmWmFJVJU6ppDa1JVxEp2BpXajsD1jetrjyChT8Jl9YP%2balEEVYmQ66/MaiLZUhLyVqSlScg8OM8XTqNqT2rdKX6Rdpjb5fk%2b%2bA0paipISrc4J5b9PWpccLjbe%2bj3yO80YvYzqI3KwOwXyS5Bc4EqzzbVkp%2b24piIcSs4B38KW3ZhpI2FsyXXXHHnk4I5JR47dTtzP0pgoHCfMcqpi/CbZ//9k=' /%3e%3c/svg%3e"},"private":0}},{"node":{"id":"lee_smet","path":"/people/lee_smet/","excerpt":"In order to have a nice planet to live on for the next decades, we need to preserve what we have now.","content":"\n","name":"Lee Smet","rank":2,"bio":"In order to have a nice planet to live on for the next decades, we need to preserve what we have now. This means we need to stop wasting scarce resources, and move towards a more sustainable ecosystem. If existing technology can not, or refuses to become greener, then we will need to create this technology from scratch.","linkedin":"https://www.linkedin.com/in/lee-smet-4a279a136/","websites":"https://threefold.io/","countries":["Belgium"],"cities":["Lochristi"],"image":{"type":"image","mimeType":"image/png","src":"/threefold/assets/static/lee_smet.36a08ae.649597d398225d60eadf2e876033adab.png","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/lee_smet.36a08ae.649597d398225d60eadf2e876033adab.png 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-34297006768e188defdf13ece4ff5710'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-34297006768e188defdf13ece4ff5710)' width='640' height='640' 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VGjCcYjW34bSAtQW5uFkfg726pTIJPFR61YhdPH3iFu7BOpNy5AeHYBCowIdDzrowDXszP6gE4DddRXDGwAmVrxKJ4HPs9T57zng6RNkFNaOe9QLmtB%2b/jQeXK5D0/48lNKhpypVhzOF2ThHEBrLCpAZ/Ass2zdDu3Ud1H6bEE/bXzwBSAreiP35mbQDOJzCh6gHjAcgChd/9gTQ86wOkG590np3jIiPBQBsB/AEIHUQf8yaVlcnusgB7bQI3SYIrXQS3KsORoU6HJVyOSplMuwO8Efaz6sgX/gtQhd8j%2bDFi%2bC/YA40vkuQHLEd56lBOkYek7hB2gOG3BwgzfyEJSDJvocDHv1utseyPgrh9d4dMA6EE8AgraKd1APuXKjDzdoacsIp1JemoWlvJlqPH0Tzvn2ojIqF4fvFiPlyLqIXLILebzOMW5chOWQdCi06dD3soTPAMM%2b%2bAGDIewlIGmAfE%2b4CMcEYHCaqzwJABCU8fvzMPYA1LQeNrO7WFtw6X4sbdTVoPXuUXHCIekExmivy6URYjGqLFuZN66Cl%2bk8O9YcldDPSQjchlU6G5%2btqCeRvQvb5V/hCeAPgWQJuk8D7HvAYv%2b%2bCUWfW3R3BnhsDIAUhLFGuL0vYX5/arqDtQi2u15H4umq0NRwlJ5zAzWP7UZ9rxmE6CqduWw/VikVI9P0JFv9VsIT9gkM0LgeHRl1ZF4RP7ID/MgDBAY/G17vL5k7L8%2b7/aBwA72NUaH7Cz1QC5IC%2bm5epAZ7F1TPVuHx8H66cOoA2KoXb507h0oFS1OaloVwRhlJ5CDKDfGGg8ZdvUqOnp5eO2aNO6zv4N9XCdchtFHpOAK%2b7wDgAfWMAhocfeQh32n7k0ZjwkVEvr/G2HY46G%2bQwb1y2hw/Qc5V9JV6P1vqjOF9VgjqyfuOhMjRTDzhftRc1tOcXxO1CmV6OjOggxG/3RU15ES8hm23IKZx1/yHn44kd4ClevHovgZHHY519%2bJFbkxPisQuEwzUBnm09Hnn0hP%2blqPt6E7qvXMDdcydw4%2bRBXDxYjNOFKTiSY8KBLCNKkhRIoyOxOWoHLDGBMMt2IjtBhuP7iij7w4J4Z%2batdrEUhJEoCPe%2bB3gD4AlCcICYzZFRD3s/5gCG3VzwdADimYD9HvtusJPEd1w8ha6rF9BOze8qnfnPVxTQFMjCqcI0VGcnojxZhXRZEAwhvjCGbkG%2bIQ7FiSocKy90/tldACBk3%2bEGQNgCx7bBpwHw5gKfYSZSKs6tFB67Or577U%2bc%2bUeP/4kR2tc7uztx6WIdmg8XoqPpNDpbaAWur8GV6jI00u5fV5yFurJcnCzMwFFaiw%2bkG5BLJZCtCMduoxJFJgWqClL5mWJQ7AGiE1yNcFBSAhM3QvfwWgJOCMOPJA3xsUe4Axj2YvnHJL7913Y0ULdvaDyJkyT42MFCXD1Sio7mBrRR/bdU70Hj3jycItHHs82oybagKt2Eg6lGFKmikU1RqFeg1KLGbpMMR6hB9pG4gcERPgattqFxDhBd4K0UnrYOO0vgN4yNQkk/oOeFkD436rEUCfHkn/%2bP/58A9j378dPV2LsvD6frj2H/gUKUU71Xl6XjVu1haoBHcPlwGc6VEwDK7pEMI6rS9KhM0aGUsp4bF44sZRR2UwmUmONRmiSHOnQ9UjPpyHy1mZz1xLUMWV3boFgCAxOUgMdW2CvCsIp7wG8eWX7ksv8YHOHfHRInsHhEotm18fxZHD1RhRMkvvbcSS68uDQTh47uR0FRKor25qC6JB1Xju3DBQJydg%2bzfiqv/4MZJuwnCCUmJfLUUcjVxPASKE5S0nMxiPFbCbkyFPmFyWi8UI/Orh6effZ3S1Hw00YhAzAWnj3AKjhgLNNjNS80u9/4BuZwvkZ0ygi9jjU79k3rjVs3kJufhLI9Waii7JbuycbhY5XIydUjd3cySqnh5eQnI293Og4WpKDpYAnqqQccL0xHVaYJ%2b%2bhAVJ7BJoEaBTQC87RyDqDQFIcCTRg20pE4WhaI7NxEGJNikZapQ83xKi6G9QcmXqx57z1ACkKafasUwGO3TLu6/rDoAkH8yOg/MUrBvvI6f6kRx09Rxs%2beQHZ2AvbszUZJWSbdqBH7qkpRcaAIaenxSM3So6gsB1l5ycjISUJ5tgm1ZXk4UZRFjc%2bIMrOGsq3B7kQNCowqmgBKDiKfzv%2bJO7dg2defQ6HeheRUNZLT1NAZIpGVQ/2iNB0N587ASkKlIATxniVglwCwUeJsngDEGL8HiP1glOqPveGVay241noVjRfPoq7hBCqo3lNTZNhTnoPCQjNl3oCcPAahjG4yE2aLDMnpCcjfnUEwTEjO0CMnKR4VyVpUUucv0smQq45BlooiPop6QASyleF8LG5bNAc/s6/FUuJJeBSSkhVIsiiQoI8gJ2joMfvcXOoPl/m9sbIYvwjZJQCYcPdwARCz7NkLWLBl5MHDDlxsPo%2bm5kYeR08c4HbPoYynpshRVJKGlFQlUtMpUylxKCxOQyl1%2b4LdqUgyx8CSpkF2fgpSMgxITNPCEB8BMx1zM6Jp%2bQnfDn3INtoBttH%2b7wdzuB8021Zj8SfvYycdiswpKiTowqE3RSOTsq/WhkNnjCJHqGBIiqZ/p6lBfab11k0%2bLUTBLuEeABgUFwChCYoAxtwg/sxW2ntdD9By8wparjejtv441eBBsns2skh8OmUihQRnU%2baZUD3dGMtSOtVqPonPpfpn9WtJpsNOphZp2UZY0nVIpNDqY6DZtRUa/3VQbFoJxcbl0PqtgWrzTwhd/CU2L5kPg1lBwmM5gERzHFIzdNAnyqDU7ILRLEeiJU4Iev/sXBOaLjby6dDXPyDJvjOYeEn2u3tcJfDETbwUQJ/dira7bbh4pQkXeN0fQdneXLJ5EjKzDZRxDSwEIC2DLGmOhVoTAkOinOyppGzrkEarbgbVfTr1grSMBFhSVTCnamBO08GUmgC1SQ6FcidiKNOxAeugDFgL5dYViAtcT4CikWCI5fbXUfYt1AfMFPrEWGj09ByBMBIUBoJ/HrmPQTh5%2bgiJY38YGRwT78y6NPtOAE/cAIw54Qn/g%2beD7g5cu3UN5y420JirQdWRSrJ%2bPu/GaRlaDsBMGWdZSKIbMRjC6MYjCIKMnlPyGZ6aaaQ%2boOfC2XMGyqg%2bMQ56mvUagwxyTQQiFcGIiQ9BrCoUUfIgyKnxaQiAgQCptbsow0okkXgTfZaOxqPWGM2dYCSHMAiGJOYGBUHQIjsvkSAcpWY4NA6Alx4wHsAwg0C9gGX/1467aLnRgvrzdThcQ3W/twDFZfkkXMvFJJqVZHvKlD6SrCrjEEymSGgpa%2bymLGkJJF5HN58AE%2b38TLjWGMvFqXSRiNdFIzZ%2bFxcdEbsDMcoQRCtCEEk/q7RR9FrhfUzJ8QQhnoPlACj0STICouQQDElxvFxMHDqN4AILWttu8Z1BFCtCYJkXrs4e4Bh%2bMj77w8Po6u9B%2b/07uExd9nT9SRyorqC6zqS5nkb1nwxVQgQJJdvTNZ5qUqONpOZEN0U3ZkyM5lliN8Qyn5SiptDQzVJHJwgJDAKFShcFuSoMMtUuuu4iAKGIjAvmV6UmnL8mgcDqqKyYQK1REM8giA5grjBZ6H0JgpGBIqckUqnVnT1NAIadI8898wyCWw%2bQZp/9bBsa5PZvvt6Cc01ncbz2GPZWliC7II0yakBBcQ6JjkBMXAiBoEySZePphhMMMZQluhGqU2NiDExkT17zKQIEEwHgLiBrMwhqen08gYuj340jEEx4NEUsA6IO5w5RkVsYAC2Vjo5Cy0sghjuDZZ5B1jM4DAi5TEvH6wR6/f5D5bwZegr3APAEbo2Q3MC/yR0awM3bN6nm9%2bPIiUM4So2llM7nuUWZdDMK2vJoxtMOH0zLilwVTnUaCQXddIKeZV7mLA%2byJYFg1uX1n6yG0SIAEF3AgKl4OURBSU6Ko%2b2PhVwdBgW9p9pA7%2bd0gI7eS58kXFkw8XrWBOmzmGDmAINFBSW9l5p%2bJ4e2zfZf7/JDlChYKr6r23UYeiLUvfM6NDKCzp4ulNNJLJcWmCMnD6Pq6AEUlxcgvySbbohqjp3WaKML3rkZ4dHbqV6jOQRWEiyYWOYEHQkw0k2z7BupXzCrGilDIgQmjgHTEIgEoxjRHA7r8iz4KKT3YJZnotlz/DEDwCGwjNNr6aqjMwRzEANgoZ2j/lw9b4aiaGk4ATxx7fsMAFuGhkZHaNM7RzclR2FpDmpOVuNgDe33BCObIoUOMWHUpEoqdvMS2EEjLE4dyRubhmY7y6qOLM7szh1Bj5kLmHAGwZDEOrmMi%2bcuMLF%2bEMOzzUCwK3tenyiI5Jl22l0MHQNgFsSzzDMABvoMjVGOndH%2bUNHvm1JoRd9fgodd7P8O28eJ5wAcbvb/jdu/z25DMXX7GOrGhaW5lP1KVB6p4PZnW1x2UQZ9SADScizU%2bRXwC9yASHkI1HoZ9YFIYXabWMYUPLt6BoMyb6FJkJQsOEFHhx2diWVWQYJlFNQPCBYTz8Wa45x2lzlBjAHQcwCC/Q1kfy39O2uUJnIZ6xkBoRuhoAnDAKTnmHH1%2bnU6MwxxwVLxD7v6nCUgaYCDtPndvneHtjU9wqL8kFechf3U/fceLEU%2bucGYSmssiWA3rUiIopuLx/bgjQiNpDKgQ4xaF8MBGJKUTghxPPPsxhOpbMwpNM8tEQRCTk0ykk5625CZFU8louAdnzljZ6Q/ffZ2eq8o/vsagiWnJqlPdPYCJwBmed78mJPY8kWjWaaOgG/AasTR7xpT6F4Jds3xatoOaap197kBEEpgWAKAnNBvt6ORNj4j3WzQzk1IzzWj4tBelLAGSDCS6UCjpqzK6YOUTKwxjl63GaER/tTEWAmwOc%2by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He has backed over a dozen tech entrepreneurs working on workforce productivity, resource management, life extension, and blockchain. Li holds an economics degree from Northwestern University and completed coursework at Tsinghua University. 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\n","name":"Lauren Moore Nignon","rank":3,"bio":"For Lauren, there’s nothing more important than humans making good decisions together, in other words “collective intelligence”. It terrifies her that we’re not even close to figuring this out – anywhere. Throughout history, salons have played a major role in bringing key people together to ignite social movements. In many cases, it’s been women doing the organizing behind the scenes. At a conference in San Francisco, Lauren met Betsey Burrows, whose monthly gatherings were the hidden force that produced collective intelligence giants like Vint Cerf and Doug Engelbart. Like Betsey, Lauren has a long history of bringing together random, brilliant people. Now, she does this virtually, with CICOLAB. All around her, Lauren sees her male colleagues developing top-down, tech-heavy solutions. She thinks collective intelligence is strongest when it springs up from the grass roots. So she focuses on developing simple, human ways for people and groups to express themselves and find each other, creating the conditions for deep innovation to emerge.","linkedin":"https://www.linkedin.com/in/laurennignon/","websites":"https://www.collectiveintelligencecollaboratory.com/","countries":["France"],"cities":["Paris"],"image":{"type":"image","mimeType":"image/png","src":"/threefold/assets/static/lauren_moore_nignon.36a08ae.c349f6005c437d0be432ba7a4bbc8685.png","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/lauren_moore_nignon.36a08ae.c349f6005c437d0be432ba7a4bbc8685.png 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-49443a8523b0a8d651fe3154becfaed9'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' 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da/07v0IoxmKpQ%2bIdTpIBjjBHBWICYramepinDEbcbHRjKtU/9WBXmZ/Avc49t6msbrZWYcVSxku1hfiBFtsRXQwvOkQgz2cEEQmRAX4QudLV5iVglh6ivz0OLQ11qpNEdkflLFeNjuU5ZX6LylRQZsMBpiKitQS/2PisivKzCIAOesAiAbYWqGUgAAgewKjPT0KgFFS1JwdCXOeHsnBTvB32AG3vRvhfXgLAsmEULcD8DzwGYJdDiDa3xVhzocQemg7IlgW%2bz96Dw6fbUIOW%2bFMURpBKMKFugoFxJXmOlzh1LlKp3mjpxW3expwvjYfCxXZyA/1g9OerXA5sINu0ZfmivMFW2lZfhYyEuKgD3BjCzeyXFtVC5RBqKmq2toCtQ4ggif7n6YiAyoKDSjnsbywSBiQgRICIGholrj8JQNebYNkgExdvS1mlKWGID/Gm9nfw6B3wmPfJrjs/gj%2bR3dxBD6CIKfdCHM7iETOA%2bEERme/Hcke9oiw34vDH76Dg795G7leh3G8PBMrHY0YyUlGOlkSxF6f4O6MUl04GhN1mC1Jx1xFDtL93OGwZxt2bPoNAnhetL8Hp01PFGWkIJtWOsjtKHISwinaLeuTYIv5uyJYZRU9E0GoUCAUEQQbAGyFlRRBscQyE6ihqM7GgBarEepSJmiwvQmF8XRjoc7QeR6A75EtOLbtPTjt%2bC0Cju2g/T2GUOc9SGRHiHDej4/f/DHefePneP3nr%2bNXv3oXezd%2bCI8tv0UCz10yZeHuWD%2b6s5Lo%2bLbBe/vHyPJ2Qj/LpCEpCoVBHpgqyUKylxvs9%2b/B/h1b6C3IggB3RIsn0IUgWR9Jf%2bCBCM8jDLpcPS%2bQexcdk40PiUeMkBgfqXnFAlUKBgWEXWFmuhJB21CkdYFq695gk9p/Fw0QBsyMjKGDlC1h7WdHeSDo6Fa47f6QtH4Xbns%2bgvfBTxDrewQ6j/0o0LMdUhOcNv0KfjtFFA/TwYUiyS8Agfu2I91tDy61VeHu9DD6cpMQvH8XPv7VO/jlm2/i4KaPUBnhjVFDCmYq8mCg6h/etw8%2b7u6w372V9e9CBrghLtCTjtOXc4UvS24/J9E4tZ0nO1sigrLNJ5s9WhfQRFASLYIvGlChNCDrlS5QUvydeUD2BZQI0gjZJsEa9u/StFBkhDoi1GkXvA7Q6jL7Xgzebc%2bHZMU%2bZIa7oiDMDeUBR9Ee549S%2boRyzgjd6fEYKMyBIcQNplAn3OhuwM2hdkyzK%2bRQ3AIOH8DR/Qex/9MtOEimmPUBmGcJlCfEYufWLfAlAC4ORxDofITBs7w4eEn96zhyh9OAZej81hlgse4HNlpbofIBViGUwMsLC9n%2bC6w%2bID9PAfDqPKA9IGlQ2%2bOiAWKDx/t7OPTEojTZj5k8gCCHLQg6totM2Aafg5vguG0DPYE9SuN8URLkiHadF04VJeF8VSFOVpdgia1vvDAJZSEu6EwOxu2BdtwcaMOFlnIM5pOJFM36mFB0MZPDuYkYyo6hE0yFMSoMmz/6EId270aAhzvcjhxAQrAXgp320XmScYEe0HPkTgx2oQjWWB%2bS2EDQxmFVBiVlSgxNVg0oKyi0GSHbRFi6vi%2bwvj9IHyAAjPZ2qV2gdrawnAi6u6AjCD22RdE9xnMvvPZvhL/9FmSFu6As0h2tcUEYTYvEMk3PZRqeG%2b3NuFRXTiMUjYZoH0zlx%2bPeUA9uD7bhertZGaDlejNmjVnsDGVYrTXgQlkqDVMmCtj3t278GJ%2b8v4HBs6v4etNjHEU0W26Yyz7EBbshIcKfk6gLGiuKyNwmJeJqX1D8QKVJlYLqCCUl3wHBzpiTpZygNgsUq9756g6xGKFB2RPskQcQjWg2FaCcmSmI9UUk6zjEcTtZsB1Hd3xIP7AJMQTEFOGJSUM6xjNjMZcTh9OlObhQyRk%2bVQ9ziAd603U4z9peG%2b7FnZ5mBcDaYBceTY7j4fgoHnMwWuttxY16I06bsqFzOgL7Xdux97NPcHD7NmWL9SFBzLgX9OwmqeFeyIwLQxzLrCInXpWu7ArLTCNsbqyUHSGbJyhWJsjmBeyM2dmKAVoJlKitItvGiIzE0gVEA%2bSZgGyHyZOd3tZalGeEISnAnlnfiiOfbcBnG/4Nm3/9Jhw3v4em%2bEAM8UaaonzRExeMSQJhiQpAEYehsfw0Kns2TtIK3xsfx4PxAdxur8WVKiNudbTi/gQ/40yw1m3BPY7FU4UpCDywC3s/3IB9mz%2bkCO6En4sLMpOSkBwVStGl2wx0QmGqDsmRvsiK8mQrrLM%2bMK1RetZkLQObFkgnkOxXUAfsxASVUwyEEhoApQoxC/%2bwg51ANkUGrbPA1BCNUH8X6tifjYn%2bHIKOIoTZt9/ya2z85c/w6YY3sOUXP0W1zhsWdooSUrPUzxkGb0foDmyH/7YPEHd4B5KP7YMlNhTzxjwMZiXieFkuuuLD0c554gJH5BVOidfrOClyFuhMj0UKHaDTJ7/BO6//BAe3bobzwQNIiYlBfHgwkug1ouk9cuODCUI078kJTTRFUgbymK%2b1zvqYbH1voEzNBOslIDZYSqCiSPMB6jlhpa0V1qm2Ig9IZBaYGBzAMOd1CyfBusI4miEvRLnuhveBT7B/E1vhrg14%2b2c/QH6QM41MIEpD3aA/tA2xR/cg1mE3AndvhPtn9Awb30XE/q3I9nREMp1iOyfJscIMpNFINbJEprOTsMQSmi9Ow2BOGjpSE7Hpnbfxkx/%2bd%2bz8%2bH040hPogwMQ5uXMMuB3EIAMTpmyI13A4cxCNnWQvUoH1jtClepw39WBIo0Bpfn5bAsF1r3BlzvEtgelfdZnA%2bOD/aR/NRqKk1GeHsZ250wAdtLw7KQR%2bgCf/uKf8caP/gnZAY6o0XtzACIIIe7w2bkRrhvfR9T2TxC2%2bbeI4GvDsSMYTE7GQn4qTrPVXebs35qiQwxtdJMuQHWBkdx46I8dgu%2bWj/DL136M1/75%2b9j83i/hemgvQskKnY8zGeCCOF8H5MX4o76EWpYdi87qPDK3YV0ILTXVStdE4JUOyDgs7ZAxUwRzVT%2bUerA9KH11HlA6YNF%2bKTLa38tZoB41edFshYHIiXJHAmswkebHnVb407d/iLf%2b9b8hlspcH%2buHphg/tCaHQnd4FzZ8/3sI3f0ZUvbtRcKmT1C2cx%2b6XP1hOeKEVmcXpOzejiy3w6hl6%2bxNicCMIRXThmRs%2bc2v8T/%2b6b/gg7dfwztv/Cu2f/Q%2bAl0c6PyOISM6UAWeq/dDRYYOreYSTqk5HNfL0NcutrhBGbpW5QzNyhnKlrgwQAAoVxqQk6PtB8i%2bYLE8JClVY6RQpvWVLXJZwxxdx3tqUF8Uj8ywY/QCB5HCfl/AQIMphoc%2bfgsfv/0TuJENLezzxSGuqIzygSnSB0l7d8FITz/eYMJspwXHeb2zljacb%2b/EEtkVe%2bAoajj2LpanYbogBcu0yZbUSHz27r/jzZ/9BBv%2b7cfY%2bv5bcORMoPNyQk58BCpyk1GRHkk2RsGUqVfB15dmo622GN1NleqeO2wA1FgBYDeQ4ajSaLS1wWwrAIXKKtbKRKieFVYqIRQWtFlN0RAHl3ZTJuqKOAoncRYPYvZpiNKDHeniOBNsfY83/DoF8TV6AQ%2bUhLnDyFUTE8CSCEaVw1G00c3NG/Jxtr0Bt6YncLGpGXOJKThLi3qN7Jpi1icKk3G6Jh96VwdsZXd5/cc/wMZ33oDDto20vEeQFROGagPte3Y8ylLCYUjmImtM2dGoNabTC%2bSoZ5Q2HZCOJiLYoLbGy1SpS9crZ/eziqC2JSZbRbItJm5QWqGUgSztiVEdBttqUJuvR2lqKBHXoTg5jECEIoEi5MSByHnnhzi4%2bV28RSGM8XRAHW1wWZQXmnlePY2RgfY1/dNPUbVxCwbsPbAYnoIxZz9M6XW41NmIZSr/pDEVi2XpGDZkwGHrp/iMrfWDt17D3k3vw5UzRKy/G4rTYuhFElEY648SXlsEMCfGF0WJQSjLiEQzR%2bje1iaVNBFycbXKEZIBAoDEKSVfmpf3sgtoP5UrVnsCYhqkEwgINiBkm1lo1VwmtAsjAJEwkX4y9OjcDyLEeS/H4D0E4NeIDPCB2UDDxNqsTwpGKynamhiOqig/5Po7I9uFdtnlGCxBfpgsysZZAnvBUoOlatkAycZEcQa6CzKx%2bd238doPv4dP3n0LDts3I9jZnoLHOSMuBKXp0cjj9atzYpHDtpsW4ohCAm7k9zWX51AEG9cBsNTaADApkf8OALIXYHOCNgDkYWl9hbYaxRorEMiCWjPqmSEJviI9AgaOxRnhHkgL90ReUiRyk6KRnxKvdmbiaF9j3Q6hJTManXSD3ZkxGJSVpsdEfgbmTKVY5HxwtrEKV9rrcKbZhGXSfro0ExMmAwZpiZ1oetycvfHZb9%2bD5%2bH9SAwNRDKnv1x9EKrykhm4HxmZgEbS3pybAHNeApoYfEejCZ3NDZoPqLWOxmoytNG/SLG%2bJDdXtsXzNCMkTrDUqDRAQKgp1X47VF/%2bCgiso2azCQ3lBKsoEya2sMqCNB7TCFap0g1R3XBfL2x48yeIcNyLAtrUTs4D7bS//WnRmMqMx5mSAlyn8N3o6cG1rlZctFTjZEMppk15GDHkkBF16GWAlupGVNb04siuHRx/aXd14chPiEZOdBADZivOiochLpC6lIfu%2bgp01pWivbaE91ChxNvWBlvUPKC1QNE5afmSeHHBdqXyXEA0QJ4Rsgwk%2bGqiJEjJa6GMMEEuIOUgNJLyaGI9NVfJ7woJSo02ewtL8tNT8Omv38KGf/85wjmtpfo5oiwhFG0UrNroAFj0IRhLT8CSMRdnzGU4V1%2bORQ4/gyW56M9NwXEOW5c6GzBVV4nLK4/Q1DIOd4qnTjZAwgNRkp5E0aMOpUShkX9TlZOIcgpgh9mAvuZqtNUYCUDVevtTHsAsD0e1TZFKlf08FLP9G7KytBIot7bBKmOR0gKzWkYFhIhiXVmpao8CRp2VFXLBBlO59uxdJq3yEvUTlFB3J2zb8Bbef%2bsNuO/aiPwIbxRwJiiNpUARAEOwJ8xRQWhLjsYAA%2b4rzERjagzaaYIW2cYucS441ViJ1fNX8eDFXzC7uIr0hAxOfH5IiwylyCWhIjuFfT%2bOJRhCJiShlMwyJoWzBBJRY0hjUiq13wuqTRFtEpS9DpMteMZsyMqGbAapJ0NSD2qX1KBNSDItCQPkj2y6IKOyIGh7r8BQuy10VgROdKMgPY1j8Tbs2/gefvHT78Ft229QSAAMrNVc2uJ0b3tk%2bBxFutdRZLJL5Pq7EBB3NHFgmi3NwpkGMqKxHMe7OvD4i7/g4fM/4vL1Z2i1DCErLhYFSTEwprLOywxoLs1HFUugIj0GDewYtYWpnFFyKHhVivJqCqwyKfbKPYvGSZwi%2bkXMfEF6BvLSUl6dBQpUbcjx5Q%2boi60lUWJ9lmZYB0UAquR5psJ8AmBk9s1qp9aHQ4/jjk14/Qf/CU6cEosokvnUgWxa4kS3g4h12ouYY3uQwFXAjtCUIHNAMpYq83GmzojJ8gLcvPUIX/7xf%2bHpl3/B7QffYP74CioM5SjJSGEgtO056bTjeeig528tz6fw5aO6OIeaZVQ6pErVVK5Yawtenn5Jsg3ZWcx8JvLT0pCbkqIZIdkSExBkaY/JClVwqhwYqASvykP20/jv8lp%2bXNDSQGPU1on%2b4Qm0tnVD5%2b2GwCN74LFvG9744X%2bGw6Z3YAh3Q1GkNzICXZHi7aB2h9O9HFAY5IZqlkQ3x9jxolQCkMtjMs4fP42v/vy/8fybv%2bHF7/6Ox5//GVdvPsfg0Dy/m3N8QS7bVwbvIZcGje25uoxlqT3Y1X75UaqSpiWoSCVVHgBLnEUMvCA9HXmpqcjhHJLNkVrtB0g7EFGQvqiVg8YCKQn1IEEdC1QJtLe2o39gGJOzxzE%2bewJ9w5PoH5lEZ/cg0mlo4vy94b7nM7z9L/8V%2b37zJowRHIl1vsgMcEaq91Fk%2bDoim6sg0AVmft6XGYvpsmz0ZURhiMr97Jv/wLOv/oLnX2sAyHHtye9ZCk9hae6FIZPDW04eaio5lNXVs5/na095rE971GaHbHoycNnqU/WenYnCjAyV9RxmPYuBZyYkID0%2bXtsSk10hWUIRGxtsJaEQZJlUE%2bHmJqzDQpoAAAsUSURBVAtGphYwNr2IxVMXMDazhK6%2bYQVC38AYvyQHsWxXzts/xHuv/wDb33kN%2bcFOMHFgyfBzQrKnvQreGOKJUmpDc2Io214qemmU2gqycfv%2bl/j823/g2dd/XWeADYRHL/6ExeVV9PXNYHzipHo9OXcOzQ0WJi9LZbmMYMixhPcr8ciWf2FGOjsT6Z6aon5lkpWUgIyEeKTHxSEtNlbbFi/ISCM9MtgXM3kxloSYI15Ifjxh4L/Jc/beviE0NLZgnMFPL5zE0umLaLR0oKt/BKMERVZP7wgNURpCXY9iI4eibe/8HHrHXaigW0zzOaYAyGPdl0fSwMQGo0dG1/RwmqVErF67j9/99f/ghTXwVwH48vf/wNMv/oyb977ENZbDjbuf4wZfP3j%2bJ9x%2b9HtMzSyjmPcroiZB56enqteS7WxSPSvRlnEt6NTYGKTE6NWyy0vTTv5/QdBaRYbqChevXoelrQuNTa0q85NzyyirMKOg0IiewXEMj8/i5LkrOHHmClrb%2b1FWbMLO99/BjnffgNeOj5DpR%2bX3PYZMrvwAFxhDPVFDA9PCOWKsqRanz14hq05i5cYjjQFf/VWtp3Jk9r/49n8qQXzw9Pc85ykePf8Drt/5HGuPf6cAu/f0Tzh14QaK8/OZ2RgGLkEnMuhEZMQz8Lh4FXiKPgbJ0Xok6aLVStTpYJeTnEQ1TGZ9vATBkJWpWkU%2babOwuIy7T75EfUMbKqvqMTQ%2bh9qGViRygqtvaUdzey/mjp/FpdU7GJ9aRLm5Af1j8/D1DsCGn34f7ts%2bQAwdYRqFL1vmAH8nGELdUcm5f6K7h1m9Q4BPoLNnlCAPE8QVBiUB/1Wt51%2bTBd/8XQGy9uRbrN58hkef/wlXbzzB3Ue/U%2bveo2/Ihj/jMgGsKClHYmSECjpVsqyPZtAMOFqnAk6MikKCrEht2WUmJqhfXeSyPvIYcAEZIUDk8LMq9v6VW/d54ftobO6GwVhBa9qE/KISpLHee4YmYOnsx8nzqwziNkYnF9A9MoNTl24gp6AMG372Q3hRD6KP7kaK%2b2FkUwdS3A%2bRBRyLK4w4fp6gTU4QuCnUN3aiqqoJ1XWdLLOTLIG/q%2bCl/p9/9Td1lKzfWvsS95j5C1fuK3GUJe9v8vM7BOMGdcRMgdQHBzHLOsRHRiI%2bIgJxEeHaCn%2b54iMiCQAFIcsKgohEbmqyppSJ8RgeHsfpS9dxYfUe2jqHUVpeC2NpFXLyDDCWVWFoch7dFL/zK7dx7vJNzC6dxcT8KQJwHW2t3Tj0wS/hSQbEsudn%2bjghgdY4neZH9hkGxxYwNLFM0E5hhKulfQjNln4UFlUhM8OA2YVzVkH8m1YKZMOV609wnyy4ShZIKQgr7rMs7jz8WoEgx7uPv8UdnmOurEGEvx9iwyMQExbOFYaY0DBEc%2bnDtCWf28nj5VdBENEQ2tRS%2bE5fvMZ2dwLnVu6iZ2AGVTWtKKtsQIHRhMraZvSNTLN2l3D11kNqwAoWT17A9OJpnLlyE309AwjY9QkCd21CqushZLD/p/m6sJ9PYGT2LBZOXydwDwnuQ5y98gDzJ6%2bhrLweqckU4eJqssGCSytr%2bOL3/8FS%2bDMePfsDVm4%2bVZQ/feGOAkI6g5TFwxd/wBOKpJTGoxd/xBMxUE%2b/RU1NI8L9fBEdEsIV%2bnKFhkJnBcIujaKRHh%2brnrNnJmrtIZOt4uTZSwxqlSZnigGR3tOn0NQ6CHNdO0pN9aiqs7AEpnD8zGWs3H7E4C9i6dQlBcKVWw8wMTim9vgSSP88H0cUBbhisLMHF2/cxaVr13Hrwde4QdquUtGvUdH7h5eQm1MKQwEdn6EStbWdZMElZYRkiepfYdYvXXuCC1fvq%2bAfUgwfM3Bpm59/%2b3eC9Q%2b15LO7Uh48p7WtB2E%2bvtAFBSFKrWC%2bDlag6AmEXRpbggZCjDIGiayZ5sZmXL39EPPLFzAwOo1zV%2b9idvkKW940GkjT6oZO1DZ1YnB8ARdX7yqNmD1%2bToGwfPYqrt9/hkmaJSN9fx7NTy4tcAvt68Lpq1g4MUoBO0uq/g6rrOkb979ima2htXMalvZxdpo%2bVFe3oaN7ite7rpT/0QsRuGdkzCOW2ppS//tP/4D7ZIWUwefsEtI2NQZoa01Kg2wREArzChHk6YkIAhARGIiowCDoqBHRwcGwk54oS9pEsl7AiMfU7BJpeYu9nW5v5jguXn%2bAE%2bduqpq1dI2ioW0ALdSE2RMXVPbPr9yhNzjNFnkRZy5ex%2braUwwz24UeR1Dk54w8l32YHhzFxNJljExMso8/Yta/YPZf4DLreX75Bqbmr1BDVjC1cJmvL2Ni9gKz/Vi1P6nrc1cfsdXd5WzwFR4wcPnswXON7qIDD5/9UX0uwQtj5Hjv8TdYo1cYnVpCkI83whl4OAEQEASMSC4CoFcMSCP1RRmrK82s/VUV1MDoHN3ecVL6CcvgHm/uIjr7Zxj8KHqGZ3Hm8i2sEoAzl24pbzC/fB6nzl/D1TuPMdDZiyzXA8z%2bIRQFe%2bHCyn2cvLjGa71g4F8R1CdYufOCQD9iF1njd67h7OX7yvev3v6crx8oYXvM7K/e%2bYIJuM3Pn6tgb97/GrcefqMYIMOSfPZAgaBpgQ0AAUSYcOX2M8QzuSG%2bvggPCNQWwRAQ7FJioyEgpOj1qkfOLiyrLJ7mmphdZtCnsXL3OS5ce4hFClffyCLa%2byYxuXCWNfkAV24%2bwKmLN5UYSsmc4t9duf0Y/e3dSLLfibgDn6KZQ8rq2jcqi6t3v8Al0lkyf371Kc5deayCldoWv3%2bPmb3OepfykCAk06cu3MN5tj0B5BYDvnH/GzLvc7a%2br9RnUhI2ACTox9YykNcCznW2xtSkVASyDML8/CmM/uwQAYgkE%2bzELAgA0hMLMrOpsCtYpqLPSEtjVpfZ41fuPGOgTxjcXVUGPcNzWL5wXWX/0vX7POe68gDHT18hc%2b4y2GfotrQjas8mRB/ejhEao%2bWL99ke7%2bPitafMPsWMc/6Fa88YPDsBa/syGSFCJ3195dZzqv03aj/g4uoTMuSOanG3mfXVO18SgK8VS25TSNeeaGboOoG9RtCkOzz%2b/GXwwhJJYFxUNHXAC2G%2bfmqFy/9D8Pe3ARDLHhmKhpoGJWILFLOh8XkMjc0y6BvMGml55zkz%2bACjM2fY/08wkDV%2b9phtbA0nzl5jL18gcDREfH/74ecoKDbjo9d%2bhMyIEEwssqap6KcIwvFzdxm4APBCgXGGAii1LgqvMszgJBAJQF7Pnljh%2b2eKyhcFNLLmCstEGR8CconXOHVhja34uWKBZF8Cl2sJGPJ3K/deIDEuAQEeHghl4CECAo9hCgBVArFUxCB0kLbLtKJT86fR3T%2bhmRyaoGsUq%2bv3PucNPyb1L2Bq8Twz8Jg01ABYJgBjFJpTZIV4grtPv0ZcSg5%2b8qPvwVTdiOHps0o7Zo6vKBZcvknxu/GCgKyxBB4QtEcqaLlpOWqZ/b2q%2b3l2H8myZP78yhPVCW6ufcH7%2bYLMuIezlx4oIB6RLbJswcvfy%2bvbj3gt6khTSye8nZ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He has worked on a number of startups and founder of EVERA, a Dubai-based organization trying to make mobility more sustainable. Everyday he tries very hard not to be an idiot, or take himself too seriously. Sometimes he is successful. 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GH2TDeuRCbVy/HysXzsYcOXmRvhiovJ8QbnkfwuYO4cuoQqlzN0RPogP6bXhhKCsFw/A3IQzzQfN0JHeE%2bGLjljxdpYRjMjILtyUMoCjTCz5mmHGFptPSBDj2uwIaK%2bu/noNNNAB2aAsAMdGhNkQIUdS7kLteagVYVyl5LAUBOTxAtsU1jMrrNNuGl427I41xR1d0kzQKDff8BUIr/qIAA7jH79z4Ff4/nuTwPL6tCIeON9OlMwjAByDiQWOxdjEVTv8SKxQuxhtNdkctlyOPDUe5hj6orxggzOIsC14voD3PB3ZQbuJcehReVufiRxvcyPxov8hPwMMYPXycE4qf0G2j1N8VvvQl4VeQk1f4ATbBLb8Gn6U%2bx3goAbRpsebqzKO2p9AG2OpZAry6DZEm0qU5Gr%2bYkmiCNkO/79GcR2BR0Gq/FS/u9GLhpi%2bquBnSKtbhP4QNjhhn8MIO/K6cCmH0B4K4AwPq/104Anbn4vjYSbcxIn/ZE3DGYhHLdpTixkRPeonlYvXEr5rHdOZ0/iftscS3B7ih3NIQHazzdwQhdEa4YSArGYHIo7hWk4ZuaIjzm93oDPPA84QZe5Mbjm4IkQgkHnlfjl1I3yp6jL/t/p55YgcVTIHYfw/kSAJnGbMqbgWkweJ0ZUp33UO5iDpCpTkW35kR6wTQqRCiDpUITbDVYhe8c9mD4himqOuvQzm1wgNOgpIAhSl%2bcYdb%2bnU/Bi3OvPU86X3fk4If6aHSYrUCv1pcYYBn0G87G9aPLcWrzSmxZOAML5y/A8hWr4XruKIMNRRGln2ihjUpvS9SFu6MtPgidkd7op%2bRbI66jJMAbtz09kOvmhHyny2i77oh70d54/6QCr%2bqucwJUPAzp5P7fztLrNlI8BZIz8zIqoJfZ7dScKWVdtMMeMQNoU%2b70gA6NiSyH6QQwU1KAaI/tekvx3GEf7vnpoJLjcCs9oL9P4QNjBjnxDVD6gxx7hwngDoO/w8zfZfB323LxtD0H3zfFotNiDXo0v6QPTCLZCajTWYLA44txYvUsLJg2EYuWrMCquXMRrn4YqRfVUXZFD1WepqgPc0dDTACaQtzRGOSBBDdH5ISHoCj6JjICfJDiYI7UC%2bcwEOsFfNeAfzcFottYMXF2shTauNPLOXf0GogZXwCYJXWADs0ZCgDMvCiFPp4O9akEM5kKEB4xSwIglNHBbvLM4TAeXz%2bPypZyNPbUoZceMEQIY8QTEgkAx94hBj/CuhcA7rQRgIwA2m7jh%2bY4dFqvZW2N4y9kvemMxx3DafA/ugCbFnPhmcVBaMoE7Fu1DGkmZ5FocAx5dloo97yIUj971IZ5oTbIDfU3PJF8xR757ldRFxGBhqAAlLvYIdnZAj90ZAE/tOJ1WyR6zbh6cw%2bQs/7bRCeQHohSCWyBMmZeBNhOAML4%2bnTEGEzH5%2bmiL3SwBNpER9CcLflDt2iFnGEe2ijhicdJVHMcFgC6WQJDvRKAIvSz9gckAPkYJoARZl8AuCPLweO2TPyzNQFyuy2U2OdsPxNZZ%2bMxpDsW5epzcXHXYuxaMgPLZk6B/o5lKLVRQ9bFk0i4pMJAzVFw1QbFvo4o8nFABSG0xYehJy4GXTEJGIkkBJZBXbQfRr9tBb6px9vuGPRRbWIPkHP5kXGzkwsDJABhfjIt0QKnS91A1LrIvlxHGOIUAuDgoz6ZRikUQgDcF3p0WRpcju7YHMZTZyXUVeegrqcRXb11ihLo/wRAHAFgiMEPM/Mj0snBI1kGfmpLQg9HVJnKFyQ7gX9oLOSaY6X2U88B6cq%2bOdgwdxIu7V%2bPGjs1FFidR7jeEcSYqSDLyRR5XpeRf90Z%2bYGeqIsJxVAaPSUqEDViQgxxwY89Rcx%2bJ0af1eJdfyIGLm9k0IsIQQCYhy7DedJz/l7R1oQBMsOdWgoFdNMIu7UUCuikAtrU2KUIQiikh/C6dWZxHOa4bHMQzx33obEkBbU9TejorcUQJ8IxffLC/wAY5OAz1CYA5GCkNQd3WnLwsCUdP3WkoMflAFrPf84/PoG1RhDqAsJXuGM0ATHK07F9zjhY7FtDAKoosdVAtNEZ%2bGseRbghS8LGANlX7XGbARfHhEGeFY%2bh7Hh0xgajL9EfH1/KqYA2AqjB%2b6FkDDpsRZe%2beAK0iNvcfHrBXIUCOAG2abEM2AE6GaAoBTlLQM7e38tRWCxBEgB6gUx9hlQycgJo5%2bf9FrvxwmE3mvKiUdPTIm2FQ0IBfV1F6OskANb/gAAgy8MQgx9uuY27TbfxoDkVP3emotfzOJrOfs5f9hUnrs85dPyDEMZzEPmKNTgRuSe%2bQgqXmdLLKii%2brMZ9XxchhudwTe04/LWUkWCpw/q3RJSzLbIiQlCeGI3qcF%2b03PLB%2b287gW9l0r8TfBxOxbDLThrXAnRy3mjRnc%2bBaI6kgG692WilCbaqs81pKk631BEUA5AAIFOdyJ9PQYsaAVEtkgKojG7zPXhhtxuy9CBU98jQxnFYtMIxvZ0lBFDAk49%2b1v9gax4GmPmh5mzcacrG/aYU/EIAfd6nUH/6M/7yr9Cs%2bhmaz/0XWlTH8Q98STl%2biabz41Bishv5NpoocjZki7NCku1FhF7QhpeKMlxPHoQvQQTpnISvxmGkOxmhKuQKHtVnAv/sweg3LRh9Uo3R4XTc9TooPdJuJ4BWdoEusf0RQNcnADIJACc%2bjWlSS%2bzguCvXniwBEQpopQ%2b0qE5TKITtUaYmhqHt%2bPbyTnTFe3IalKFVXoM%2bboUEUIxeZr6XwffR/QdacjHQ/AlAYxbuNyZLChjwO4O60/8g2QloPP8FGgigTniCzgQ0nP8HKtlqKjwuoNzLBC0RLmgMdWUHcESivTnirC7ihpEW3E7uwvVTm5CssRmPqhLw/o%2bfgJ/uYPT7LgWAx9XAnXTc9z2CVu15BLBI8oBOsQOwBLpogq0MqllNbHxTpcyKGUCmIYafKdLQ064uPGAqWtRZJvxZFwG1EkaH0UY8t%2baqHWWPSnnr/wJABfR05KGP8h%2bg/AdbsjHM7I80ZuCeBCAFw0EqqD71GRopsYZzn6PhzH%2bjnO8bCKNVezwq7I%2biI%2bYqOiJdIAu2Q1fkFdy/fQPt0deRZHcRqQ4WSLU1QbqFOmoc1PEk1x9vf36Cj78%2bIoRB4IXiX4txNwMPAk%2biSXOutBXKWAKdevOkJ7ydoguw9lsEAKnlidonAGZcqKBLS8wBAsw0CYJ4PiA8QsaSaDVcg8dW%2b9B74yIqO5vR1FWL7p7qvxWQjx66fw8Hnz4CGGDtCwWMNGbiXoNCAUOh2ihX/hy1pxns8f%2bD6tP/hQ7T2XjhuxH3b%2bogx8MYydYaqPGxxGCSLx7khGMkIxgP88LQfusqirkA1Qe5o4vj71CsNx7fMsb7Khv8We2Kv/rT8JEK%2bPCkDniQh8dh59GgzmzrLpKeRHXqKUxQlEAbAUgewAA7GXCP7lS0UuLtYgLUmSZNgS0qbIXq06WFqEuUAFXRwvH9sfUBDPjroVLWIP0bgVwA6OkolrLfzeDlbTnobb2Nfkq/n8EPUwF36pPxYxdfRxii%2bORnlOV03LFfih9Cd%2bBVzCG8SeTW56iMgpsBaI6%2biu4YdwykBWI4IwQjNJy7mcF4fDsELRyJa0Nc0ZHINpgehp8LXTBabYP3mWfxe4wS/io0xYf2UKA/Hl/H6qCZmW8zWsS/J6Q/R1pupP6vM0tyeFECctH%2b9Biw6hQGPFURMMug6Tx9QI2vtQQADkIE1qi1CA84C9zxVEVFcw3quurQqQBQhG7WvgDQw97fw8z3NWTwZEog7tcl4OeGCPyUaYyfY5Tx/rYGkH0ab1KP4bsbW/B96Ha6/mEEah5Avqs%2bAw/CQGoQehJ8uAD54T5h3EsLQH%2bM6Pl2aA11xre3PTBa64S/8nTwPkcD79JP49839%2bJ9gT5GS0zwPv8C3hSa4W2uAV4TzKtUHfwUdw7D9quk9VaMueKpj5D7gK5C4qIMxEORTg5BTWeZcZWp0jODDq1p0nebNOfhru1x3HU%2bgYr6ctQSQLsA0N1exMwX8rAEaIA9TVnobmQJMPP/LHPDuyJmJlcDH3POAvlaGM3VU9xwwhH8eGMzej12oM7PBk1hjmgK5u7P4OWJvuiM80Z3gjeGkv25IPmiN9odLb5WeBJtAtTb432hCd5mnsebLBWgiIHGKeHfcUcwWmTMz9XwLl8P74sNMFrngNEGR6DVHW/KrTFgvUpaeoQHCAB9HIRE8ELm3doCynQ0nZtMb5oiPRvsIJA2tcloUp%2bJATtl3LdXQlVVAdfieukB6ZiuvwHICtDF3t9F8%2butTsLPqap4k7AX7zKU8bHEEB8KGXjmaXzM15XOmwxVvIragUdeS5GotgyVrhrojr2G5pjraOO1LdoTrbc8IbvpDjnf98axPPh%2bKMKMwenzdxhQTep4yzNabo6Pedr4K/EIlXUeHwuN8FcG4ZRexMcaO3yoscX7alug2R2/55mhkwNOm6pCAT0chYX8W8V7LbEDTEfjuSmoOzNVWo7aOTS1ElijKjdGm5O4Z3MA1SUZXIsb0dLFQaizvRBdDL6zNR/yxmx0NuXiUaYlPsTvwYfbKnibrYq3WbypCnO8ydHBG3HzfD1azEylncX7hP3oc13F1jYDRXZn0BzpieZ4X7QnB6Ip9joab3kRhhe6qIh%2bKqOL74eDtfBXJtXEQN/m8FphIUl/tMQY77LV8KHYBK8LjPC%2b8jI%2bVvMQwGiDiwJCgwOe%2bByUZC7k3S3NAVOkp0FtUmucwS41BVWn2A7VJiumQgFAKMLqJO5bHUT17WiUdzWiUQIgy5eC72D2O1nz8uo4vIg6iD8TDuID63O01AzveWMfC3TxvuwSa9IYH3hjo%2bKUmGGU33mTfBRP/DahzGQOym32oz7cFe1p4aiP8UNLfAC6MsLQlRKE3pRAyRtawq6g10eNZWDKOtfh77MkVEKoEr/XCh/KLPCuxhEfKmx4rPGxlmVQ74yPDW6AzBf/yjHjLCCcX/HoSwBoEcYnmaFCAZUnFT4gst%2bqNg21Zzghmh/HQ3aC2hROol0tqOusxZiOljx0NOeinY7fzgGoO8cNL2%2bsw2%2bx%2b/HvlBN4wzp9z7p8X2yKj2XmeF9uhXelljQxZwUEQnmfrY7Xicr45eY%2b9LsuQ6rOCuTZq6PS1xqV3lboiPdDb04U5KnBGCCE/kSCCbDDw0gtSp9GWGnDjmDH3%2bnIQK9Q8o5S0B/oEx/4tz7Wu2K02ROjjTTPOv682gFys%2bXSIzDxbKBdTH4qDFB1EgFMkbJdemKKAgChNKtMR%2b0p%2boKJEu5bHuRC5o2yjhbUdnwC0N6UgzY6v6yJ7TDBFN8FrsLbpOM0PE18ELWap88bYaDMjADwtuQSjUy0MQfpxj8UXcCHPAOWiy4NUhUPfXcgk06dobMUucabkG1xDrXBrlyFAyCnKfanBqCXSmgLssLXEacJ0gIf2BVGRaD17hht8sKbEkuWgw5VQTB1rorACehjxWWgxh73PPai%2bewEadYXT4FkqhNYBkL2QgFTUXRsIsd1AlCZxtF9BueXSagy3INhcyU0hDmhpL0ZNe0sgTZmX0bXb%2bVMLmvIRcctQzz1WY5/xR6U6v8jjQjiJkQ9VtnjLdvTG7YpcUMSAOmmrKiQi1QDFZHPNpath%2b8jlXDv2kZ02MxEms5KZNpqo56zv4y%2b0EMIohR6aY4yvwv4OcOIQK/gY50na9yDju9ND%2bDvydLEaI3oAgTQRAU0XWUZXAXafPB1CKfFsxPpAbOknUACQEW0nGe9n5uBgqOTUH9mmvS%2biRCqz0xCpc5mDF48ihZ/SxTJGlEjowJaaXqtNL%2bW%2blTI6rPp2oZ4eG0Jfr65E/%2bKP4bXmTRBoYAyKwbMYAnidbY2PpQzWAIBS%2bEja/UjW9RopT3LhJ8XW%2bKPNHX8Fn8Kv8efgMx2MdLNlFDmZYn6SC90pHANTg/FYHoI%2bqKuoi/AGH/cpum1%2buBdoxfet1xne2R3yNVWlIUA0OBFdXjgQ50L0OiKl1EqlLbYAGdKTt%2biyiXtvJC7CHg68o9O4eg%2bFQ1836gyAzU0zXLNjei/dBIyT30UNNehqoUAWkT2Kf/m2mQ012ehNcoI970W49eoPXibfhYf2fdFz35fYs6gLaWMvM3Vx5s89vNyunO1M%2bEI83KgUhwIw44wWBaFl/CvhLN4naLOgWkXsg0WI/uyDkp8bNEQdR0daWHozojAQDKHpigP9Pjp4d8ldsyuH95Uu%2bCvtDOcD9PuOKsAABDRSURBVC5IkD9SHaM0QFEiH6k8NLrhnwk6DFr8y48AwAXp/AQe9ntCaDo/E4VHZ6BSmQDOTkH9uWkSgFLVVeiyUoHMSQW59VWobCWA5obbaK5LR2NNIppq0yGLNMSDq0tpaLvwOvkURlnbKLNQ1KKQY50T3peKlmjA8rBiWTjhQwnVUcVhha9HKx0lGKOE8FeWPv5IUcOfSSooMZqCJMO9yHMxRoW/I6rDvdAY64eupGD0J9Ekb3lgMNgIfxTb4T0BvyeAjxzChMegyV0qC%2bk0e7FM3PAqzRBNarMJQaEAAUCMwLUMuIEA8o/MQMlRGh%2blX3tuEurOTkbRuSVot9ZCJ%2beB/OpSlMnqMKaRWW%2bsSUMD19PGymS0hWvjsc8yvIrej48ZvAnezIeiiwrHF05NAOL6Jo/DEetd1P2H4kv8jJ9LAP6GQFBUwes0DbzN0EGvyzIkccFJMldBgZc1SgKcURNxFbKkEHQlsySEJ3B46gsxwcuQ3fiQclQalt6VsuQqXPBnuRv%2bquZkSkNEiyfelNmjQXM%2bg54uPQJrVhEAJhLAZNSz5vOO8ShN4Ao/lZ9NRR2nw6KzcyGz0kS3xREUlOajVFaPMfU1GaivSkZDZRzqy5Ihu6GGbwJW4OdbB/A04hRGwlTwizCpKtGq7KWaRLUYZY3xhi79sYjdodhCKgWhgtG/VVDBU2LDWtbHX%2bnaeBl%2bCLUXZyJSYzNuO5uiWDwkDXFDHcuhOZEQEoPQx0GpO8YLcl9tPAo5intJTtJGeTc7nNtlBO5nBuJuihcep9jhHf/egMM21J%2beKG2HLSpfEcAEZnsKalgGRcrTkHvoS6n91dIMawWAUxySuI53mx9EYV4aSgSAuuoM1FUmoq48DrUlCegIOokhL87bXnsw5K%2bM3zNoRJT8aIWtwvVFGYhyKLmIP9NU2aqokGKWQuX/CLxClABPKUHRK15n6uHXuLMcljYiTXM2oi8oI8/bBoXedgThiCpCaEkM5qZIP4i/jv5YL%2b4NFqgJvIK%2bjJvckKNx/3YEHuRG4mHuTQxzynyQ7Izn4WdY35PQIGb982NZ78w4VVBNCKXK05F5cAIqTk1gB5hMDxBQpqLG7Dx6zQ%2bgICMaBVyLx9RWpTH4JNSUJqCmKA5tvodx99pyPLuxH88jT1CGhgyEwwjr%2bmMt3bjWhaOpcH5rvEnjqEyJj5awA5TZKAIvoxkycJQJADTEIgt6gRFexauwK5xBm91ShJ5diRR7I%2bRftUGepzWKA66gPi4AsuRQdEpK8Jf%2boaQz4BJafC5BHunBoAMwwnOH5x43zAEOMzLPs6hTo9mdm0iJj2WmxxPIRAY7GWUMNuPgRJSdnIgqAqg%2bOw2Fxyei3Pgk%2bswPoSghGPmtjRhTXZmKmvJEVJXGo6ogFk0%2bR/C13wr8Sg94m85NrfACg7Hi8ME5nPWPOmfFlWPrm7Rz%2bCPpPFBCfyiy5pUQymwVgYvXPNyV8ea2CX5LUMHvyZp4EaaEDK0ZuKl3GDke1sj3ssVtNyuUBXuiNiYYzQlh6KAvdCcFYohbZF%2bEE73vEpq9rdHLPWOIy9ZwrDdGEnx5G%2bdQygDLqYLKM%2bOY7XGoOv0VKjn0lJ6chvT9BMCgq1gGlVyOio6Poxkro48tuTTCE3mtVEBFRQoqmf2qolhU5sWi/voxPLq%2bgia4D%2b/Tz%2bCv2xfwKscaP%2bY44mWuO74vuIYfCq/iVQHbYYYG25was2yNDwVWEgQRtHj/sZBlUXRZ4QM5JgxeHb8nqkkgerk8RZ5bhhRrPRRdcyAAa%2bS626As3AfV0cFojAtBW3IYelJD0U%2b5DzLgVt/LqHQyZok6cXbwIgA/KkAHhcpfopwDUcXp8Sg/ORblfF/Bub%2bMM0Dq/gkoPk4gXIwqzkxBCQEU6x1Ej8kRlAfaIbuFHlBK%2bZeVxKEinxtSXgyqfE5zEFqMx8H8YpAB2iKdIY/zQ3dcIHpTw9GfeQt92bfQkxmBwRgHvErkMpRjije5FwnBEu/zL3FOuCidd3mcHVgCb/LpF6la%2bIMAXiWq4sdbR5DGUTlKV4nBWyL3qh3yrtnhtrczikKuozaKEOLD0ZUZg%2b70cEkNA/E%2bqHG7iAIbPfSEu6OXA1Sdmx7yT0xA2ZkJKGX2BYAiIfNTAsAkpFEBhce%2bojLEZ5NRevwL5GjuQJvpCVRdM0NWE9tgCbNfUhyD0rwolObHoTJQE5WWq5BhpYHSazZoifDgnu%2bHvvhA9CUFYTA1BEO8qV5Oc41hnrh7QwevWeN/Zl2QghbXP/n%2br2xujfnc8wst8LaAPpCpi38nq%2bHXBFUuWRpod1yL0NMLkGypg9vu1sj2tEHuNWfk%2b7qiMjIAdXFhaE6O4sAUhc6kG%2biI80d7hBtqPM3RxZG6/YYrKhw0kHN8AkpOfYWSk%2bMo%2by9QcIxAlBkwu4PwgPwjzD43wxJlAjgxFnkqG9Bicgo1rnrIqK/GmCJKv7gwGkV02NLcaOQHmiLo/A6kmKuj1M0UTVxiOqJ8ICcEeawvlxjWZbw/29U1NARSjoG6%2bFeqDn5L1cef2ab4PY3XTEO8yzVj8Jd4LAmAhpnDISdVG6%2bStFkOungRcQLFxjMQobYNKTZGNEVzZLnbI/uaEwqCr6Eswh%2b1CRFoTL6JtqRQtEb7oS3aB51R3jRFdokQF%2bSZHsHtw%2bNRcpoKOPklik58wYx/KQGo4GcZhyYi5/BkKmMaimmKxSfGIefUMsgIoN5BFRk15RhTUHgLxflRKGSbKbkdhowQB7gr70S80SkU2Buijv26NfwqOqO90S0eerL%2bOsNc0RzggKqr1ugP0MQ/Y89zMjPC7%2bkX8O90Q/qGieQBoiSEN7wruIx3OZz30/XwG4MXEH6MVcVj/60IPDEdodrHke5oihgLA6RdsUaOF7e1EB/UsgxqYkLRTHOU3fJFS6QPWm/6oePmdTQGOiNLczNbHbN%2bkioggMJjY1FwfLz0uoLmmH1oArKVpjP46WyLk9kFxiPzxHw0mJ5Bo/UppFcUEkDeLRRyVy/ICkdRahAK6bzXdJQRqn4QuZe1UcmprSnYDW2h7jwuaAtx5jZljyo3M2ReNkDtlTN4GX2O2TfmzMARNpc7ApchcDZAscIMPxTZ0g8uSBBes0T%2bSNPFr4ma%2bHfSGWQZL4HFzgWIM1PFLVNNKsGU5WCHHE9nlIb7o44QWlgOHUIBkWx9N30hC7uKyqtWSDm9mDL/HLn0gWKaX8FRSvzYOOQr0%2b2pgqzDVMFB9v8T03gmsjzGIfPodFReOIumS0eRXpSDMXk5N5GfHYm8jFAUJAaiNC0EoQ4GuHpyO9IvqqLE7RIa/Bk0IbQEXUGTnx0aeeq9rVBgp48c63Mczc%2bg0/s8%2bv3O4X6wCp5GquPbWC38yIXlp2Q9/JxqhJ8SNPAyRgPPo7XwKEwNvd7KaHY7hHjDLVBZNxuX9qxDjJk6oi9qId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He has been a member of the Leadership Team since February 2016, when he joined F-Secure. Prior to joining the Company, Mr. Järnefelt worked for Fujitsu Finland Oy as Sales Director (2014-2015). Previously he has also worked as CEO and partner at Miradore Oy (2010-2014), CEO and partner at Concilio Networks Oy (2006-2009) and in several senior leadership roles at Hewlett Packard (1994-2006). He holds a Master's Degree in Economics and Business Administration. Ambassador fell in love with Threefold The internet has turned into a centralized mainframe like phenomena dominated by a few global giants and ThreeFold Foundation’s grid-like distributed & eco-friendly internet is taking it back to its roots providing an alternative. Using this infrastructure to back-up the new Coin Offering brings also a solid alternative to the speculative virtual currencies making it also more tangible.","linkedin":"https://www.linkedin.com/in/kristian-j%C3%A4rnefelt-518b14/","websites":"","countries":["Finland"],"cities":[],"image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/kristian_jarnefeld.36a08ae.9faba88536eb9e1dd50d8a4900cfe63b.jpg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/kristian_jarnefeld.36a08ae.9faba88536eb9e1dd50d8a4900cfe63b.jpg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-fb3a034c9fc15f8ebda8d48be47f69b3'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-fb3a034c9fc15f8ebda8d48be47f69b3)' width='640' height='640' xlink:href='data:image/jpeg%3bbase64%2c/9j/2wBDAAYEBQYFBAYGBQYHBwYIChAKCgkJChQODwwQFxQYGBcUFhYaHSUfGhsjHBYWICwgIyYnKSopGR8tMC0oMCUoKSj/2wBDAQcHBwoIChMKChMoGhYaKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCj/wAARCABAAEADASIAAhEBAxEB/8QAHAAAAgIDAQEAAAAAAAAAAAAAAAYEBQMHCAEC/8QAMBAAAgEDAgQFAwIHAAAAAAAAAQIDAAQRBSEGEjFRBxNBYYEUQnEVsSJDYpHh8PH/xAAaAQACAwEBAAAAAAAAAAAAAAAEBQABAgMG/8QAHxEAAgEEAwEBAAAAAAAAAAAAAAECAwQRMRITQSEi/9oADAMBAAIRAxEAPwDqmiioWt3MlnpF5cQBTLFEzoG3HMBtmoQ154x%2bJacG24tLACTU3UN0yIwem3qT2rTFn43cfWZjuLuyE8PNny3t92H5GKdtA4LjurptT1uSXU9SnkM7STnIRjvsvTbYVf6rpCpEWECEgdSvSllS9ly/K%2bDenYx44k/pO8N/GfROLphZXgGlalsFhnfAkP8ASSBv7GtqDeuPuNtFTLTpADKoO4GCc%2b9dLeFN/Lqfh3oF1cO7zNaIrs/ViNiT77UZQrdscgVzb9MsDXRRRXcFCoOurz6Ner3hf9jU6sF/B9TZTw55fMRlz2yKplrZq2DX7DR1gF/JJH5gADCNmGT3I6GvnifiG1treMQ2813NcLmOOLALD5qTJpunXMhe9hiaZMKSRk9cgCqPXNQt7PiDTyqswCGJ0RDlFJ69Mf8AKS6WD0MY5eRI1jUhqNoZYU5SuCQrc3Ke2a294Gaz9fwn9DLA0N1YtiQE7MHJZSPj0pE45eBLXktkGGPMzAY/vT34I6JNpnD9xd3KyLJey86eZ18sdPjc4oqzb5NLQJfRXXmWzY9FFFMRQFFFeMwUZYgAepqEEXi6zW21VJcNGk42ddsN6/ON6W9VsZJUHPeT%2bUB1D4/YU0eKGoG24XuLxEJjtysjMV9AcnHwCM%2b9JVzpzX9ostpe3imVQUjQAg5GRj19aV3EVCo8ejqzqSdNZ8%2bC9rt0t3FDYwITPI3kxRjdnPf/ADW/NBmSXS7cKArIgRkH2sowRSPwLwLBoB/UtQkN3rE45TI55hAh%2b1ffufj8uVtYCHMkLNHIT/ER0b8ijLai6ccv0BvK6qySjpFvRVeL8wsRdJyxj%2bau6/I9KmxypIMxurD2OaIwBmC4mdnMUBHPjJPXl7V8x27AAuzO3cnNR9ODxS3CyYJMrb9xtj/farLNXohXX%2bnR3sRhuo0lt3UpIki8wZD1Ug96X9N0Y6Jq80Cwc2k%2bSPpShy0eAAYznf8AB7bHpTjk0co64Ge%2bKxKCk034bjUlFNLTIkFviINIuJCc4H2%2b1ZEQqoB3PXNZ815W8mCK8OTsMGotzCd/IVRJ1L9MH461ZFuv4rEwHSrIf//Z' /%3e%3c/svg%3e"},"private":1}},{"node":{"id":"kristine_vilnite","path":"/people/kristine_vilnite/","excerpt":"A loving, kind, explorer building a sustainable foundation for the future.","content":"
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\n","name":"Kristine Vilnite","rank":1,"bio":"A loving, kind, explorer fully dedicating her professional path to build a sustainable foundation for the future. Kristine is a compassionate innovator, sustainable development advocate, adding value by unlocking power of diversity, simplicity and genuinity towards complex challenges assuring that a positive net impact for the planet is a norm.","linkedin":"https://www.linkedin.com/in/kristinevilnite/","websites":"https://threefold.io/","countries":["Latvia"],"cities":["Riga"],"image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/kristine_vilnite.36a08ae.97cde0d46d196637150b5deccfd881c6.jpg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/kristine_vilnite.36a08ae.97cde0d46d196637150b5deccfd881c6.jpg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-df3372256a8c6b7593efb2bbc7647b09'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-df3372256a8c6b7593efb2bbc7647b09)' width='640' height='640' xlink:href='data:image/jpeg%3bbase64%2c/9j/2wBDAAYEBQYFBAYGBQYHBwYIChAKCgkJChQODwwQFxQYGBcUFhYaHSUfGhsjHBYWICwgIyYnKSopGR8tMC0oMCUoKSj/2wBDAQcHBwoIChMKChMoGhYaKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCj/wAARCABAAEADASIAAhEBAxEB/8QAGwAAAgMBAQEAAAAAAAAAAAAABQYEBwgCAwH/xAAxEAABAwMCBAUCBgMBAAAAAAABAgMEAAURBiESEzFBByJRYYEUcRUjJDJSsZGh0WL/xAAbAQACAgMBAAAAAAAAAAAAAAADBAEFAgYHAP/EACsRAAEEAQIDBgcAAAAAAAAAAAEAAgMRBBIhEzFBBQYiMnGBFFFhocHR8f/aAAwDAQACEQMRAD8AufTEqFFhwrg/yWowSIjLjAJQpKdsqUdxk4OPsM7Ux2JURRfucRyQ%2bmc6ABkqAxlOQOiRsTSDp3TBmWJiJerozIlKYbUIKk8TUUkZ8oHf1Jz8U/SLnCstvZS6tsN8BK1NYA2G5A%2b9KR%2bEW7kE08WaCrrxHQ89rGcGlhARFZCiT1GTtQ3SrBauhWpRUtaFZJx/jagV31e43dnRCC1Xy8K4mnlgKEdsE48pGM4zv2r0lRtQlH1Z1hPVKa8yA42hMbP8VIx%2b09PWsBILtGEDiKVqSbk5It8WMQUNtISlQ7qUKhhvKuJfXsPSotjmJuNrjzFIDbi0%2bdvOeWsbKT74OfjFTlAqG%2byfTuasY6LQQknjSaK8F75DYyfXsK4DQHmUeJXqakYAGEjAoPO1Bb4skREOGVOIJEaOONZ%2b/YfNSSBuV4Ip4esRZkGMiVI/Wg8zhacySkJH7yPXOaCa8mxbfe3Y0dgrirHAtxS8oS4c9B7YqrdJy7lDe/IfciKKeIlCuHAzkZ/uupU%2bbMvMVp%2bbzmXZCcnmA/NUXHuor3VmYQHlyXL3dDD8TrYlWW220tMqVjspO/8AdP8AdQ0xJLkh83F2QC2iGnyAJI6Z6k/79qRvGxCbdqF6VEwlxC0BJxnJSgf8o5p6dcpFjiT46Y1yQtAP5h4VoVjB8w%2bRRCfA1yJHs9wKftATmoibhDkRmrczHAcAUogZ6KO/3Tn1NRdT%2bKVltQU3CKp7/wD42QPn/lLEoSrrpvUjj0dpgw4ieW2wSrckKO56naqWW7%2b5K1bgkb7Gm8SfW0tHQpTMjDZL%2baeNS%2bJl8uqi0HPpoyhnlsHhyPc9TQ3TF3dZv7D0RSUOKVwfmqx1xkDG5NJ7zwU4kA9E1P0ldY1uvkKVObW4w08CrhO/3ph2wtJ30XMye5IhPNORXOaVqP1Slr4uvTHSi%2bmtKPrkW2c1dYYQpaFllTh5mOIbY9a0BojTMKy8/wDFWp09WAEFaUgJT3pc11oFi86pYn2JbsFRSEpjlJVznAcg7bJ2/qtZb23BK/hxuAB9ST7V%2bU2YSDZ3Sp4122ZdNWx7fAZU446C4EpHQYAz/ilmxzpuhLmYrpDkZR/URivGD/JPof7q3dbznNP3R2cpJMwWsIQFIKipziHYb7dfis7TnVvF955RW44SpSlZySe5zV72dGJcanKM2Qsmtv0VzR9Sw7oxebPpuaPrbhFS4wp1Jbw4k5LeTtkjbI2qqnbHdMS13O3TW3wokDkkeb3petkx2PKwytSVJPElQOCParw8LvECRJuq7fqOWHGpIS3EU7%2b1LmccHsDv87elZRwDHtw8v3/iHLNx61c1Uz1vKX8CO8lSW8EKT3xXnGtaSHG3Q4XicoQhOSTWwvwmHIUOKPDdJSSMAbgdd6hStJ2d5SXHLcwFK2CkbKz8URs8T/K4H3QjE4dF6ruDaE%2bZzc7YzX1EkLAPNSn0IOCKFR3HAwkSASQN1FIBNdomxUMFSSVY/niuMNjLHBzOYKs9RSf48Wh26aUcuUY8a4WFkpySU5PHn4INZzkJLTi2ApQAAOyeHO2c49PvWumS3cmy249wNlJBbJ2UD7Gsza8tYs2pJVtSGgzHUUt5USVJzsSM9cY6DFdL7uZ/xDDE7Yjf9pbNbYEg9EooWG5GfbGTRrTpM6%2b26LzUtB2Q2AtYJCTxA5wAT27Amgi21PP8KApRIOPvT54WzrPYLu49dUJVNDZUxJKvIyQMkY9SM%2bb471sEji1hIFpaJge8AmlaerNRamscjhnpXGQ6FJaW3gsq2z5Tjr7HB9qadKR2bnbkrkS5y3BwvrkFxSW0qOCeEA5Jwd/vVQ6z1z%2bJ2efCCChDi0BKXASTwq4uYOwyNvXf3oVpW%2bT5SJcRLzDfJhEoccUQQEntvjOD/qqWXDBj1NFJ%2bWcNOkG1/9k=' /%3e%3c/svg%3e"},"private":0}},{"node":{"id":"koen_timmers","path":"/people/koen_timmers/","excerpt":"Belgian researcher, lecturer, and author.","content":"
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\n","name":"Koen Timmers","rank":3,"bio":"Koen is a Belgian researcher, lecturer, and author. In 2018 he was announced as one of the best teachers globally by Bill Gates as part of the Global Teacher Prize. Koen is Executive Director of TAG inc., a 501(c3) non-profit registered in USA (Florida) and is lecturer and researcher at the Teacher Training department at PXL university college Hasselt. Koen holds a master’s degree in Technology Enhanced Learning, Innovation and Change (Sheffield, 2014). In 2015 he launched the Kakuma project in which 400 educators across 6 continents offer free education to African refugees via Skype. In 2020 he built his own 2 schools in the camp in partnership with UN Refugees Agency. He also launched several global educational projects focusing on several UN Sustainable Development Goals including the Climate Action Project involving 100, 000 schools over 90 countries which were supported by the Dalai Lama, Charlize Theron, UNESCO, WWF, NASA, Amnesty International, Greenpeace, scientists, National Geographic, etc. These projects were covered by (national) media across 45 countries. Koen developed Innovation Lab schools in Tanzania, Kenya, Palestine and in collaboration with several organizations including Dr. Jane Goodall’s Roots & Shoots. The labs aim to offer a free quality education to hundreds of thousands students. This project involves a new curriculum focusing on the UN Sustainable Development Goals. Koen is co-author of the book “Teaching in the Fourth Industrial Revolution” and poke about Technology Enhanced Learning and Social Good in Washington, Beijing, Paris, Moscow, Vienxna, Dubai, London, Abu Dhabi, Amsterdam, and at the European Parliament. He developed several educational apps and founded his own online school Zelfstudie.com currently having 20, 000 online students.","linkedin":"https://www.linkedin.com/in/timmerskoen/","websites":"http://koentimmers.com, http://takeactionglobal.org","countries":["Belgium"],"cities":["Hasselt"],"image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/koen_timmers.36a08ae.8aee6012b94f77ffa219db9cea9d048e.jpg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/koen_timmers.36a08ae.8aee6012b94f77ffa219db9cea9d048e.jpg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-31505fded925dcef42912c441ed250f5'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-31505fded925dcef42912c441ed250f5)' width='640' height='640' xlink:href='data:image/jpeg%3bbase64%2c/9j/2wBDAAYEBQYFBAYGBQYHBwYIChAKCgkJChQODwwQFxQYGBcUFhYaHSUfGhsjHBYWICwgIyYnKSopGR8tMC0oMCUoKSj/2wBDAQcHBwoIChMKChMoGhYaKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCj/wAARCABAAEADASIAAhEBAxEB/8QAGwAAAgIDAQAAAAAAAAAAAAAABAYDBQACBwH/xAAzEAACAQMCBQEECQUAAAAAAAABAgMABBEFIQYSMUFhURMicZEHFCMyM4GhscEVJELh8P/EABkBAAMBAQEAAAAAAAAAAAAAAAABAwQCBf/EACARAAICAgICAwAAAAAAAAAAAAABAhEDIRIxBCITQVH/2gAMAwEAAhEDEQA/AODKMjNGW6KQM1FHHlc1reXH1S2JBw7AhfHmuALBpIoVJcgYGTQ41ayLBeYnvnl2pamd5pWdmLM%2bwI3ztUfs2Ikyp6e6adAOcNzZzDMc0Z8E4IokFVXIxikRYm3DA8vVif8AdWOi6hJBdRWspYwSHlVSd09DRQDM4Dnah5YMijhblTvUbqeakAJDF9n8KDvbN7q8tIFH4jcgONhmjbN8qQaOscfX7Qt91Z1J8DcfzXL0NdjBof0dW0rrI8v3huqrgZ8Vaz8B6ZahhI0jE9N6bdCe2aEpHOGkGMqAQR86B1nWtPNy8ayJCkeFMs7/AHj6AD%2bajykz0fjxpHIOKdHh095BzYVTkYA3%2bdK0AEuoWcEb4DyruPj1PmuncX6f/WLS4nXrGMo67g%2bKTODeF21W6a5EpiFsysOUZGc7Z9ATtVYy1sySxtyqI0SjC79aBlU52q7aNHXJ%2bVDvAnYV2QF61j5SaPssfWEJ7MP3qK3AI2rIHEc5DUmB0jQtLW21WK6VWDgFRIWPvDBO/wD3arLQNFt547q1lUSorBirfEkEjvgk4NLMHEN1JaWqWowYlImcLlvTA%2bIo22vdWjuVNjFMQ%2bAXlTGw8neo0%2bz0oOLjpBXF3sbLTntrVAF8DqaSNIvIdF0DULhWVZjILdYwN5C7ZHyP6Zpg43vzHCpnAQhMyHzSPLoryaVHe3IKSXE4dR3CLkj9TTxx5a/SWWdNtfRdNzJ3JFeLOO9DW10ZVCSbSD3T5NezMOwq7i4umYU76ALQcvU1DMftyB1PStYp9wc17BiTUkB6DLfKlGNuht0hjgDWFtHJArNOuC6g7uO4/KrPTdZKwyQ6XaXd3O65IYH3GPrnoOtVBl5VyepoLSLyZOL0VZMc8RDLkgMAMgfpWjPgjXJCwZpJ8Rg07hu8vr2S41%2b4UhW5/YBsqD2JPfFQ6xex31y3sV/tIfs4x6ju351rxDxGrxm1tw0WfxmJ6eDVU8oW0X2ZGW2XHcmjxsVe8gz5L9ImWNujlmf3sseXft0z%2b9bXoWLl5QxZmIA8etb2iBYiq/4nlX8tqyVt1d%2b3atMoKSpmZSaej//Z' /%3e%3c/svg%3e"},"private":0}},{"node":{"id":"katja_luik","path":"/people/katja_luik/","excerpt":"Almost 20 years professional experiences at Hewlett Packard Enterprise.","content":"\n","name":"Katja Luik","rank":5,"bio":"44 years, living close to Stuttgart in Germany. Almost 20 years professional experiences at Hewlett Packard Enterprise in various EMEA Business Unit and Supply Chain Finance/Controlling functions for the Storage and Servers Business segment. Enjoy a GAP Year since May 2018, with focus on social engagement and a growing interest in new technologies and markets (…but still not a tech Lady :-) ). Ambassador fell in love with Threefold I believe the world needs positive changes - end to end- the way we communicate, the way we support each other, the way we care - in all aspects of life - including the IT side. TF has a great approach - and I’m excited to get closer into the TF mission. Therefore- THANK YOU Owen and Peter for the chance to gather more insight about TF technology and the people involved.","linkedin":"https://www.linkedin.com/in/katja-luik-32217319b/","websites":"","countries":["Germany"],"cities":[],"image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/katja_luik.36a08ae.056d0a4cddea301721bd1c4ca8c07383.jpg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/katja_luik.36a08ae.056d0a4cddea301721bd1c4ca8c07383.jpg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-fcaa69f3d2d1e26b755178006a94bea3'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-fcaa69f3d2d1e26b755178006a94bea3)' width='640' height='640' xlink:href='data:image/jpeg%3bbase64%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%2butZSLE%2biPHxIlPfiPK5lKUo9SSTkfXBpW%2b6Sarr5PeqpNbS4NLaa4mWa7SGYcsqt9wdUEoYcyoKz0woDH64p6rE0ufLlxGJ6o60pdThRUoZSR2/9itScHb%2b5qHQUCTJUpcpgqivKV1KkHGT6kcpox7pT%2bZ8m3VKK2iOtFFFNC4UUUUAS3iyhUy8wo8lRRbo8Vcl0pOCrfBSD8zgCkj7hWiYVzLszzzXmg0pLZwhpGclCf0AJ7%2blO/GpySty1RILYW%2b6roSE8wBCsEkHA%2bE9jS20/ek2dAmIjNXRxfIBstKep3xgHb/dRcjyrZNMs4kE6lshQ13bYkeChmEyGS2MJLew5cbDHpVI8NBkK0XPW8MNqnEoPY/hoCse4qU63/bTdiel3hpuM6yohCQ4lXmb5B%2bEbAgdOtaN4Z2lNk0JZYaQAsRkuOYGMrX8av8qNMYUHs22eGbrGKUVyM1FFFUiaFFFcG%2bXWJY7PNulxdDUOGyp91Z7JSMn6n0oAUeJ9rkSFW24RACuMtSTntkbf9j3FTq6T3EyIxcekoQy4HFIRGC/NOMABWdh7ZpCn%2bKDUcm5vot%2bn7WuA6rkYjPhxbpBOwJCgCo7bAUx3e6ajW45Fiw7eLkFBp9tLZUhp4pBUlG%2bSAolO/cGpuVR9brsq4F/562uBR4x32UtcdtHIQ0pKvLOT8Xbmx2GR7kVrXS1wbu2m7ZPZI8uRGbcHplIyPY7Vk7itbEaA0GiFcH0zNWahV%2bYeVg%2bQwhQUoIHb4uVOe55vlVN8M/Eq0XPS8bTlxnNR71FUUttPKCfPQTkFsnqck5T1pqip1JIUyblbLyi8UUUUwKhUP8Xt7ctnC1MFkkKukxuOvH8iQXCPcoSKuFZg8bVxSmJpW2A5Wt1%2bSofIBKUj/kaAIlwPQ25xT06l2CZ/5jmS0FBPKoJJDhz1Ccc2PStc21iz6eckX3UDjcFCniW5MpQS22XFHG/zOepqC%2bE%2bxB/UN0vjqMpiMiKySP4jm6sfRKcf1V87xLa/%2b8epE2G2u5tVpUUuFJ2ekYwpXqE7pHrzVjgm030dxslFNLsTOL2sV6215cbqCr7GlX2eGk/usIJCfc7qPqqk4gDBB3HQ%2btesY614qV2HWtOCwcMuPeqNJzIkS7S13exhaUuNyjzOto6Eoc67DsrI2xtW5mnEutpcbUFIUAoEdwa6tFnOfpXZ7p4lVhtxPUxmif7BQB//2Q==' /%3e%3c/svg%3e"},"private":1}},{"node":{"id":"kevin_louis_obeegadoo","path":"/people/kevin_louis_obeegadoo/","excerpt":"Kevin enjoys 20+ years’ consulting across private and government sectors.","content":"\n","name":"Kevin Louis Obeegadoo","rank":4,"bio":"Kevin enjoys 20+ years’ consulting across private and government sectors, on strategy, value creation, and assisting in structuring for international business, and is based in Mauritius since 2001. Having consulted across various business sectors including Automobile, Financial Services, FMCG, IT and Telecommunications, Media, Property Development & Management, he enjoys team‐working on game-changing projects, creating value, and moving businesses to new levels, while being committed to charitable and social endeavours. Ambassador fell in love with Threefold With a unique, realistic, and achievable solution to building a green, decentralised, distributed, and neutral IT infrastructure globally, committed to true values and charity, how can anyone not believe in the ThreeFold Foundation vision?","linkedin":"https://www.linkedin.com/in/klobeegadoo/","websites":"","countries":["UK","Mauritius"],"cities":[],"image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/kevin_louis_obeegadoo.36a08ae.aa4b1ce85fda124503961a01f12237dc.jpg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/kevin_louis_obeegadoo.36a08ae.aa4b1ce85fda124503961a01f12237dc.jpg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-0aea88018de99024886e9b604f7dcc76'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-0aea88018de99024886e9b604f7dcc76)' width='640' height='640' xlink:href='data:image/jpeg%3bbase64%2c/9j/2wBDAAYEBQYFBAYGBQYHBwYIChAKCgkJChQODwwQFxQYGBcUFhYaHSUfGhsjHBYWICwgIyYnKSopGR8tMC0oMCUoKSj/2wBDAQcHBwoIChMKChMoGhYaKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCj/wAARCABAAEADASIAAhEBAxEB/8QAGgAAAwEBAQEAAAAAAAAAAAAABAYHBQMIAf/EADUQAAIBAwIEBAQFAgcAAAAAAAECAwQFEQASBiExQQcTUXEUImGBCCNCkbFyoRUkMlLC0fH/xAAaAQACAwEBAAAAAAAAAAAAAAADBAECBQAG/8QAJhEAAgIBBAEEAgMAAAAAAAAAAQIAAxEEEiExQQUyUWET8CJxsf/aAAwDAQACEQMRAD8A8zgK0reawOOefXXIYzyGc9tPtp8NLxcFqHuDx29ogJCso6qe/LsNZs/C81ur6iGSOomaBwpkij3Jz5g59tKDV1ZKhskShO0ZM7%2bFvCbcV3uSKTeKWmXzJcNsz6Dd2/nViuXhNSyW92goaSCKJC/nUlU/mLy/Urcm0s%2bGlPc7LLdHs1NtrpYUmEddHtQxDP5gB688aqsFXxNX1dAst%2bs8NDUUqNLTpGjDeR86k/wNAfVZbjqPUULbVux3PLt9gq7NdZLfPLI1PDISEydhz%2boD6jTh4deHqcdPXhqwwGgjDxxQxq0kxPPvgYGP76cfGCho7RZVpKqngqAZSaeoBHn7SN2P6eZA%2bg76l1ouldTUslNS1M8FLUELKsTbd4HYnrjVTaXUlOPuKHFNmH5x%2biMPiHxfV1PB7WOK4wz0bVmWheBUlUp05ryxnv10w%2bKFVaqzwq8MI7TVQPJDC0cqxkblbYobcPfOpBcYKreY5VAjjcsE24PP%2bdFRQH4SNh0U8gdEWta1XBhLdULDuPmekKalSotdReooaiCGRFxBIN2U5HOT2HfWrWvw/DJSx0yrJBVqz/lSA4cH5mA740s2%2bureMbvFQ09z%2bCs6QeS7hcEjuAD%2b2dHcRWPhjg%2b30d1t0iGqpm%2bHYK5cPuzkdcA9zrBFRdgq8k9f3Ah8rkdRjufDEs3Djzu7vM6l4ZHOHYf7Af0j6dNJcFJBHRfBUTy1NyeYGGBI2JMo5ZkAAUkf%2baw6jjm9caSCio6ho6RSKWnjAxudsLvOPTcAB7nV84ZtUnCg4gu16padVinmlhnBBYUwQED6HcGGO4I9NbdfpT0gBmzmM6fWhFK466k14gtdmoOJ6Ohu6QtcxTRtW1DrvVZWztQehC7RqZ8XWaG13uBqaNGhqtzpkYZQD3Gl3iW/11xutZcqmaQy1U7VLrn5c5zj7cgPbXen44r3pVpnaMmT5cyruRfqQdN2em1E7kYqcY%2bjM52ZySR3N%2bptFJerZ8RuQPEoXJ5HU8u8bRVBpSH2o2Mr3Omijo2npPPpZVdHDmVIyUVtozkA9tBcRSGy01vrFUSJWxl1U9Yz6aRXNdn4vMhUI5EarTdIYKqGPewiiUlgvV27D21k%2bJFzle1U8cfliOWWRygGDu5Zb3541wo4J2lG4xxykfO3oeuAO%2bhvEOk%2bEs1D5z%2bZM7PMNy7So5DH35HSmiqA1Skff%2bGDRSSPiUDwMsgm4tsVOwBVZzVv7RgsP7hdWH8RF%2bag4PgtcLf5m6yCI4PSJfmc/c7R99Rb8P8AeJU8S7Yud6zxSxHn2Kbv%2bOj/AMUV%2baTjiKghfAoqJI/ZpMsf7bdeqZhuB8CEUHaRJLf5EVHCsrZG1cenc/c/xpciKtMTI2AABj0AHM6JqZA8TkEFsaEpmYkooUc8knAxjvoTNuOYRRgRmlvfwdnRKdHiYkLuP%2bp0IOeXYdMZ58tY91vUl1ooYKnkkDflHPQemi1qBJZ6uCSdWjADMDgOpBGCueZHbv17aWyCWAxkdvbQba1Zw%2bOZNY4xKrw7fqRK1soHlxkhVySPTQFZRXDjm9zR08k6TNIY0pjl1QAAEBeucLnlrCpKWoaZ4oKYyzyYO6NtgP0B1tWe61/Dt1S8W6MK8J2zI0ikgkEHl3Bz%2b%2bs7SrVRaX8kY7/e5VVAwOuZX%2bBuAKXhKp4futZ/iQr6ZRPMY3RlI5qQYyAy/KwPUkaQfGmzXa7ce1lzpoNtPcPzYnmqI9r4AB2dDtA2jBGeuhbx4u3OeDyGK1NYzs3nbBGY85wuBy5ZOPcg6Xrxxel74TttJKZBc6Sqlc5PIxsi9D/UvTrpql7jZmz2/EfvSgVYr90zZOF6ylUNcainpQTt%2bbLD7kchrjcLLT21FMtUZJTghcYVj6g8x%2b%2bhZLrXwwYNYkiOMeUz%2bYQPY9NZ0bT1TCEOSDkhScgew09uTH8REtrjsw2UxT1CJCqRLIMDcMDPQ5HY/wDevqUARcM35qnuOWuNpECzkVAkJOVUr0HbOjqWJhE6RZwrEMj9/qNJXWEnAnHI4E//2Q==' /%3e%3c/svg%3e"},"private":0}},{"node":{"id":"karoline_zizka","path":"/people/karoline_zizka/","excerpt":"Currently serving by coordinating with people on particular projects, always having the most productive and playful outcomes for the Highest Good of all in mind and heart.","content":"\n","name":"Karoline Zizka","rank":2,"bio":"The appetite to travel and work was already created before she even entered the twenty-year mark. Blessed by her parents showing her beautiful places, she did the (hard) work and joined an international catering company serving the Formula 1 races for three years around the globe. During that time she finished her diploma in urban tourism and event management in Vienna, Austria where she was born and raised. Shortly after she moved to Maastricht, NL until the Universe pulled her into the direction of a magical island and provided her with a hotel manager position in Bali, Indonesia. This impacted her life tremendously and her spiritual journey marked its starting point. Besides many challenges of being white, a woman, and in the early twenties in a developing country she managed to find a flow with 38 employees and grow out of her comfort zone. After that came some slow travel until she picked up the pace in the organization of conferences, which let her transition into the tech space. With a unique ‘chain reaction of people’ Karoline found herself lucky enough with an aligned organization like Threefold. Currently, she is serving by coordinating with people on particular projects, always having the most productive and playful outcomes for the Highest Good of all in mind and heart.","linkedin":"https://www.linkedin.com/in/karoline-zizka-52a287b6/","websites":"https://threefold.io/","countries":["Austria"],"cities":["Vienna"],"image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/karoline_zizka.36a08ae.84c0e244f5aaa582a69e4fd0a56ebf6f.jpeg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/karoline_zizka.36a08ae.84c0e244f5aaa582a69e4fd0a56ebf6f.jpeg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-cbd9dffffeae704bf6440ab95ad107cd'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-cbd9dffffeae704bf6440ab95ad107cd)' width='640' height='640' xlink:href='data:image/jpeg%3bbase64%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%2b0LXUc6kRkrMiKcqwGT07/AFxqx0s9PU0qSQSpNEw6MpyDqebotFLQbkjuFvEVP75BKk/LAAZ0UurdPMYI%2bx0CXU362Tjl0VQ8kuT0MZUADz664ZKvI%2bLX3etmjttz9%2bhQKlRnJA6A9Cfz30v%2b84GBoOoVDjWD1L/M6NHaF4B/0x/I1mNnXZh1gA%2b7DQBqGqKVcLH9Lg/51QNr2mgutLd7tU3GooqmtqlWOWmlKOFjHCqjHU5JY4%2b2l2j2rVJUxLPyxxMF%2bMdzoztgU0rXmmpTw1NprvA8eC3LPCWwCDjPiGcaByejzZI7dS3GOfmky8ydwTLk9OLhx3OkjdVLdbNaUrb5DbKOOF%2bAGh4lDKw4csp7EZPXTBVQ256otYo4JqubCyNNCqkKe5Eidj54K/jU69sW4DNbTt%2brrDUVEqNJGkSeJlQZHF8sn%2bNAVq67%2btbZkWYnmU0iB/PClQA350iSK8Tsj/EDjTB7KVkmskzzkujUpifPXPC/D/zopW7dRn4%2bb5ft0HLdPazcrjXrTbctcaI7cKSVALMfqQMADT3tB7ve7dWrX3OGKqRVKmGnCgA569848vnqN2GeGF424CucL9D0yc/TTNatxSUNeldDKFMb8EiEE8SkZ4fX5/bQFprvbdsXS3RXJayOR6kqHnlLqz9RkHsQCQdAbddKrbu/rjU05VZKiRgyOPC3hBGfXXt/VcO4Ny2qkoad6%2bPhe4ctWwIv0eL1OiAt1He0geqWSG7KixSEjGeHsfwe%2bg6bt7R7nUwSRQUVLQEKeZOPGx%2bwwMeuprs6kqbtuu4VdRCKiZ15izSMeKIKegHzz0GNUifZNMIgjXOE/qcMwyfppe2k8Fk3TW0vGGSZuRzAei5Gc5H/AHroHva1ijsW3mpIWEhQssjfNsISB6nGuuSAcs50ft9Iv9Nroh1ZaZ3YZ7O3i/2qNAmZZIwysGVhkEHoRoIpHOIKSEqSXWTPDnuMddfKWqEktciYdQI5ARk4HUf47aHV4YU8coB4Afi8gR/7rRt%2bpMlbX8v%2b2zBWCgkg9DnQP%2b2LrTWu8vWyRownhET8C%2bJVznH2BHbVN98tVRFBPC0bNIPC6%2beoZDMDDxSNlFBY9e/0%2bmt0VympsPBKyKD0/bxY7%2bmgsNXtihqXaqrV5i9wpJA9dT6ajpz77WW0QmIVbxxqnw%2bBFx6Z0Ivm6bzWwGmavkWAKMquBkY8yutFruy0Gz6uAHidqkMvXsODB/nQWWlvS2rb1Tc6xwBOkMxUj4gFw386muxbrJBBcRUzyclaxxFzH4uFMDAHfAHlpXvW7Z7lR2y3l292pIyjH97Ekkn00LscFwloZleMjmEOniB4u/bH0xoP/9k=' /%3e%3c/svg%3e"},"private":0}},{"node":{"id":"josef_ehrenhoefer","path":"/people/josef_ehrenhoefer/","excerpt":"After more than 40 years in corporate IT business I'm enjoying now the freedom to run my own consulting business and to help start-ups in different areas of digital innovation.","content":"

Why ThreeFold?

\n

Threefold brings together great digital innovation to create a truley decentralized internet with a strong passion to bring equal opportunities to all while taking care of our environment.

\n","name":"Josef Ehrenhoefer","rank":4,"bio":"For more than 40 years I have been working in the international IT industry - starting as an engineer at Philips Data Systems, leading service and support organizations in different European countries at Digital Equipment and Compaq Computers and for many years I have been vice president of HPE and DXC Technology Services in Central and Eastern Europe where I had the opportunity to implement large scale Digital Transformation projects in many industries and to lead remote and virtual project teams in a global setting. Since 2018 I'm an independent business consultant with focus on Digital Transformation running my own consulting firm consult2win e.U. - as part of this new independence I'm also spending much time to support innovative digital start-up companies like Threefold, ELOOP, nWoW and Cloudomation to name a few. Innovation, customer benefits, integrity, team-work and a fair and equal treatment of all are core values which inspire and motivate me to achieve great things. Creating a truly decentralized internet, giving back data ownership to individuals and enabling access to data and education for all will for sure help to make our world a bit better. I will be very happy if my little contributions will help to leave a better world to my grand children.","linkedin":"https://at.linkedin.com/in/josef-ehrenhoefer/de","websites":"www.consult2win.eu","countries":["Austria"],"cities":["Vienna","Biedermannsdorf"],"image":{"type":"image","mimeType":"image/png","src":"/threefold/assets/static/josef_ehrenhoefer.36a08ae.bcd98b1ae840994b502152975a5d286e.png","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/josef_ehrenhoefer.36a08ae.bcd98b1ae840994b502152975a5d286e.png 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-cbc8236608e166b059474fba559d0512'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-cbc8236608e166b059474fba559d0512)' width='640' height='640' 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xv2iGLTTRhkfJcA5PQPsVlEVAzijwmw5dRkyP5zgAKw5cFJCZu8wABwx1uWd073NAaCTf8XkDs7qajFndTTZM9qaOKN9Cydu3cRB1etw9HWB0NWQKv9l%2bFlS%2b7NWRbK7PnL9TCn/zdAYZo/WOA90JfrgbrIfejJCcL8gEY9KMsiJbDypLMCz6iJqbfk09dEA1EXOi1KBZP62pZLOSnEdIOc/3KdUeNSFl%2b2VeEKj8ePqVLSTCpJj/XFEVR0bjpzGpmNn2fWHTzFrDv2EZQqHOADLlQ5LzFqn/OUAthzdz1M6f4YDoHT%2bNH/f1ctQPHeaUTz7E6t49hR2nDqGo6oqMLUwgK%2bXFTys1eBmdAFe/AvU/68hxcsI%2bZT/dYEW1Pps0BjliA5SQFd6EB6WpOBxZS4eVZCMa4rwtLqQUoCsOhfPaBJ8TSnxqq6AZv9cmgiL8KaxFG/bCUgbtUiaCH/ubsLLrhq8oMLZX0EA8sIRG%2bWPHSdOY9EO2g/klNh52xSYeXQ9a5OceA7YLEddYP2XA1iyeTNPereC%2bE9iSgr8dfuVsVpJgZFWVGClFXZilZIC/ByN0E09vSbUCT5GF%2bFx5xy8jc5RAbyBVDea/nzvoCHUljY/O9SE0%2bibGYxe2uj6itPQnZ%2bEztwktGTEoikxGA3xAWijpagvPZzbCwaoOD6vSMezijSa/AhKQwGlSD51h1oqhG14e78Nr%2bj6ES1PHbRB%2bghcsIiWoRlrN0BKZj07VXodI7VWFlNXr%2bEA0CkxddUw5oCpK5fxZq5ZzQGgkz9Hdh1mrZFmZq%2bVZqevXomV2zcjxVIHBWR9qQEo9zJFiMV1BNmoIsL%2bJrI9dFAlNEdDhBOtwI6ojXVHa2YIOrNjcL%2bM8p6i3EMwysNcqVjyEWuhiiSqIaU%2bFuiiBek%2bbYfPy1Op0CXjAYHryQxCXawXmlKF6K/NwitqkS%2bpSzyqyUJbQQw09TUxcu5cjF20CKMXLmJHLVzIjFq0GN/Nm88BoFPin9OkvhyApJQkb%2bKyxRyAicsW8SevXIbJy5YwkiuXseMWLcC6nVtQbGeMagdjLse7E4XIC7RFoJ06wiyuIJ%2bmv4YQG9SG2aE60hlNSX5oTScAVP0rEgMR5WUHga0xBHoq8NM8jlDDMwjSPYMke100x3qQAuJJ/vnUIlOR6awFH9UfIFA/iCjjCygSWlHU4/C4sRgPKU0aChPw0%2bUz4H03Ev%2bYNAFfTRjP8iZMYHgTxoI3dgQHgDd2pARv5L%2bGAWCqJG/8kgUcgPG0U09esRTTv1/BLJBdx86VXY8jF06hxtkMrUIH9KQE0IDjgxoacgJt1RHjqIlyKoBNISR/SoEmmvw6aPKrjnJCJP8yzLRUcUL1No7f1Iarkw1Cbp5G0NXDiNQ/h3xalespXQaK4mgHqEdvSQJMTmyEhvw8GB7dBEfNY5ReOpRC4eirzkI7tdHe2gLYUC3iff0PfDX2O/BGf8fyRn/L8EZ/Dd6of4gBjPqnBG84X5KSkiLHuV8at3A%2bX%2br7FVi8eSOzYb8yu/PMSWiZ6aPGiY%2bOYBc8KohHZ6oAtTEuiHDVQ5zHHVQKqfgFWovbX1YQKcALJTQP5HrwURzojSBPX/g6u6IiLgKlbg4odrNBDY3JxYHmqPY3oz0hmnaADgKQTNE/BLNj8jh15gR2Hj%2bJi1fOIIRabV2yDwFIQRullPzubeD9i4d/jBsB3pgRLG/MNwxvzL8Jxr/EAEb/S4L31TAATCYAE/4CMJc/e50MZPcrM4evX2avmRrAxtuVVltbWmn90B3ni1zTayj0NkGirznSAx1Q7m2KGlp72%2bK9ca8oEt0F4bhbHIe27HC0pYVRTsfQRBiJ%2bmBvVPq4ocTfC2XRpKIQa1TT7z5ID8Y7GoefUL%2bvoRaX7W6PSDd7ONvZIi0mApEW2ogwOY8HlSlIpQ4wcuo48L6VIAV8I5I9yxtHAEQwRn8tBjDmawneMDKAN5UATFwyfwjAbP7CTeuheOYkc5Wvy5p4OMItMgTlsQL0kIOVdrTuWmmhOtAGmT6GKAyyRRVZuY8JWiNd0Ufyf1SShAelSSTdGHTlx6ItIxT10d6oDXJGlb8DqoNc0BzhhnpfK1S7GqM7wANv6ivxtL4EzenRqAkToDU2AA/yE/GYWuWD8gw0pgmonSYjOTIQIyXHUw34F74SOT2OAIwfQTVApIYhAGMJwKRhAJAiAJP%2bBLBgNn/R5vX4QeU8o2FpxFoJXOERG478lFC0h9qj3FILD9OE6ExwRaGQj1wfI1RSHpf7maMpyA73EoR4mBGN/oIEDJADD7Ki0ZsRjq7UUEqdUPQkBaM71g9tIa6o9bFGlZMJ7gZ54nV1KTckPS7PRld2HBoj3NFD3eFhVQr6KpLx6l49LUVlsDLVpVz/N74aQzk/7hsxgHEEYDwBGPs3AFOGAWDSlCkU%2bVkcgFFzp/HnbVwD5YtnmWvGeqyRqx3sQvyQkEDtiSa7WheKWLg7%2bnKDURZhixwagMqo95cLLdEgtEUfAbifEkKQwtGfGIr%2b1EgMZMVioIAGopwkPEyNxv3UKNyNC0SdwA5VrhZoF7rgdVUJnpYXUY1Jp52giSa/EtynnH9ErfF5awk%2bDLTTMFSA3Xu2c/kvQdEXp8A37Ffjvma%2bEsEY%2b28OwFdj/y3BGzscAPPn82YNzQHTVi3ny%2bxVwt6rF5kzOhqsKtUAHSdreAa4oy0pgGb8INR6mKOO2lNRsDUyvanQBVmhhDpBndAe7SHu6ArxRA/J%2bFF8CJ5kxeNZcS5eVBXiaUk27pM6mun71d4OKHMxR7GjMZr9CEBlKS1ItbiXnYQ3raKtULQMdeJ9dwve0z7wvq8BDysysEJ6CXj/5okKHqWBhMhYMob33T%2boLvDECviWN7wasP2nY7wD165wAPZeusC/am6GW3a2zBVjI/acriY0zbThJqCKHeGBtghftFMrrAu2oxSwRLq3MfKpkpcEWKDGn9qghzU6CFZvZAAGMhLxrCiLpjsagUsycTdagHo/exQ7W6DY3gQVLpYotLuDFn93Gokr8bqlER2JEbiXEYGfW6ppUerEL/e7CAItTM3laKFCOmPRDOr/ozF67kyMWbgA4xcvYScsW85ISq/B1FXS4klw1WqJiYuXfDkAPScnnoGzEwdA18Ge7xIZDfeoGMbEy5tVNzWCibUmHF1vITfGkSLshXYaZR/R%2bCr6358UTz5y/M1RFGRDBc4O9d62aCZJd4f6oz%2bN9v%2b8NDxKi0K9hyWKnAzRHOWDcndrVHjYoNLXCWXuFuhNicSr2gq8ri3D3XTK/xAXSqEw/Ewr86/3OmhbbMJ7qg%2bRLlaQohll7b7D2Hf9Nk7qW%2bGMkQN73tSFUXUOgoqlFwdAxdJT4oK175cD8IyM5nlGx3IA3COj%2bTGFpYjKK2K84hJZYxdHWNjpwsFRDWEhBqiN90VbkBfupYbT6uuONFqDswSmyA%2bwRqmQJkEaluoC3dEZIiQVhKIr2AdFZprIsdVDWxw9lxaB%2bkAXJBqowVvlJDJsDdAa4YfeuBC0RflRtxCijabHpgA7PMmJxc/1xQSmGG9JQQ58PcjsPYjLpvYwEcbALaEAXmnlrHd6BRNa2gHvtPKhD0hUSPinF385gNDUNF5UXiEHICInn1/Q2oGs2kYmPLeQtfARwIxk6uB0C36%2bmkhNcKQW5oeOEG/kuhgizfMOcqgDFNNoXBTsiHIaliqDPageeKHW1w2pfHVkOBujnQpha1IYQROiJtIfxbTQZHk5It7JEnHm%2bkixNkKaoxnaMxLwsDIHOfY6pBoT9KcEoz8zGk%2bpM5gY6mLPVQ1YBMXCP6scMRUdSKztYxOq%2b5i87jdIqOnjANApkVzT/uUAUjNTeMkVlRyApLJyfmXvAxS1djKxxeWsuV8gVE0MccdaC47uuvCilTc4yhMJvtYINziDTIEZcqgWlFAHKA11QXG4JyrCfVAV4ots2iAT7fXRQNtgPXWDsqgAFEcHo4isJDYMpdEhSHSxQbiNEYqjhGgvzqGZvwpPm6tQEEyjtNZJKrim6Ioi1cUKoXLjGk4bmsMrpQCxFe3Iae9H/t3nbFb7M6bqKYO8zuccgNzOZxIptU%2b%2bHEBKXsFfABI5APdR2NbJxJVWsubCIFzg38ElA03cML4NbXtj8P2cERzqjGznW8inISiXxuAyUfRp2yuL8kIlFUrR2lsYaI%2bSSG9UpUegPMafg9CQlYj63FSyNDRnJaEmIRxFVDBbc5LRXVGMLiqYvTUlaCpMQpilGjJtb6GGVFUa5g2FwwdwycQGfpklSKzpJuefIa/7JZva8pQp6/8DOUMAsjufE4CBYQBIKqTIV3AAEkrK%2bBU991DY0cUkVNSylsHhUDHlQ8XoNm6YakPfyQzmAW4IpUEl20EdxWE029NcXxbmQvOAGwEQ0HM%2baEkNQXt2KGoon/No8gvVv4E0KyMUeDqgIsgHzQk0MmeS3KuKcI/sfjG1yOpi3K0sRGNeCqry4pAT7kzboBmt1wKkBrpi5baNuGhsBe/UQsSUdyKztR9pbU/ZiKqHTHbvR6S1POEApDQPDA9AUkoqL76kjAMQW1TCL%2b3qRX5LJxNfUcdah0XjmoUZrhlrQ9VMB3pOpnAI9yUAbki3uk4zgA3KE70owh6kAjdO/oXB7qiO90dPMUU7mTZDUkG10BGZlOdRWhoIOnMa8VeuIl3zFkrMjFBqY4ocE11k2vBR5O9GwFxREOOFlpwoNNPw1ZwWCmdLHdpQl%2bEi3woeyfmILmtHRnM/0lufslHVD5jsPhGAgf8bgKCUFF50YYm4COYX8Qs7upHT2M7El9eztpHxULW1xnXaCNXMdWFMfT6Q%2bnFKnB9STC%2bhiEbh8kTaEZJ9qQa4oirUG%2bURApSQEhppCWqgibA1XsiNw725MehMj0VLTBiagoNQ5%2bqOBnd3VLm4oprOAjdnNMSHoa8kHW358bT8pFNqRKI5OwZHjylj/KI5uGBkDvekPMRWdlANGEDu3WcsRZ4p5VLgmTgFOoZZA3wIQFhOAQcgOCuXn9vahayGNkqBetYlPhW33dygam0CDWtD2Po7IoekWpAai3ij08h30UIeLUYFUe4ojfFEaZAoHXyQF%2b6FisQg1KeEoylGQLMDKSIzCp3UDUR/GquPD0c5jdgVAQLUhAfhbnYKHtYUo5/a3pP6QvRWZqG3Io1AxCIhyA1jZk6E5PJFOK3Hh3NcJqLLW5HV%2bojqwFMqgk%2bYioHfkd0mTgE6CUD/MP5fgAAEpWdzAISpGfyspjZk1rUySdVNrG9GPsyDQqDr4QJ92gt84/zR0NONhup6ROqfQR7VgWxPQyR7miIryIG2Q2fkBlCBJBBF0bQ7xAfRCE31ID4Qd2mh6iZVdBKIpoQglIcLaJr0QHko1QSaK%2b4WJuMRtcBH1XnooC2wkVTQlBeL4z8dwT8nT8KC9etxVEMHZgHREGaXI45UkFJ/n02qu8fkUhuMq%2b7hAMRV90qk1NUPD4AwJZ0DIEhM4WfUNyOjroVJq2tng/PKYBcRDdMAf5j4uuOi1g003H2It78DqZ7WlAaXke%2bhjzT3O4h34SPR0wJZvpbIFNoQBCcUkRpqYgLQnkSbIEW%2bLzueznB00%2bP2uFA0xoXhblYc%2biniAzUFnPN91YVoKU5DXXY4QvwcsXS7HFbuVMKmQ0dw7LYB9L2C4BafjaC8aoSXtLJhJW1MYtMjhBQ3cwBCi5slhJm1wwMgSEzlAHjHJ/HTaptIAc1MZmMHG15UQZJLhGNUFNbIbcbazXLo/3kQH1jg3r0%2bxNtoo8DdEJluBkh1MUCorS6inPiIdzZAijsf2X62NCW6oDZaBCECd5MjaRqMxeO8DDwpK8AAtb4nVWV4SQvQ89YqPKIW2FWeh0qClBvrBQM7W5zSN8N1K0eoO7hB3zsAtuFJ3CwQmFuBkMI6NqSwnkls6BVdcwDolAjNqhkeAN%2bkFA6AFwFIqW1ERm0Tk1HfxkYUVyKooIQKoBlGTpwEv4gMvP0EvPr1D/wGoKW2GimO%2bjTZmSDFRR8xdtrwtzZAsK0hQiz1EO1ogmQPC5TQDtFCEW%2bLCUVnYiT6aAbopc2vl/r//fwsaoe0DteX0caXhxraGOMEFggnaB7JufDLKERQbinCCioQWVyNmLI6JFQ2Iam6BSl1bWx6fTtT%2beAZcpq7OAB0ShQ0tX45AO/kZJ7fUHHxnOYAAAq7SURBVAr4JKVyAFJrGpmU6kY2uaYJEbQbrNyyEXNWraf8f4sXH4GfmUG8HxwEQxCaq8qR6WWKdBc9JDnpIsRKEwH2pgh2MEYIWaQrpYSvPSrDfKngCWlKpNoQTWt1VCDN/mRU%2bTtyUmkWyKQCGYVQWreTUqJRQu24vOchqu89Rv2DJ2h6/AwtA8/RNvACHU9eoOvZS/S8eMP2vXrLfKD76H/3kQPw%2bN0Hib7%2bp18OICQzmxeeL26DoXlF/Jy2LmTUtzDUDdjs5nb8qKKCUZKTMWbGHMRm0Zo6CLz54xN%2bYT/jVzLKBvS0NSPL2wJpdrdIBQTAUhtBtO6GulkgzN0Gke6OSPFwRK63M512SHazQZ63I/J9nGildqDC6Y4SmvaSqIhWN9Xgya8MBj7%2bhqe//IbnpLaXvzN4Te/5msC/IXv7iWyQCwL74fOgKA50LywHgO5J4tlvn74cQE59Ey%2bvtZMDkNvSwW8gwtX3HjFN/U/ZM%2brqGC0lhfEzaA8fPRZHLmrg/ScxgN/I%2bT9E9vmT6P3x6ukASsPdabm5igRbdZrxdRDoaE4RtUcIOR/i7oRAB2sILIzhzdeHv4kBAi0M4WmqDy%2bLOwh2MkZzbRH3Wn98JnXRazP4jE8iY8Xn4N9s6B/L4jMHgGU/cwDolPgMfDmAxgcPeB3PXnEAWgee81/Tiz357ROjaWbOjplGzs%2bcQRAk8e2UqRglNQvJBbWc9D98%2boRBlm6FbHAIAsMwNMenIc7yJhJNriDS%2bjaCHU0R6m6HUE9nCJ1tyFkjuPG1Ya9/C9b6mnAwIVCuZsiN9sLHt6%2b41xn89Ac%2bi16TXvv/ZSw7yNL5PwDQgy8H8J5o0VtxAEjOfNGL6dvaMmOnT2fHzphGzk/Dt1Ml8Z3kNHxFKth16AzJD3hPUfrj82fRG9NvfBbf8NDXk0f3kE2jcbz5NcRZqCLK2QQRbrYIcrKGr40x3Gi0dqXdItDJECl%2bViiJcEJXRTb%2bGPyMZ29%2b/ut1RK8pgsuKnIX4vf6LcQr4nwDY4ShAEBPDs3J14QB4BAbwD5z5CSOmTGEmzJxFCphBjk%2bn6EtxJoLwz3FTEBCXweX%2be04Fn4eiIb6pQbEiSaZUG5qqkeNtiVgzVaS4mVJ7NCbpq8Lp9gV46F%2biecESldFuKI/2xruXT7nf0TC2hB2NxvceP/oLBMvS%2b5CfrDjqQ%2b8lVgD7vylgOAD%2bOWkMT2LcKA6AxPhRfN6okRg7cyYzYdZcdozUTA7Ad1OlMJJS4Lup0yAxdgJWbN6Fgbe/guYh/PZ58K8bE7nNijKUi9pn7uZ//e1XNFOFT3UzRoarEbKpXaY6aCGeCma2lzGKQ93w8G7nX9COXb6J2UuXY%2bvuPTCwtEJDezv%2bk8Tgf4IAp7y/AND1/w0AT2ocb8SUSRyAkVMn8b%2bZNIkkL8WMnUkAps0iADM4x0dMnopvyEYREN6ocdCxcOFu4ePg31Twl0zFQMRpwXK395KKZEVSJHJcTVDiIfpEGR8FAQ7kfAf3OqAofyJB7//pChZLr8PabTuwZO1abFDYDQ0jExTX1ODz0GuJUm4IxP%2b/AniSUryRktM4AN9KzeB/TU6OmDyFGTtrDjtqGilAagZnIySlKDUkSQnic8LcpShp7OZu6ffBPxXw%2bW8y/dvjofogytie5nrEu1shP9IPz54%2bxa%2bf/3RqkFPAvjPqmDJ3CQGQw7odcpDZuh2rt%2byA7C5lXNczRE5ZGX6jIvlncgwOfvpvAAYl2OEUQZ7kVHJ8Ogfgu%2bkz%2bSMo2l9PmMSMnU0KmDEbHITpszj7lqI/QlQLKDX%2bQalw9PItLg0%2bkYOfucr8WSzNv%2bXpnxAGB8U33dvZi%2bLELFTEpSPc2Ao6%2bw4hIzLmr07iHpaOiXNWYqXsZqzfIY9120Ug5LGJAKzdpgjZncpQ0dJGRlEBPv72UURvCMAgB4DeT4L9PCwAkrxR02dyAEbPmM0nFeCb8ZMJwDx29Ayx4/S8GMA0sRq%2bFaWF1HSMn7UAsbSZcfHjJPlZDOG/KWBoVkF5bDL4qzbCYtUGWK2QheViadgvXwMVqdmwNbLgfqb/9UdsVD6L%2bSvWQlZeCbJyO7GWVLBmqxw2K%2bzFVqWDHIQNSvtwVk2DDUuMp%2bYrei9wAAbZT5QCwwAwggCQgxyAMTPn8L%2bliH8zfhIzYc58lh5j7Ky5ZHMguh49kxRBIEZMmcaBGEUQduw/iSfvGC7XxcVp8K/W%2bHfns8OioTFvKcyWrYG19GbYr90G1/VyEKzZDlPp9TC9Y4PKenExtPWNxfRFa0gBCtiksJ9UII/Vm7dBess2eo5UIKdARfIANuzcx66VV2LOqGnA0MaGA3Db1ExC18FmGF1ApIAhAKNnzSUFzMTXYycwE2bPZ8fOmsc5zoGYORfjZs%2bjcw6XCiMpVURgxs%2bcBydhPFfI/lQB%2b5fzYllnRMTgpynTcXP%2bQhisWAOz1ZtgRwCcCICbzBbobdqB5IxyZBQ04M27j3j04h1Wbz%2bEFes2k6OHsWHXPk4B32/aiiUy60kRcthEKtii9AO7fe9BZvu%2bH%2blnlDkAG3ftlVi8Yxgflf2GasDIaTOHasBs/giSt8R3o5mJ8xaw4%2bfO5yIuAjBh3gKy%2bWI1kCq%2b5YrjTEygxxsVDqLt0VtwNf/z3zsAUNPYhm0zFuP4yLFQm7sAuotXwWSlLClgOzw2KcBhxTq4XFNHx%2bOPqG55jLzyVg6mvo0XZi5ejc1KP5CjhygdlCG9mVJh205sFKUApcfGXXvYrbv3MzsPHMX2PQc5ADuUD0qs3bDvywFMkJzGo8iKPyIzZz5/zOz5HIBRk6ayE%2bZQxCnqoyn6k%2bYvAkEhW8jBEEERjcaT6LHU/MW4Y%2beHj6KKJCqIQ87fe/QCdi6huEPyvrhVAecnToPW3IXgL10De5ltEGzdA7vl65Dl48/9/Iu3f6Ct7wV6%2b39GZnkLZtP31mzdSQBIBQRAVn73kPN7KBV20fUedrOCMiNPCtiiIFbAFsW9EjLSO4b3%2bYCpi5dyAKYuWsKXWroCUxYsYsZKTWe/o5Y4mvJcFGlR1EUQpi5cgskLFlMbHIJACplCz6/atAvZVV1cSRZNbh9%2b%2b8Stz9VtL6l19SA4OgM6B0/hkgjC/CWwXLkBvluU4Uo1oCwuUdwmRSlE//6g1th8/y3W7foRi1avwdY9JPGde7FeTgRAdCpyBXKD/G52o7wis0P5ABXIPRwAOiVkZNYN4yMyU6fyxs9bKFbAvIX8yYuXQWrxMmb6shXsJMpZKoaYSM6OJxMBkFy0BNOXLOMgjCO1fEvD0ng6JRcswfmbxnj6gaXeTqvq74Pc5viOCnT7gw/ILO5DTFwezi%2bRxkWqBxoLl8FcZitsKBUacnKHliDxlAdWXDj1bPwgtWApNin%2bQHYAa6kAbqR6ICunRArYySlg4y4lZrvyPlKJ%2bOPyW5SUCcAwFPCPb0bxqO1xAL4eN5EvKnxTFi5mZi9bxUoORXsGqWLqwqUEZimmEaAZS1ZA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He has over 20 years of experience in software architecture, focused primarily on security and scalability. Joe has created and led multiple technology startups. He is a visionary and thought leader in blockchain technology. 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kCEJfXhCs3n8Ktp57B%2buHt0gfaedYPbMHE5FFkFdRAY9kipFrrIctWHwVkQG%2b8H4ZSAtEQYIeJeG/c7y/Bd8%2bdx8dX9uDlrS24WJuMZ3f04IMbx/HJvWn88MZNvH/nFFoyonCBo/na0ROobduOutFzKB05g/Zd0whPyYepjTPM7V1h5%2bnHIsPg5B0MR98Q2Lh68njBxT8EDl5khn84C89EdEYFIpML4B%2bRAP/wOChYa2ugNi2e%2bb8PNw5sxRWyQRjiWcEAhqGj1P/pzX3Yyn3ARENFAhCb24TLt57Ck8%2b9hE17TmHj3tPYffIqTlx9CmevP8tu9cNgtRKSLbURbaaOdFtdtEa6o4lBJ93FAgGqy3C0NA547z6%2bItXvDVZjNMEfm8sy8eq%2bYfzlznF898YNfMTn%2bbFm/PTaDfzx/EG0du9Ezcg0SkfPonPfRURllRIAFxjbOMGWRXqzq47eQbD19Ie1uw9s3H3hHBgBB4LiERiFsMRcxGRWYl1aMYLJhkDGdYXZs2djwaxZMNNQRUXiOu4CPQRhI87vnJAMODLaSQDWYzv3AQGAkakFasf2495r7%2bC19z7E5XsPcP6p13GJSev6y3/Cof0nkGGiCSf1VUix0kKiuQZiTdVQ6GaFiexY1DPgBGiuxLGiWPybxvftg%2bv4640jeP/UJnx24xi%2beOYCPr83he8ePIZP%2bXzz3C7gL6/jw7uX0dG3CzVjFwjANHoOXkF0TgVMbF1h6uAOW58g%2bK9LgSNZYO0VyBMAGwLhHBwFBzLCJyweUekliMutRWx2BcKSchASnwmF%2bQvmY/7CBZgzZw7mEwhTNRVUxoZyG%2bzEic2DMwzY0i/3ARNKwMLWAbs4h1//0yd456O/4erTb%2bDU1fs4fPpxHDh5EWN9g8g01UCIgQrSrHRQ6GyCWtJ%2bV946nChPQneYGwrtDDAZ64Mfnr%2bCHzj%2bvuMU%2bJq0//uNQ/jm2fMMRtfx7evX8Pnz5/DR40fwjxeu4o3rl9DcNYm64VOoGD2FvsNXkVzeAme/CDgHRMI5JBrhqYVwC4uDFVlgJQDwCuLn18HOJxgB0WmIZ0RPLmlCcnEDorPKEZVRDIV58%2bdh3nyCQCAWLFiAWbPnQGPRXNJXHROVWdR/388AmJIBZla2GD1yGc89eAcvPngbO/cdx%2bCGnRie2InJ/ScxOr6Tyc8YiUbKyLDRlSNwV2YonuouxJOdhRiKcCcAhtgY7Y1vnjjN9Efnf%2b0Wvr1/Hl/dncL3r9/Bj398jpngNhlwEp89z5j80jXcmr6A7uF96Bk/hKbNJ9B36AryWgYRydgdkV6E0JQCJLI48fSOTJo5EYnwiUqCB0GJSCtCSlkr0irbkVbehoSiBgJSRwaw%2bEcgLOCZNXc%2b6auIeuvlGEoNlInw7LYBuRCZa6nD0MgEFV1jeOrFB3j6pQfYynQ2ceQmth27iaOXnsbOEzdQGRWFderLpQcUOxhhgsU%2b056Pa9XpaHI3R4a5Ng5mR%2bLHZy7iX394EV/encaHB4fx3f0LHIXP8NzDN69cIQCn8PHNo/jpwV0c2HUMzR1b0LfnMuq2n0PHrnNIrmiBN/cC3%2bQ0uNPQ4vJr4RmVDDvKwDkoCi4BEXAlO9yCorGOHc%2bo6UJGbQ%2bf3UitaENyWcsMAPPnPTx8/bs58%2bBKAFrtV2IkLQhTWxiPJwe5FNUTADUYm1mic%2b8FPPfm%2b3jxrT/JgicO38LWw9dw8upz2Hf2LjpbBxDHFLjOSAV51tpoIQsOpodhOMQZqfxcrM5aNLpb4IMTW/DGvg2k/mncbS/Bi/3l%2bI6y%2bPqFK/jyuWn89alT%2bPTJU/jspSfQx5BVVlDPPWAcmbVDKOnbznFcAtfQKLgxEDn4hiIoPgcOLN7czQ%2bWPCZ2rjCzd4OlszcBqEBWfR%2bL7%2bH39yK9ulMCoiBoL1kwb55kgADAU2sFupxXY5gMOE0Azm0fYiRuhIUAwNwKQ8dv4YW3P8Qr736I/dy%2bNu2/iB3HruLk48/h4PRdjG87inQHcwTprESWpQaKaIYtnhYoIBiR%2bmvgproCGa4WON2ch/ubWvHJnTN0/jO43pglzfCLZ85xOlzCp8%2bcxecE4cbZc%2bhbvxPFKTnIy65BZs0QJXAVeW0DCM8vRGRRMbyiE5Fa2QGfmHRYMonaegXD2NoJRhZ28CY7suu6UcjAll7dhdSqTiQUNyG%2bsJ4AzH8IwPxfAPDXVcKQlzJG08mAzQMSgP0EwFJHHUZmFhg6dg3Pv/U%2bXnr7TzgwfQs7zt7BrjO3sP/sbWzaPYW%2bDYdQnc1Zq8NJYKGBHJ4GL3NkO%2bgj0kQVSZTGRFIAzpbE4c0d3fiU7v/gyChujNTgjSPD%2bPLZszTBmwRgGp89eRJTZ5kKt51BVX4VKhvGUNi5EwNHr6G4dxzJTc3I6OxCaGYuisiSsOwyOK%2bLh2t0MvQtHKFjaIHYvArkkpVNG/ejlrmlZngHqoe2o2Jw8hcA5j9iwOx58NVRwoAHAUgjAzb34/xDBljqaHAbNEHL1uN48uW3cf%2bVt7Dz2CV0bZ9C0/BeTOydxvDGA%2bga3o3Bif0ItzVBrIkyTU8XQ3EeyHMxhL/WWkQbamFTfBBe3TmCvz95FZ/dvoiL3Q04WJyA1/b34UdmAJEGP3/2HD6/P4Uz05e5DU6hIrcSFfWjKOiYnAGgbxxJjb8AUMxtNDKLbIhNoByS4ezsDBsrS6RyhS7pGEIbN8qG0V1oGNuDenHG90Jh4X9LgAD4aK9Av7syhpP9cGqij8lwCAf6m2Gtqwk9BqHmLcfx1Gu/xzOvvUvju0NkDyGxZhDrj95B745prN9xhuZ4Gcl%2bXgjXX0UZaOI0k96Z1nzuBqZo8HbC3ZZi/PXUdnx9%2bzy%2bp8b/TfP725Nn8MHl3ZwK1yiDaZkDPr59BAdPXsbGHedQkVeNioaNKOjcgUGysGJwI3I621E80IuonFy01BZhY1sKNrbEYndXPHa3hWNbYwhX%2bkzsG6nEgU3t2DnegW3jveiZmETDxoO/DYA3ARj0VMYIATjBXUEw4GB/kwRA38gUwydu4vl3PqIR/glnn3iRb%2bYq0ju2ouvoE6iYOIWSiRPomJxGcmwqAsimRDM1DEa743h1KsqYC4qcjDGWGIA7ww145%2bRW/O3eeXkZ8v3rt/Dx9f344MJWfHRtH/4wvRGvXtqPbYfPor1jA6ryalBQ0I6s2hH60A1U9I4irawQOQ3liEiMx3B1DM6PxODMYBTODPM5HI1TQ7E4P56M0xtyML0hC1OjuQx7RRjZuBFNW48RgPn/1wR9%2bKaHvVQwnOSNE%2bM93BEGcYASsNHThK6BCT3gOp6lCd5/8AecuvU838xjyO3Zjt7jT6Jy4xTyNhxH5dYzKOrdAX97G3irLUG8hSYLN0CRs5HcB3Zmh%2bPt/YP46Mx2GYR%2beOM2vnj2Aj68sgvvT0/g3VMjuL%2bHm%2bpjj6OssR1eXGrKChtR07YThd17JADl3UNIyUtFRlE6wtZFYKAqGlOD63CsNxyn%2biMxNRCJI3x9ZiwFx8eyMUUQTo7lMvYTgE2b0bzt%2bG8wYM4MAwQAo8kEYKwb01v7cZAA2OppQUffEEPU3zNvfYinXn0Px5j9ew5eQnrrRglAFQHI6NuLRs7rLsbVkvYxWKuvgaf6MqwzVkGWnT4aw1xxqS0ff9jbgzd2dOKjS7vx4bVDnAbH8cGVnXj/7DiujFZh%2btxZbDtxHnZ2jlxp3REeEYv8qkEmwdOYOPc06kc2o6S1EpXMKLFpiegrDWXRUTixPgKnByJwZigSR3vDMD2egjMTeTgznolTo9k4NlKA0c1b0Lr91G8w4KEEhimB0URPeVV%2bZlMf9jMH2OlrQVvPAINHHsfTDwHYc%2bY6Wqj59J5d6Dr2BMrHTyKxZQsadl1CKze2lslTyGVgcdNVgZeWErx1ViPYTBs7y1Nwi3P/8c48vHt8DK%2bTCTcmu/DyoUEcac3ByPAgbrz2B2QWlsKIoIt9Xuz7nm4eCGSyy6psQynHYEX3AKr7BpBZUYuRhmRcGonAxdEoXBqLwpXxSJwfjcRjGxNxaSIDF8aTcGYkBVND6RgbG0DdhgP/AwBKYNRbBSPxHjgx2oVTG3qwr6cO9gRAU1sPA5zB9974ADdfeBsHL97G1sdfQNPxO%2bg8elcCkNa3jwy4IgFo5d6eVlgHB111JswV0FZcCnNlJWR4WKI2wgPV4W4YLozDUHk6RkoSMVIYg4qSIjz2wps4c/MerNl9S3NLCYCPjx/cyAQTIyNoqqrC3tYeETHJKKhtR0nbECoqitCY4Y2qFE8UxLojJ5p7B2soT/FBU8E6dFcmorc2A0NtRahvaUFuy9BvA%2bD1EIDhOPeZ%2bwAJQK0EQF1TG%2bvp8Hde/SMef/4tHLxwB5uY/lr2X0X30dto3n0ZlZun0Lb/MXQfegxlPZuxfKkiVi6ajwBDZVirKEF9%2bVL5VyOjNStgxo/9LPVRnRyGDD8HpCcl4NLTr%2bD59z7G%2bO5DUFfXgIuTK/z9A%2bXNjpWFFXS0daGupg4tTU1oa2jAxNAITk5u8ODWZ%2bXgBgMLW5haOcDC2hF6ZnbQt3LhmhyG4NgMRKUVIqGghvtACwNVx28D4EEJjPmoYjjWBUcGW%2bkDndjTWUUAtKGiroX1%2b8/h5otv48K9V3Dk4hMYISDN28%2biZec06recRB1P6cAe5LRtZnK0xZxZv8OihYtgr74SUeZq8DFQhq3aSpivWQZ/K32UxQcj1M4ISQnxuPLsA9zleL33zodIzMqHmrIKfLx84ePtB1trW%2bjq6EJDXROq/LymBgHQ1oa%2brh6MDYxgyZhuT8bYOTP%2b2jvD2ckF9o6uMLZxha2rL7xDYxEUk4bQhEy5DkemFvwqCf4KAFdNRQzRAwainXCwrwnHhlqxq70C9gbaWKusirrBrbhw%2bxmsnzyM4Z0nORavo3ZyCjmt44gr5sbVOIqEim64BiVg8YKFWLxwIYPWAmgpLUWQEXcEJsNwY2WEWekh2dcJdjpqyMzJw2MvvoWbL72FOwRgaNseqKqowdbGjsX7wsPdC0YsUhStqqIK5TVroUYZaJIhejp6/JoxzEzMKRcrhh9buBAEVx5nZ1cYWTrCwTMIftwMg8iCoLhMBDAyB/KpIIr%2b7yToRgBGOAUGCcC%2b7nqyoBk728rhQABWr16LnOo2Zv7HOI970Eow2rYcQ1J1HyJz6hCQUIh1Zd0ISauCloYOAViAJYsWyWVLcfFCeOmtJQgqcFVThJOOKky1NFBe34rbXK6uv/AGrr3wOg6cvwZXdl15rTIc7Z2ofX/ZTfGxnq6RBGbN6tVQIQs0HgJgQHMWIJgam0sgrC1t%2bT1u8PT0gZWju7wRikjNR1Q6319GMRepYi5Ipb8A8IgBCgIALUWMUwIDUfakfjUO9DVge3PJQwDWID6vCgPbD1JHrejachDtu6cRkVuP6IImglCPgLQKaOubQldLC0qKKyQIkmkEwV5jFQL1V8PFQAuevkFYxZ8XEZuEW6%2b%2bizuM1uLZtWEbdFiQirIyu2kDRwdn2VlVFQ2sXasGpRVKWL1qlQREMMJQ30gCoKOtI1%2bbMKyZGJvBgt/j5uoFL29/hISvQ0xaLiLTCiQI4hmXW0EA5v03AHPhSgCEB/SE2mBHSxn2ddZgW0ORNMFVRD6WkbSeS0VaeTv38ykMTt1CcuMw1uXWwdLBC4sE7RfMl7HZ0sYJS6h/AcBc/o41SxfDTlUJ6%2bIS4eThjYVzZ0Np%2bXIcu3QNTzJZXqQBpuQUYNmyZbK7AgBjI2MY6Buz68pYumQJVixXxCqllVICevQEUbCxoTGLN4S2Fj1BT1%2b%2btrdzQGBACAIDQ%2bUV%2bkBNMnb3ZGBTWyYKC/MQlVn2WwyYCxdKYIOfOnpDrLCtvgh72quwpbZgBoBVqxGeVorY4nZEZVejc8dxjJx7Ct4x2VBWVsf8OXPkz1lM2i9dvAhePoEwZHqcO3cO5hEUhd8pQJddSsot5pvUx2rFZVi7QhGb9h2Vc3%2bQ2tchpddQaqKb1pY2/H5Ddn4tViiy8JUrobhsOb%2b%2bRhZqwuVMeIPUPyeEKkFZu2aNnBTeNM6QkEgEB4fDLyAMqbERODcch5tbktBYmYOIjNKHFyL/BYCTBiXgq46%2bYEtsrsnHzpZybKrOgQMBWEnqhaYUYV1hM0JTS9Gx/QSyGvowb9ZsLODPWLRgEcRkecQCFb5xQyuQJqAAAA6tSURBVEMTvullmMOv/27WLBhwbLm6e3CWq0BlpRIWzZmFwqp6HLh8W97pC9noaOnIzlpw/dYjtVez%2bGVLl2IlOy/YIagvOmxqYgZtjmYrC2tYWVpLYJYTIAtOhMDAEISGRiE4JEKC4OUbhuykSFwcT0RDRTYiMn8TgHlwVFfEBBnQF2KBCf5DQf8N5ZkSACV2IIwAxBS3kfK1yKtuZ%2bfVZOcXP6T6IwBmbprmUQILsZbALecbV1dXh7GxCVTZpRU0RcUlizFv9mzok7JpheWc3baSxgb82FCMNnbYUI26X7oMipTKEiEBgmFmag5PSsjc1EJ6gQBCsGAZ/91aTghXF3f51x/BgJDQSCkD8bGXXzj6yqPRXp1JBvyGBH5HBjioL8c4AegOMMd4aQa21BVgrDSdAGhiBQ0oOD5HOn40Ne/s7oe57OriRYtl4Y%2bKX/RQ88v4hhXZOcGOtXyjvn7%2bMNBkuOFYs3VwghEL9GGnkrLzEUFf0JP6JaWpezMCpcdOr14puj5T/OLFi%2bUYdHJ0ga9vgBx5q1aukgaow0wgpCek4c0pIroujgAhMCgMQXztSynER4Whs74QGaX1/5cBYhmyVV2OMV8BgClGilOxuTZfPh8BkFTWisK%2b7cjv3AwNLX3ZfVH0r7v/yPRWKi6HGmWwiHKwYShJysxFaDhTX3ElwmISkZiZh4yCElS1dsMvJAxqahowZ/Ee8bmIYKw2D02EBuO3ML%2bFZNhSgik8QXQ/ICAYDvaOWEmAxEhcJVhGBgjZiNE5w4AIeYKCwuURQPj7B6Osug7lbet/GwArlWWcAmroCTTFYEEyJmgYQwVJcNDTgKKiEgq7NqLjwBUU925jZxQhJslCFv1rBjz6ucqrVkJHXQ1a1HtqbhGa%2bkZQ2dZNpy9EclYesosr4OMXgPiUdHqFEfQZbQ08wxBW04PK2kZobbkBLddALKRPLCAAYgQ6kjlujMUCBDc3T6n7FStWYAnZIUCw5uQQBigmQCjpHxpGIyQLJAhkgQBgXWIG80zrrwGY/x8ADHurocPXGIP5iRgry8RAbhwcCcByjqBIjo/ctg1wD47DXOpXaH/RQwAk/XkEoEv5hkTx%2blqapDOdn93OK6tCel4xYpPSUFDVCG/SOCo2QYIgCrExNoZGKMHY8hjcRo9Aa%2bstrLF2w4LZs7CQ9BY7gK9PAOwZkITufTjjldeqzMiDX9ckgPa2DvDy8pML1AwDIuUJEic4AgH0g0CaY25l0/9ggPIyjJABXX7G6M%2bNx2hpGvpzYiQAQoueYQmIyK6BsbWzNDABwKPui%2bi7iG9k4aKFUFNRgZEeU5qONrVqJYtOyshBTEIKcsqq4R/EGR0cisS0LM5zHeZ8PdhZ28HY1BKKSbVYXLEJagkVnDyrpaEK/QtjDPAPYcR1k17gzEVJgLKQRrt08RIpD0dHZ3iQHcIjHslAeEGgYECIACCMYzGUK3XzLwDM/xUAlgIAMqCTDFifHYfRklT0ZUbDkSvtUmrMb106Ypj6tJj2BACLfkX/JTRD0Q1hSA72dpzjFrAwMYYtAYiMjkNoZDTiUjIQHB5Fp3ZFKkOPk5OzDDWGBEvs/iLuGrAofXqHNrUtOisubhTp/mLWB5DabhyXwvyE3kVgEjUIeQhWODA5urt7SiMUdA8ODpOjUBQuPMCPAPr5BSPtf5mg%2bdqlGPRUQ7uPEfqyYrmvJ6EnLUICsGTJUvhFZyCSDFBSWoP5c%2bfKN/eI/sKklKhHCxMTatSDWnXjYsLNzNFRdjtAdj2MOrVi57mVERBjQ0PoM9GFc0PL4Aa4f6wJKQwtazheldll8bcL0WGR/x0dneRI8yb1VxIAwQIRfgRDxDgUgNja2BNUF%2b4B3vD3C5qZBPQCAYA/v9ef3fehjBJySn7bA8zWLMWAhyravQ1l5wfz4tGVEkoA1B4CkM4QVEZnXibH28/0pxSERFYsX0ajcpDFmxsZwImvHR0c2TUPuPJzFqam8PH1RyLl4MTPa3HUefLz9ZPnEcRs0drejfEdh0hjHykncZaQ3iL8uLi4yaL82UUNfiymjQhH4qmlqSXDkBXToxiTYoOU04BFSwkIAFi8AMKHCTUmLe%2b3GWCyeinWu6mgzcsAvRlRlEEsOhKD4MjtbTHfiB9XyYDY7F%2bo/5ABSwmOSGlrV6/COhqb6K6pvh5BMKRWZ1hgZW4GG0tLyiBdssHC1ERSWCw8fd29SB3dirzuzWjfdRl2THqi8yJjKCkpcScQrPKBl6efNDkLykFIV04gHhGgxO2RJVOhAEDcHgkWiHE54wECgBAJgDcZEBGf9r8B6CMArZ766EmPpAxi0BYfCAdtFflm/KLT4BOV/p/Bh0dEUKFlezs7ZHK2iyLtbGxgZWYKZ%2brd0txcSsPDwxPRNEIBirampgwxuszuzs4uyC6pQHlxCYIZjkTiE34ijqC5GG/C9d3dveHuxhTIbU8UPn/uPJkTBAAmxqaSBeIeQZih8AJ//yBphMI7fMkeCQB/TnB4zP8FYBYBMCIA3S7KaHLTRRe135u5Dq1x/nDUViYdFyMwIZcn7z8AEPQXs1iX5ucfGCwvM2MSUyTFBQA6HE/iHs%2bcYy4gKBgB9AErC3O58goARJ430DeQNzv6eoZ0dg0504WniEVIrLvitsfDw0vu%2bD7eAUyNBpIBAgD5u8VmSAAsLCxhZWUNO1t7Ss7953EYQPp7k/qCBb5cxf2ZCn8TAMNVS9DlrIxGAtCZEo5usqAlxlcCINJYbsc4Uqq7MX/2nJ%2bXH%2bH%2bYkc3o%2bP7BQTJ4gOZ7OxsrGFmoA9tNVUY6OpK/QeFhrMzHtL1xc3Oozs%2bHXbQnEuMqqq6NDiR8ETxQtti67O3d5TjTbi78AcNDS1umXMlAGIiiBEo/p0ZJ4G8GeJeITzDl34jJCC1TwaICSCYIO4JfgFg/jz5FAAYrFyCdqe1aHDVQWdyKLpSw9Ec7SMBWMBuJ5a10AOyMEdBgZ1f/LP%2bxdy3trBAWFQMi4yQ/3XNml0WunewtYElmeBAeQiA7PmxBkFR46Ijuq%2bmysCkqw8tgiAoL7q/hguT/Do/Z8rOClq7M/kJH3B19eISpjqzZrN5YlHS09WTOcGIiVIsSUIy4kpM%2bEAQ9S8CkGCAMEA/jkdP%2bsh/MEACMHcGgGb7NWSADrokAGFojPKCg9ZaaUpeEcmwcPCUS9CihyFIkSusJjc94f4CgJDwSNllYXh21tbyCDDcXF2lB5ibGMuxpk36a6prkgnKpL6BNLvlLGa1uPIioJr0CF0yR8x3YYqC/kK/zs4e8npOACBGoJgSGpTZzFKkI9kgNkZbIQOyQIxOAYCgvq9kwa8Y8GgjXMiFZTZ/mD4BaLITAGijMymEMghFfaQH7DXXSAm4B8fCyNwe8wQAwgAJiqCrLt%2bsm5sbwgmAGHPuLNTW2kqGIBGIbHkEQI729tBlPBZz28jQWNJfnbRX4UwXU2TVQ%2bqrs/viXkDc7ohiBKWFBwgABANWrVqDuXPm/JwSxTW5YIE40k%2b4VJkz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He started his career as a programmer and gradually worked his way up to become a business consultant and later a senior/head solution architect within various large companies (AG Insurance, 3M, Honda, BNP Paribas). Joris is also enterprising and as a side business, he combined the professional network he had built throughout the years with the needs of several companies (AG Insurance, BNP Paribas, Bank Delen) to help them recruit highly trained IT consultants. Joris is a very warm, open and versatile person. 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Graduated in Economics with MPA and MBA degrees between South America, Europe, and Asia, he navigates across countries and between businesses and governments to develop collaborative projects that bring social change and accelerate the ecological transition. He believes in innovation globalising solidarity, and that technology is the only way to bring us together and save the planet. A proud LGBTQIA+, Tapioca advocates the freedom of love and self-expression through art and culture, and wants you to set your spirit free.","linkedin":"https://www.linkedin.com/in/tapioca/?locale=en_US","websites":"https://threefold.io/","countries":["France"],"cities":["Paris"],"image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/joao_tapioca.11066eb.6ec4e88ddde797c4266e2f93b04bba03.jpg","size":{"width":563,"height":640},"sizes":"(max-width: 563px) 100vw, 563px","srcset":["/threefold/assets/static/joao_tapioca.11066eb.6ec4e88ddde797c4266e2f93b04bba03.jpg 563w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 563 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-3e2ed3f73e0a66283066c13afe47d34f'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-3e2ed3f73e0a66283066c13afe47d34f)' width='563' height='640' xlink:href='data:image/jpeg%3bbase64%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%2bFLya/wJCSTmqKe84%2bJCzjxpAwgbgnIYRSHEJjgBI361WircW8nK1KxyB6Vy2FOBCFb4FaUGLh0HG9MWl7lXC3TUWNM1HCYmsIeQIziwlfIHI3%2blNWwxLA22r0SRBSpv2%2b74TjxoH03Y2Lm0CVhDqmlslwblIVjy5itTR%2bjLbartOMi4oeSWVJKVOAJyevTcfrVsQZ0%2bMD4AwxeuFqkgphzocl0bcKFpKvpXm3VraGtR3AISEJQ%2brAAxtTosuhrJHmvy489ZW0rJbzgg/A9CPKhbXlitogXG5uAGVMkhMdZPNI2OB8sHJ8KisBf7JyULY9/IoH1JfVtVcpUy4AMkfKtz7ILTmeIcBq4m3spUhRGc9KnlU5NyFC0oQlQ941cZkJGcnGKpOJQuM3w8kmuUJCyCpWE8qnjJcL4F6cixkd2rCVkA7428auMRYMlEeVfLg8WXSoIDQUDkndJxVDQum3b9qa2xVhSIC3RxLWNlY3wPjy3ok1Bp%2b5W%2b7yGoLy4gU5lTAGUDPvJppUoAzCrm3i5C1gbqWprItdxihmaVhxvCW1g8SEg7ZPXrt4UvL7dpNxuAbkPLLUcqQ0lfup4iT%2bNNvRulHXb0y7JddlzFAALc34B1OOnjSu1tavsu/zWWmlritvuIS6BkABRxk9KBUL26iwJOY5FIfvyYM99WwycCuFSu84EpVgiuJ%2bFshDZ255rOfjvNIbcKvVPWoADMdQo01p566W1t%2bTJEeOokJCU8SlYOM/AUXw7VbLY0C0wHXB77p4jn5dBWXHcMKNFjgYS2gDx61plZU1xKwRzr0vH42JFBrcwZHYnvUKuzpapOtbet5X3fEvbbkmtTtI7QLY3fPs1FpekKYTkywsIKieiM80/E/SsbsvWP22icQ2KHE48U1B2%2byI6tTQILDKAtmMVurGxPFyT9E/jS%2bQivkphYqaMDFFte41NAX6y3LSEidaEuR3Wm1F9L33mUjcg%2b8nPIjako44t5RK1ess8SjjJJO5pt6nRBidm7TsRlDIXGabaCBjhCgAQPImk%2bVHvAOnOj4aBQagclixFyKdp6BNSQpv0d4%2b%2b0MA%2bI5UG6v07Mt9vDrTjbzDR9YjZQHzFHEiSptAPFvWDeZKpkN1pStlbf%2b/Gq5HDwuCwFH8i0yMD3qVZ8vEwKOwKwB%2bX61rxXctcJOfOhy6cm/7qf0rYh%2b0a0KdwT1CPQs8RdYWxxR273gV5giq/bJLCu065tghQZaaR592CfxNUbB/E8D/NN/7hUPav/NLUP93/AICkZPcGOx%2bpjS7Q53d6R0zbkn1lsIdUPkEAD8z9KXIeSkFRIJPIUX9pPt6c/wBMb/Ol097PnTMP8oIGTbTubLyXFnkkcs1mIXxtZJ9YjJFSzf3V3/AarxfZPgKsncEdT//Z' /%3e%3c/svg%3e"},"private":0}},{"node":{"id":"jennifer_long","path":"/people/jennifer_long/","excerpt":"Beautiful women, the mother of men, our mission here is to protect the land, nurture the earth.","content":"
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\n","name":"Jennifer Long","rank":3,"bio":"Greetings global community! Pura Vida from beautiful Costa Rica! I am Jennifer Long and I live near and work with resource poor women farmers, where we are growing food forests in our high altitude rainforest. Beautiful women, the mother of men, our mission here is to protect the land, nurture the earth, and her inhabitants. We are working toward a sustainable food production that is produced in harmony with the natural ecosystem. We grow superfoods for wellness on our very abundant small scale farms. We share and collaborate with each other and within our community. Collaboration creates prosperity. Collaboration with Threefold technology will allow us to connect our remote world with the global community. We believe this the path to a sustainable future by including the Threefold technology in our food forest farming and global distribution of our very potent rainforest products. I believe in this endeavor of the ThreeFold Foundation because it equates to actually being the 'people's internet' in that it is distributed around the world to share with the population of the planet where we decide who and what can access our information. Additionally, I believe this will be a catalyst for countries lacking in internet capability to motivate those countries to upgrade their IT so that they can utilize this system on ThreeFold to generate income for the country as well as to spread the opportunity to individuals in those same countries to use a node, cluster or even join cooperative farming efforts.","linkedin":"https://www.linkedin.com/in/jenniferlongcr/","websites":"http://www.biolleyfarms.com/","countries":["Costa Rica"],"cities":["Buenos Aires"],"image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/jennifer_long.36a08ae.351456b1a580c45cc401d28f6eca999d.jpeg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/jennifer_long.36a08ae.351456b1a580c45cc401d28f6eca999d.jpeg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-2023976ca3972de60e8e6a3d6adbeffa'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-2023976ca3972de60e8e6a3d6adbeffa)' width='640' height='640' xlink:href='data:image/jpeg%3bbase64%2c/9j/2wBDAAYEBQYFBAYGBQYHBwYIChAKCgkJChQODwwQFxQYGBcUFhYaHSUfGhsjHBYWICwgIyYnKSopGR8tMC0oMCUoKSj/2wBDAQcHBwoIChMKChMoGhYaKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCj/wAARCABAAEADASIAAhEBAxEB/8QAGwAAAgMBAQEAAAAAAAAAAAAABQYDBAcCAAH/xAAyEAACAQIEBAMIAQUBAAAAAAABAgMEEQAFITEGEkFhE1FxBxQiMkKBkaHRCBYjUsFy/8QAGgEAAwEBAQEAAAAAAAAAAAAAAwQFAgYAAf/EACURAAEEAQQCAQUAAAAAAAAAAAEAAgMRBBIhMUEFFFETkaGx8P/aAAwDAQACEQMRAD8AJScVVT5XIkmd1srvEBzwMq3ci%2bgNmXUE76jTTEfDXHNRl0Epfmn8QRkmNjcttZeb%2bd%2b2MzrDL704knBYIAkUr25UBGnQjzsRfFoQh1iqvFCG3LIsdwVG%2bgBve19MSPbmBDgUQklumtltv9xQTAzRztIbkFgb6jfXrbFSbiIuCY7sG63FjjIYa1qGmhLxf4ifDikjlJ8JydAF6k3v0w4ZTS1siQLWVEFCCNIWTnl9DY2H50xSj8kXVbfslvVJ4KPS51UfSxUdsUpcxqJPqcg%2bbY4r6CKJIzHWuTI3KtxcN3FsA8wMlFP4MzOr7gltGHbzGGvbbyV8OI4cos08z/WgHdse8S4s88d%2bxwtpXRsnMEmOtrbDFh6qniLGRXIABsoJOMHNaO14Y5WeeKJZ3BYicfECw%2bByRcHs%2bg7HrY7kcpzRavOaiPMHmlic8iowJMIF7OTp5EEWwUrcnr0ziSVo4pKJCskKrIAAAoUXB0vYKTbTyxDR5YazMM7R2WAyNKIR4lyDzXGx8r6emIZkiLSbTRqlc4ckyyOlqc3ihki93HwqdI2J1VwN763sSbHHst4lhqa%2bZZHs8nLGuvyhmAP6H7wMzfxYsrTL1jVJJDGjJGxIJLAmxPmNr454d4aqMw4lNM1JNSGVgFklYFV8r21wwx7WssKhjQF4FLaeHo6DN8hk%2bIc0KhhY6q6dR9x%2b8LHtBhSqyaGugVT7u4ZiRsjb7eRtjrhCgzWm4prKVaCWKEHw5SzixvpzAb9T9jjvKGM%2bV1tBU8pKmWG24urG1%2b2mBiTVsj5GPpbSz2jaqaVlWeIKxJSw0budMfWauLvBG3KNyUtqfLfU4vS5lNR1LQU2X0qR3C3MQBHn187fY4kGdZgk6RzUsAvYKQgurHS/XTAjK7oflSdvlNE80iWUTyOIo7FgVJRz67X2xDAIeV4qctHMVHNfQHoe33wkxZ487i4IUHVgTtodbbjbBAZrTR1KPOZOWcgEItiToQP1iX6r2iz/AFUhD5XXF0cUNcJByDk8KVRe4urC4v6YOZVxDmtTmMRiCJKhXw4zTs4YdTcDfb0wpcSzws5pObmuhBDG9tza/nizwpxHDNl0KZhSTSNEbCSJyOYDrp1xUDaiaT8Lo/HO20la5FxJmFPnsyzqJqN4fF8VoWj8IgfEuu46jffGZ8L1sk1cI4nJPO87E9bsTb9jDPx3nz1HDIpqGlaCOeIJ4rtdgpAvb7YWuCYoIahnL8rsCo9LD%2bMYhN2UxltFAUpaqWWjq%2bdqVJUWwvEtrXOvcnF4VFO5Y2lRm5QxYlhcjCJmFZU02YVUdVHIZRK1pCSdtr9Ov7xFSzVCsvvU7wR8mhcXsfIgdtj120wrLjWLvdcm%2brQT36qDsaQALF80Y0LeZ7%2bmC2Y0mY01Qs2bmWGokUTRxMdeU7MR0vrbrj77P6AVvFsPM6vBGDJKg1uqnT8m2GT2oVIrOKlP%2blKgPrcn/uK%2bOxr5dLh0n/H4YlaZZOOku8OZbNn2czRBgZFheRVJtc6D774euF%2bE/BhMErqhR2Qsw%2boHttcEYSOGswXJ%2bIKOucEwhuWUAfQdD/P2xuFMKb3mR0dGpaqETrID8Pw6Fgf/ACV/GM57Cw7cK/AxreEPmyF6yhhobos7fNym/LGo319QB3PbGecXU03DeeLSxSKZDEGNjfk5jse9hfGtQ1lLlVDNnOaSeErC6q2/IPlUDqTvbv2xhmeZlNnOc1eYzizzvzBf9R0H2FsY8fAXOs8D9os1O2KlyfLpOK%2bKoaGKpnhqKm6/N/iWwvzFe1umKueZXnGRZkcrzGAiemexcsCpXTUHyIIIuNfXDB7JUePjqCdB8UcMjfnT/uGH%2bo7LlmjyrOihYE%2b7ThTobfEhP4YfjBMosEwjA6UXPw2/TMrQv//Z' /%3e%3c/svg%3e"},"private":0}},{"node":{"id":"jeroen_douglas","path":"/people/jeroen_douglas/","excerpt":"My dream is to support practices that create well-being with the poorest farmers and workers on our globe.","content":"
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\n","name":"Jeroen Douglas","rank":3,"bio":"Farmers hold the key to a more sustainable society. With smallholder farmers and farm workers in the tropics and in relation to value chain partners, including retail and consumers, I'm seeking for a more equitable wealth distribution. More income and profits for farmers is needed. For many of them, their business case is still way too thin. There are ways out. Larger farm scale, more investments to forward integration, diversified production and trade. Once profitable, farmers can practice regenerative and climate smart agriculture. They can be the center of any healthy and sustainable food system, and ultimately can find access to high value ánd high impact markets. Both to international markets, as well as to local urban markets. Female entrepreneurs are gradually taking the lead in this transition. My dream is to support practices that create well-being with the poorest farmers and workers on our globe through smart and achievable solutions. These solutions will contribute to a transition towards a society in solidarity and operating within planetary bounderies.","linkedin":"https://www.linkedin.com/in/jeroen-douglas/","websites":"https://www.solidaridadnetwork.org/","countries":["The Netherlands"],"cities":["Utrecht"],"image":{"type":"image","mimeType":"image/png","src":"/threefold/assets/static/jeroen_douglas.36a08ae.efaf42c0cb816c372046d60e1bad8cbb.png","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/jeroen_douglas.36a08ae.efaf42c0cb816c372046d60e1bad8cbb.png 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-de44730f40ff62234cc5222568047c67'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-de44730f40ff62234cc5222568047c67)' width='640' 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JQmoSPJDXiINWI3pqKyMRlvtInTXMXTVMp5AaPpaGAiECIBO7QGUcJ4igHR/OdeXHcK3qfwR7mrFR7tZIcrNhpYbO4wPl2DfnlG8dHUvrs1txOunVuP7h9QB7h/G84dH8PmNWVxaM4QTZHInaOA5PlyNEz1l2FkWj49mV%2bJAZx7aaRUW5L%2bzrxz7J5pwY9cEzq3twqqOfPSUJqFBHYpmUkFdRogIoK4mGQ0NCeisW4BeqnuCwFNoBlsJQK0EoK2WSkBbE2xOD5SWoSR/brgwnK8W3tFRWPPJ3naIdrVGHAEYas/Azq2DuHBxB269tBOP5zbgh9ePURc4js9v7iXn34ybO8dxZrQKu9tysKUuGVvLY3C0IxvPyTAvTlajyN8K2SFybBqswsltk5gc70RlcQr6aSjqL09Ec34Y6rKC0URRkuJDtR%2bN9powdNfroK%2bRobeB8T31TDPcRn5QJwHoqCMFtGgJoC9PekusNzeEGyoK43M5V8R62fIp5P5xnjYIIS9oLI3H1nUduHhxJ%2b5S3X/w8nb8%2bPgknj08hj8QgA9e2oHrB6exkpJryovB0hwOEyTrWzsG8Udql2cnqtAQIyegRqiKC8WxNZOoqipFUnwUOgvTUJcZgSqVD92%2bEm05wQQiEPVFcVQSduil5Pup7gkC39NIADoYdSMJAJ2y/jYtAQyo/UUAAzl%2b3FB%2bIF9EU1mcrx2fFuCAeB9bBLpYIiVMgaObh3CVpr671/bgszsH8D0p4IsHR/DxtW24MN2JozNjqK2rRHNpHkbSojCWl4RPr2zF9zd34sJUK/ozA1AW5oCcUE9Mtddj31gvNnTWYLQmmzwgClUp3migxNtzQ9FWEI624ng0q43RTzU/0CwG39fMNEu6yA8aJQB0ygY7tATQlSH9XqAv24drS/Pks%2bhFFse68Tk0j0d5WiHe1xYpNJndWdeLNy/vwr0rO/GFYH4PZ/Hd26fxKcH46MohPH/vId57%2bRSODdRjOi8O17YuxS80K/xwZz9eWtOPNtry6uI8UEbftyzWG0uq0rC8QYXplkys78pBfxEZIUFqzwtBB4WwMjenm2CAan6IIAy2EIAWplnaTX7QJAGgUzbQriWAwihpGyyOduYKI51JAXL05yn5wmhXhLtbIDXYDhn03Ln%2bMvxw7QDevXcMX94gAHcP4PnrR/DT22fICGfxweVtuEEzwrGxGtzdPYLnt/fgp1cO4psbB3Fz7RL0qoJQST2%2blrpMDamsnXr9VL0K%2b5eUY0sXqaY6GT0lseguCkVHbiAqwtxpTLbEENW8UPdDrYzvb2Wa0V7ygxYJAJ2yIW0VEO9nIwKI87XmkpS2fHqQHZrSvPgm2sbiaSSNoV3dl0DsJqn%2bfG4bvrlzAh%2bdWUfnTvzwxiH823vn8KcPaQy%2bvZfG3z48nl2OT89twnc0M/z8%2bin8QvPBk9lNWFGciOoEP/IAH1RwcjQleGK0OBorKhOxpDAGg6VxGK5JQU9RCLoLQ1EULKcx2RpLqOaXtBOEdsYPtjHNGAHoewGATtmwtgBCPCxEAOGelpzSxZx2AXPUpnvz7bkBiPGlNqiwgqO1IdaVZeCHAyvw1oYhvLNvEs/u7sZ3Dw/i3z96Gb88uYxv783i6YXNeO/YKjw5MIU/nN2O71%2b9gJ9oWnz30AasLE5DVYw38kPdkOphgjoadyfIXIXooaWoIycC/RXx6CsJRyd1hKbkAHQUmkMwvaUUdPKD7Uwz3k%2bm2CoBoFN7BWRFSO8IqSNdubRQJ74wxgVtmX68KsQJAS4WiPC2gbeTKcriAvEtDTX3aLz99PJefHNrPwGYxR/fv4IfH57Gt3eO4tNLu/FozzKcoN5%2ba/0Ifrx/EV9dP46n5w9iV2sJ6hMCUBerRLzcFG2JfpipTsPq2nQMF8eS7DmSfzSVAZ20CHVlE4hSAwx1kgLI%2bIa7GD/cyTQTA2SIbRIAOrUHUJHgJQIojfPkapJ9%2bNZ0X9QkKvhkJW1lHtYigDCFDZQ0Gb60ZhDPTm7CU5r4vrlFxkdt8OfH5/HHt1/Cz%2b9cxSdz23COWuEUzfQPD63Hk51TeLR5BV6lvr%2b%2bLhe5vi7I9XZAEq28jdGe2NasxtbWXCyrUqGnMBpdRVFUApHoLohAZxY9rrDAECU/QsZH5scTCM3kIBliuwSATtmwtiYYr7ST1mE/Wy5R6cCXklNXxiv4OD972s2tEexBs4DCFh6OJhgqSsO/3T6Or%2b%2bewJfXqRW%2bcQI/vXEa//7eVfz87jW8QaWxhVbdo0sa8Nm1E3h%2b5zx%2bfngFT45vxomxFvRTUtWx/qiJ8UUL%2bcG29jycnawX31DtL4kXAfQSgC5SQ0c2DUG1hsLNY4TqfmkP4wmCZvkQGWKHBIAUob0Cwj2ldTjY3ZKL9bPjK8icWlR%2bvDpMLt68AEAYhwNcLVCSHIZn5w/hy2uHyfQO4fvXjuOnR6fx85tztB3O4jStvxdp4/tgbj%2bVyVH6dyfx4YX9uL1nJT64cABb20owUJSK8YpsLC/LxFRVOnb1FePIWBWGSmjwKeRoRY6kBYlDcaoBaNITbh6jfSIEfqSHaVYsEUtCBECnbGm/lgCivG1FAJFetlwsDUAFMR7ozgvmS2gr47zo9glAKCkg2N0a8UoXvH1oM36%2bdQLPCMC39wjCq0fxHcXrh2nnX9uHT87txqfXhecuUaeYo9V4Jy5NDeIPc4dwbLiFks/CWBVFaTqW5idjpCQRG9ppPaY22FHAoZ9KoSHDH5lJNPDQ6ktJY4yMb6yP8dQCNVNLRCgiADplE0NaAsiLln4xkh/jzhXEuPMVyT4YLuX4klgFzQBOYoQpqBTcbRDkbonq9DBaeFrx5vHVeP7qLAXtBBQfnt%2bEG6t7cYm2vQ9O78CHx3bh7trluLdxJe6uo1V6Ygiry9ToU8WgLZVDbVwAGpOCsKO7BOvIB4QS6KTxeZBaY06UPdLiGITVV5C/YHzjA4wnCJrppf8KgJ7XchIskHYBOrm%2bolC%2bhhaRikRvvoSWoqpUalukCKEUQtwlNQQrLJEf6Yh17dn4%2bvZB2gjpth%2bSF7x2GjemunFisB7PLh/BH04fwKMdm/Fw9zbcXrsSp/u6sKYsD52qOJRH0qAT6YfGhECcm%2b7C1s5CtFIb7KZtsDsvDKFei5GeQAMPARAGn2WDIgSelKCZHhFVIQKgU3sF0PgpAmjIDOCasgL43vwQUkAEP1IZib78YGqJ/kgIcCYvsBVNMZxgVBGc/Ag5Zqc68Pz%2bcTLDs/iFusGHZ7bi/p7l1BJP46f75/HL3fP47vp5vLN3K26uWUZb4SANRJk0FoejNS2MpkEO%2b4dqsaZFjWZqe8JbZMVxCrjaiX8DgN5mSf4igEHG021rVo2KUEQAdGoPYGmJ9BciExXRXKc6hB%2bmQWR9axI/UR2DulRfdOcEIodzFwEEulFLpA2xNcMPZTQvdBYl4ZMr%2b6kMTuHH187gyzuH8ZS6w7f3z1L9nyY4Z/DFlQPUHVbiDrXCs9PdmGnIwXBJMoYKE9GbH4eZlnxM0ErcqubQUxCJKGq7rnY6yEkRJz5R/pNDIgQJwJhoihKAPiYb1RbARGW0CGBVXTzXlUsAaAydrIzi61X%2bNBL7oDzOE1G%2bDmSEdlDKrRHtb49lNVFoz/KjpSUaH18%2biM9vHcGP1Am%2bJGP8%2btUT%2bO7ReZoUT%2bCz6wfx6c0j%2bPzmMTy9dABXNy3FnqFqTNVmYaQsFUsq0jBQlkKTX4wIoC03nEBbQeE0TwTQ/wKA0PoIAk8q0KwkACMvANApm9RaAaWSAkZKOW6gKIwfK4sg2St54ddW/dlKFEd5UAskA3STFFCa5I2NrYloVgnv2lTiq1u0EV6lxeiNM/iOSuH5mxfx7OE5PHvlFLXC/Xj/xBY8PbsX7xzZiPMrerB/sBYb24rI7JLQX5qC9oI42gCjqQNEoTk3BnJHa3g66yA37V8VIHiAoIDpMdEYJQBUAsuHtQQwXhEl/YVISQS3oiaGn6jg0JDizXdlKknqSmSGuZIp2ULpbiXuBlNVYdjTlYS4xBTUzBwlmdMidP0Yvrh7HM8fn8M3NBh99%2bgSvnvtEqngND65SGa4Zx1urFuCS6sHCUADdvRWYrRChY78BDRk0xqcw6GFoq0kDeaObjA3l4l/FEGDjghAiDECMEomOEUmuPQFABqOZOPaKqBTLf2NUEtWEDdcFM530E5Osud71UGoodsuinRBY5oCebFuiAvzQm6OCrF5NTBJ6kDTvhv47NVrtPIex2d3TuHtq/vx3u3D%2bII84ad3XiZzvIQvCdCru2ZwjVbi%2b7tncGy0FZu7yjBCQ1BdRgQq0oXg0K6OQUNJFsycPMDmG8LbayFqSqTkBecns%2bMpcQ3d%2bL8MQsN92v6BRPyLXSDemyujxDOo78f7WPMZgfZIUjojJiwIsakqOMfmYWFECRZE18MkuQPGKZ0o2HoFrz96hO/unaFZ4DzeenkWDy4fwJM7J/HRvZP47PZRfELl8ejIapxd3oa7u5fh/EwvZhrz0Z4bh7LUCJRnRKFBHUfjbzQKCvOhb%2buGeYtNwOYZQbZwEeROOshM00V3i%2bQBM%2bME4J8KoBIY0XYOiPGR3g%2bI97XlIjxt%2bCBPJyh8lbxVQAKMQ9TQDSkFCyiiKIZuZC3MkppgldkLvYR2qFafxewr75IJUhd4%2bzq%2bfnQFH9w7h/cpPnpwEe/TxHj/2DqcXjeA9V0VOLCCev6SZuoeKlRlxKE6OwH16ngy03g0ZEYjvqweelZyzDO0gu4CY1KCERjTpdCBvoGM9/GWaUoKdNFcpyP9brBSR9at7S5g7hsjArD0ieSM/JP5hUGFYCGVPAutBQssB/PNgY5XOlhQKfTim2GQ0AzrvFHMj29H2vRxHP7qrzg7exi/vHkd3z6%2bgS8fX8c7d%2bdw69wB3D69D9eObseeVUsxM9iO4ZYaknkuGopz0VSah/r8NLTQONySySE5IxNcbQ9kBhaQGdtCh8qAyYygM28BdAgAYwt4xhZpGNPD/IWLRACyBYtk%2bob6WhJQVuq%2bODkWQIkHVFCydAbR6V8A5p4ERgB0ouqhn9CEhYmtMC%2bchE50C5LGD%2bDG34Ed9z/GSweF3xLdwhdv3cYbN05jzVgvmkvzMdXTiD0r%2brB2qBVrBluxbVkvtkz2oa%2bhHM0FKrRkxyI1MQ4JHWPwV1dS0gaQmdjRSQDmCbEYTEeP1GDM6ywy1rAFYnmIAJjMWMbmGWsJIKBC98XJsUBKPLhKuHmeKUn2bglgTpwIQpbYgXmxjZAld8G8aDlYZCOih/fh5l%2bAG/8TWH/tbczt3k7d4CJevXgUM73NWN/XjFu0PN3Yuxb7JrqwbUkbDk4P4fK%2btZjpa0KzOhnZ%2bUVI6ZlGxsg62CojwXQXY56pPXQWUqLzTUQVsAWmYIa2PDO21zBTRzBjOwmAsZ2MGVpr%2b55Yre6Lk6N4cfNFPFOkgdkGEYAo6IRXYT7d/LyYBuildsMgf4IANMO/ZSMu/Rl45T/%2bgYu/AsuvvYdVK1bh%2bMwoTqydwIOTu/H05lm8PrsNe5e0Y7ypCtsmBkgtmzDV1YzynjEU7biE7PFNSOwax0ITG7BFZtA1sgXTMwdbaC5B0LMAs/TkmY1Sw%2bwDwWz8JAC2fjJm5aUlgNAXAMLqCEA1zwLLwHzUPLOj5M0VVALJ0I1roWgCi6qDbkIrFmQvpceNkJctx9lffsNrf%2bVx88//wLGfgL5bn6GscykGqopxcPUYHt%2bYw6NLRzHd3YK6/BxsHO3C7vXT6N54COVH7iNrxW5k0%2b2HlbeJ7Y8Z2UHHwEpKWs%2bSIJgRFHrsEMoz13gN80yl15QgAXBPkDF5tJYAgqt0X5ycWPsCANdEnpk4g5m5g/nlQDepHSxWAsCoFHTTB8Ei6uBQNI7zv/yDAFAZ/Pk3XPnjP7Dty7%2bj8%2bFPyBrZhujgMAw2VODwxmk0qlXoqi3F9tljWHbnKRqufIyCTaeQNb4F6mVb4ZWSRwlbg1m4gukTgMWUvD59rm8jqcA%2bhGc%2bORoWWCIYswTATy1j3gX/XQDIBIOreOZHXcDCmxepW/mBhZMxJbSAxTSS7AkAtT8d1RBYXDss0rsx9%2bPf8drfgNv/8Rtu/srj1PcaTL3/K9of/IjibS8hSlWM1MwCtExtwroHn2LVx39Fz7QvPZ4AAAXXSURBVMPnqD35gACcRubENmSOboRtUDwpzgs6VjQICSVgQIkb0GnkRCqg12LoyDP/fA0LF7pTkQQgsFjG/Mu1BBD2zxKolUpAHkumY04A6BYcwsX2x%2bJbwbhqCgKQ0geWNUIA2mAcXYm5H/6GR/%2bbFPDrb7j6Jx6X/vgbdn72F8x88hfUzb0DizA1gvq2YxeVx/o//A1LH32PzhsfofzAdajXzCJr2TYk9kxhkZxKTvjZFqQ6Ewcwax9JgcZOkgkaO9PlqCUAoVUSgNBKGQvS9vfjIdUSAK6VE2vfmKTPDHlmYA/mTC8ogABEE4BYUkEcnaphAjBGimiGIQHY%2b/mveESt8CqVwMt/5nHxl/8UDXGYkrQqmUS4ugWeCeWoPHALk09%2bRuetp6g%2b8waKd5L5Te9D9vKd8C2i7%2b0QAuadRSpwlRQgjwDzoBZs6iYZorkbGXOKhkU0UPk1SADC62QsrFVLAF5ZEoDAco7ZBfPUV6nvGgqOC7HeYujFRTdTkAckdYOlkwFmUxegucAorgZd1z7GawTgzv/4Ddf%2b9J94QI/XP3iKIHUXPGo2YKpjCOqoZOh7p6Hq2H3UzD2m27%2bGvI0nkT61D6qJ7TCPzAZziRXnDWbqLBohk0eR/%2bTSc5nkSXFUjr48mbKG%2beX9DiC0%2br8BgJWvBMAxlGOLqdcyfTIdUzIc%2bsFpdNsJneQDVVIIjwmATuYoWHA5nHK7wa0%2bjws//AUPqBO8/n%2bAne8%2bh0l8IzaNb0TL0FaY5S%2bDc0Q%2b5tkGgEsvQeXhm8hZexxZM4eRseowwlomMc83EUyZT8mqSP6OUgnYUbvzJCDCPCKM4kFlPM0CGmZCCgmqkAD45MhYSJOWABZKvxojB%2baYrhHPdAzIfBx48QWlDUk3H1xMIXhBh1gCOulLxBfmWzUGx7796Dn3EB8C5Ad/gU/1OBaHFiFw6TmkjB6FR%2b1aDGRnI1DJwdhSgdDqPmStOwnV1H6kLd8H98IOzI8uxbxoMlmPZGHIIRVQ3TuTAtyoBBQqcQ%2bh4NlicwIgpy6QKwHwSCETrNASgI6RBEDXmGPMgGcLqO9a%2bvDCDbOUfsn5A6kzKPNeAFgCnQwyQb98KBtWwHPkKMKGduHCn35D00sfIqx7MzwqJhDRtImGob3Qr9%2bLhWEVMJOHYLFjEBZay5GwdKsIIaxzFXxaZ2BSMAyZAMAlhuRvIwFQpEgGLIzjwRUSAJmBpABFqgTAJVbGFNlaAmAGui9OTqx9Q5KfQwQtQyT55F5yfnJdHzIn3%2bzfFZBBPuCtRmDLDMKmz8K9aR1qr36G1U//FxpeforAti1wKxiHWcdZVI4fRmZKERY6BiNGGUJbngGck4uQML4H/s3LqYTmYFxIyxWZKnOmsduQer%2b5i5CkBCBMKL8a%2bnmZPI3JGrEzuMRKAJwiZMxd2/9pSNfodwDzzXiaAch0knlqi2R6BCC0THJjEUC7WBbiHKDIRGjHOkStOgf/zq2ov/E5dnz7n6g89RYUxZOIqZ5G5dA%2bFA7uQV5mNeSuwTC08cMimvPNguLgkteK1M2XETx1Cmaly7FA6DIOwVR%2b1H6pVChh6eaFtsfVC3sJzxaaEABSgF2QBMBGSZNgjJYAFpj/XgIG9jxz4ITkeGoxEgDBCwQXFlQQ2/o7AI90cH1bEDMzh5D%2bXeh77TtsffZ3pE6fgn32EBTV6xE1dgGJ3bvhntwCO/9U6Nn4QN/BE1YBUXDPa0He8cdQECSbhg3kA%2bQ1dkoJgDAD%2bOTQ7QuzB7W9KPq5zpHCdErLEHmAhYcEwNxdxqx9tQRgJP25PFtsxYm170q151fIC8sOS%2byhF5It1abg0AIAwQPSCYBrKqKHdiCKAIQv2Y%2bxd/%2bEVR/%2bisCGNbBS9SC7dzc8B%2bZwZt0uUgBJ2DUJYYHRMHb2h4m7P1yoDDL3vwLn7h1w6d0LHSFZW5o8DckD7AIgtjvx9oUJtEnYSmk/CSAAVB4mzhIAU2cZs3D%2bf6b3X9/8qbVHrf0jAAAAAElFTkSuQmCC' 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Project management / coaching.","content":"

Why ThreeFold?

\n

I see the urgent need to build e new Internet due to gigantic demand in performance and data privacy. Threefold has a brilliant architecture and product offering.

\n","name":"Hans Merki","rank":4,"bio":"Expert at consulting enterprise in developing new markets based on changing business models. Facilitate and drive digitalization process. Project management / coaching. Born in Switzerland, studies in electricity & industrial electronics (analog world!). Worked/lived in Australia, USA, Germany,Switzerland. 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XEwA4mMDERzkCjdXC7g4m8HFyRTOjiZSiMdB/FlwsDtCQjwQEOiCgCAX6K7TwOefTYa5sQ7sDNShOncKLAiAo4YCVOdMxYfv/Qs%2b/MN7mDZxIqZOmow502bjwz9OhMVyZUr4OexursbMSZOg8OUnmPHx%2b5j6wXuY%2bsf38eH7H%2bB//h%2befzoBAQYrkUwt8TVaidIYX3i72CHQwRz%2bDkYslANamWAhhbtSgFD7mymSpsI4I1o4GRjtNE5yYWRAGJMQt7IS4wMY4rheiuTEEERF%2bkjV92X1RQhGeLhbITTMEzExgYglA6IJWkJiKCLIjJXK8rC1NIKjwSpoy8%2bCxoJpmPnRH/DRv/4r/vs//RMmfDQBsz79DFM%2beB%2bzCNZnEz9BW4g3Rxy9/vEBOGlpQGXml5Cf8gmm/fE9zP90EgGbgEkffYy5UyZj6ZcTYb58PqIppp1coxNCec1kW0akF7YXJ%2bPRjmY0lWcgl5Oqgp5gfDX%2b/X7QxPPmphLIBbNyURHeTDaIvR9CHQiRtECEYIGIwAAn%2bPnYI4D0F8dgJrqBLIkT9wDjgxGXEILCGH/Es2VMdNfCykALvhY60Fo8A4qkvPK0z6E68yss%2bfILKE2fCsWpUzHnk89grLIMWvJLsZf6M3LtBPeDAWQ7WXOFtkKUuQ7kJ0%2bCzsJ5sFBVgvEyBRgrLoQT2bSe1a8MssWJ5lxEeLtia04sOosT0ZUcjBICn%2bpuAT9eY2SkN5KSQ6VIS49ETi6nXS7FPS%2bO3iWZviUDcqLnBQCCAVkZFDcKXAbVXoiiYIEAIMDPSdIEkby/rz1iNgRIQpjIqidTIOMSguGuowa3deqwMtaGjroKQq11sW7xdOgunQnNBdN58YvYCsuZwAoYLl6AUD1N5DhbwXG1Gm6XpeHN/YvAke3YmxDGMamPw5lhKGL7WSgsgvcaVeSRdXnUoqpAR%2bzNicRDGqBrncWIdHPE6Zp0bKtKQw2L4EDAN9gbwdvfCVFsb5F4ZLQPQkPdydYA6XEq9SphjOUUQQ/pgQBBqL8YhQIAoQViBIrngtnjEWFeEGwRehFG%2bidxOggQxFhMYThoroDuzCnwYuX0CUCiqxkSrbUQaqqJEFNtBOppIExfA97qiih2tcLWaH%2bYKSuinvR/1VOHX26cofXdi596ayhy%2bki3NcTJtBAMZRJosilYRxVRemoodzXG6YIo/Npfg8HSVBSE%2bON0JatfxMp6WsKDWpPo7wwvP3sksjCFRcnIJkM2bPDjdXuwaMHSWBetL4osl8QX5ZEWwguIJ1KTw6Rz0QLCGAkvkE7EcsY%2bJJ5gZWRGS4lnZsRIx3gywcN8HdQ%2bfg/uq5XgzIpFebpiV3k2NljqI5KiGE5mxPK8M9IXffwd/sb61Id52BkdgJ93dODXO1fw%2buge/NJdg3aCYqahgYboEJzlav6wl3a5qwJHy9NwuTEPl9vLsKMoGxl%2bPuhn27aFudIoOSHVQhNRLEQyWRsV44eoaF/kFyRyYUtFTl48ovk4koUOD/VAZLgX84qEnBA6mduTucCsjGip6mI6CCCKCpOkD8nlB2QRhGyClZMTL7nBVCYfF7uetIpGItti9RcTYa04FyFU6g3Wegix59g0t4DdWh0EWtsilRcc7%2bYMD319GCnKQ2/eNLT7u%2bBVXxd%2b%2bfomRg4N4EV9KbZH%2bMBzlSpHnSFSfANQn5KKLSV8vpJ%2bvqgAxWHBKPZ3R1%2bcH9qCHVEZYIckJl9gtQ4FbJFoFlIkHRsfhMysDSgt4wZbmkYLn4Rc%2bhUx5URkMT85UWmxA4gQ%2b4BoAcEK0R%2bCDdl8nJUdI71Z0EmAIeyvcIDCGIlzsQwV0QW6G66F%2baLpcFu7DN5rFRFGKxtvvBopFutQ5mGDAnszxOitRcjaFQimM9y8IRDn%2bHsfV%2bfjSW0xXjRW4Nv6Ejykahc5UR%2bWzEWqviZKOFV6fJxxNjMWNyoycKk4FoO0z410m3nOxmiKcEOypTY6ApxRkhqOJDK2nJNAUL%2boOAXldKdlZE95RTrqOBrFfpOeGiHtOHKF%2bfHc%2blJJ9TjpSdH/ghHj26BYl3NzZdUXIJSVizU4VRI/4f/LuAGKewSl5VnIoSu0W06l5uy3VVsM%2bxWLEUdNqPRxkJKPZ/KBK5VhPn8GytyssYU0TTXTRAOtbZODGXo97XGYU%2bgaL/Yaqa819Uu4Ki5B5OoVyDbSRl%2boF87zWs4XJqKFpijFShslHuaoD3XBZq7gF5sKpNv7ldU5XIuzJC9QVZ3LyEZ1TRZ9gbilRyYw5zIyooLAEIA4ih1HBKlSLL4mG7sXMH5HSLSEEMMiVj%2bH9M/L50KUHy8DhSwQ7TC%2bGOURLF9zLTitkoeN2iJYLJuLWAKQZMoWWLkM7pwE5nOmYd30KXBQWgDNmV/AeMkcmCnMg/mS2fBdpYAg7eXwXqWIShczGM%2bZAbVPJsBr2WKE8v251JIuzvyj6RFoYvUz7HRRG%2bSAligPnOIkOER9qKrJlWa/CDH76xsKmHgOQchiG3DbLUlGXQ39AcGoquIYjI3yZvJRqCQ9BG3G7wUI8RNsEEoqJoI4jmtBfMJ6qccEwlliYWJfCRbU1Bcixt8BzqvlKYSKsFKZx3G3Cuspiu5KCyVKr/liEozmTof%2b3GlY/NH7WM3JYSw/FwYEwlplMQwWzIDChPdhMOtLGM%2bbCdWJH0F/2mQErVRE5FpV5FrqYHOkOzZFu6M51BmtkW7oivfjJEjBvuYCFPHaq8gAAYTo/dKyFBqidF47C50TTUbHSSyor8tBY30erXCEJxP04Sj0ZwuES3u/uPs73gKZZEA8PUICx0dxSYqUtOgpGRMSJF0Q9%2bPFL62ny8qh6XDVVISb5jJ4rFVCICvqr64EPzUFmDBZPUaiiQ4clBdi1VefQmvm5zCYPw1aM6bAZMks2CxbAK3pk%2bGlpoQaLyeYz5tBED6AG18fq8fV2GQ16nytMZQbiYN5UeiO80FbjBeuNxVieGcrqrgJSt6fvl8wIDMrmkdxfWR2pfhCJ5UGKJW2uEAGQDQBSEoIZLVpPAoSUFstux1eJ75ooJUUE0FUX7SHSHTcY4ujaInxx9VjABTRaHhzBQ4yWoUUUjRISxUBq5XhojgfWlMmIstKD/U0VLaK82BGk2QhPwcG86ZCb85XsOQEcVspDw81eZQ5m2MoMQLVLtawXDQTujPIAk1lbKCo5jgbojPKDVsTfNEV6436cDfc7yjDvf4ONDF5AYAoiGBpcgrzKkmiDc7Hxs4KKTo4RqVoKxUAeEka0FCXK0Ute0VEA3tItIEYkyX8oNq6PKmPhKCMLxkieaGyAukagtPEtTODXsFu%2bQLEWGoh20EfAZoq8NdYBsNZX/CoiCZ/O1R7WcNNbSnMlsgAMFo4HXpzv4L50llwp3jGcYweSgnFDfbohXwqub0xTdYXMFs0A778vFQCm%2b9uhMZQRzRFuaM8wB5d612wp6UYFby2fDJTjGsxvdKoF4L6Nbz2FrKku6tSSlzogGgFObH8pCStl54QfVFPwWjgUYCQmR4uTYjGeiEoORKVasVrGn5bLAQAYvVsGLsBIcQzwt0SwVyBw7kR%2bq1Vht3S2TBbOAN5TkbIstOjxTVFIJlhKT9b8g0WCnPoCabClIzwUF%2bMIkd9HEkNxU0CcL4gBi2c7X58vfasz2GrNB/xnPlFXqZoow7UcAIUh3uglqre1sF1lytue2eVFGJiCQOXl7OB15WO1uYidLLygvrp/HyRn1wVfbgQBlniudIPRYjzmqpM6by%2bls83irssIlH2TpPsnpvYsQULyqgXYsVsairlBdSigWLop68OH160JxXdcO6XsFVZiDACYs%2bjB9Xeg6PShsnbilCYC6P502FLNsQZ0wH622BTuCtaWNliNzMkWOnAl1ZYiwBYEaRY41Uo4Eq8KdEPhb42KKIob97RJrvdJe709NRLu7/QKDEOm3i9xUWJ2LRR3Acol8DIzRZ3wKIh18AEm6Qkc962gThvbMiTEGtqyGcUSKujoLoQwPEbDQIAAURRUYr0pUQzQWhpKWclqhDlag7P1YoMJZgsnAYzrsYmDM05X8KQbDBbPBuG87gszaDa079bLZwFU04HF4pgnKEGwtetgCOngilZYsilykKJLJn7BXxWsUVMVqHIw4Tq74t4W10UUbw7mbz0/R%2bPPZsbpTYVU6trYy16%2bbizqwo9m2qwpbeOeRWT2dQ0FlhOSpzUFjFe/cax82ZWexyA1uZSPi6W/LOwl2LOiltKAmnBAPH1UxujtbUCnT2NyOLkcF25BO5cX71WK0gGSZdArJj6Cdawn1WnfAr5SROw8MM/YvZ772HhRx9CefKn0Jk%2bnaK3CL40Px4cfS4rlhCIeXDk%2b0PWKSPZYo3EgEo/azRwDMY7GqNMCDQTlr754d7QwxAAiGvbsrVZety7pR5bNtdjK6Oa06AgL1byBHJ1Nb9V/t0WEIkLAIRwCCbIvhtIoX8W9wKjJJsp/LWYtWIUSl9Bd1ZLX1J2bapHRVGqtBg5qC1BqP5K%2bNAa6y6cCnOywFF1IR8voz6owEVlEewV5pP%2b81BkZ4wzNFZf83dfKk1CnY812mh4Nq53RpbtOhRS/bPtdZFCgS30MEOemylKCXQXaS%2bq/G5s3tIkJb95SzOP4rwBWxnbtzZKeZYWJ0khV0tVH%2b9zERIQDTIA2sT9NPZPEak0fsNU2GURmdwI0wmEYIOwyAJ9QcFG6XY0W4FsCDTTgv3yRdQCFQSvox6oL4EPJ4E7J4AzK%2bvKkWfP%2bW5HVyicoe%2bKpUimThQ7GCDZdA01wA4Xc6NxnGLVEeSIEjcT5FAgkyw1keViggIPC9Tx2joJQA/7XpawLPGt21qk47btrQwetzViO2PnjhZs7qmV/EBVmdgF8uLGqC6ju8QAHlvY8w00FdI6zITFYiRCuEMRaeLP5jhmBAAVFBpBMyFCwisUip2B4hjH5cSJ%2b4ALkxaqn04xSzHXRsAaZTgvX8wpMJdawDE4fxZjJkwXzoalcIRkQ5zhGvRFeGCQJu0SKzWYHoZid1PEmGggwnAl0h0NUB3hjiLuLYKFQvHF/BcAiORF4tspjL2bWfntTdjO2Lm9RQJg1842SQ/EtJPLpQdobSwkCPmy%2bc%2bR1yX9NUWt9McRIlmxCwgQxF4gvi8Qa7PYHHNJV6G0ot/G0RdACH0Qd2bzCJ4H57YdZ7vXmmXc1wkAl58InRVwZeVt6P/NuBgZzJ4KXVpfYZFNOA69li9BHjfIHl97DHPxOV8Qj70pwWjgrA9nO6Xa6yPX3RzFMb4oYPuJUSxYKIyP%2bLJDJC4A2NHXjg4an67uSgzs6sDu/nb0M/n%2bvlbs3tWJXXwsV12ejnraxBoKg1BFsQCJLxD3DmzCjm2t0lwXtliE7K9EZK9p5KjrGLvPLr5/29nfib37eqUQv1hMhGa2QTgdnY3SXDiuXMoxqIE0Gz3EGa3mfrAMTlyC7DgN7JfOgT0r77FsITfGVdgc6IzbtN1PG4pxj0AOcUNs5o5R4GKOLAdDFHpbI4tbYB1HeDVZWkeTJgAX3wsKFvbv6pJiYM8m6csPAcL%2bwR4cGNyM/ft6sG/PRkY3Bvd2Q66b5mGzGB3Sd%2beyr4/Ft6hHD%2b/kizfTOFRKz23uaXj7xaI437a1BUeO9uP06UEMEKx9g1tw4tQ%2bHD0%2bIMXggW04eGw3yrgx2inPlwBwXKmAYCYYb6qFGILgr6EEd9XF8KPapxuuRpOrBY5ypt9gXz9gMt9xtF6iPc9zMIGr%2bjL4sHVynU2R42GJZGcjtOZHcxJReCm6PezrXbvacejwDhw4uAMHD/fhwNA2iZF9O1px%2bOBWHD%2b6E2dO7cWpE7ul82NH%2biAn/sxscKAb%2b3Z1Yy9psad/I5HpxfmzB6TYx/N9e3r4pj04eGA7qbSRSG7Bwf1bcfHiEVy%2bfAzHT%2bzF2fOHcJ6PL14%2bikvDR3Ht%2bknceziMHk4FRxofa9LaWGEBzFWW0s4uRySNktACHyYfwm0xw2gNiqgPW/wdcYKL175IH%2byK8kO5py3c1y6HDr2DKTXDk3tFpOU6pHECdMa540JXPmrykhCRlIvWjZtw6tR%2bXB0%2bxOs6hKPHdmE3c9tLJhwmKCeO7cTwpUO4wmu8fPGQdC536uhuHDvYJ8URJnhkaAd/eBjXrhyX/uZv%2bNIRojaI4eHjuHH9DM6eOYALFw7j0sVjuH37Au7eubugFqwAAAsCSURBVID7X1/Co8fX8exPt3Dn3kVcu3GGFRiAg5sn5s2eDbd1arCkwhsxAVPlRTBXJRu4HTqqLoEnj94MN2VOBu79wRoqyDSnVphoIVBHHU4aqrBeIQ/9xbOgz53BjaM1ggBUhjjhSGU8vuuvxM3uUhg7psLMrw6uEbWo6hzAgWNHceXKUZw5PYBz54ekb45vsCi3b56R4s6tswTiMORuXD9FxI7hwrkhXLxwCOLxnVvncPf2eel4jwmKRG/eOo%2b7dy/izu2zePrkKp49vcnEr%2bDK1QsYOnwQW3fuQHpeEQzMHTF3sSq%2bmLkU/%2bOf/wCtxdPgS2fnqr0C9pwGdqvkYUk2GCkuhN6S%2bTBimC5dSLc3H5rc/3UW0PktWUDXuACWyktgz7XYnO7QQmkenNhG/mROvL0h%2bnMiMNyei5d76zBUXwwtmwyY%2b9dDx7USBn4tcIzdivjSfvT078ftO%2bfw8IHISZb4vTvnceMa8yYocrIkz%2bP%2bXVaSCYoQyYv4%2bt4l3Lt7iW%2b%2bjOfPrvM4jFPnTqJ7535klnfBM7IYGmbhUNbxwYylBvh4mhr%2b%2bYOp%2bN/vT8HHn8/HxA8%2bZOXnwFNPDV68cFf6eReutI4EwpYrryGFT5t2WHPOdOhwDGpz99ecOw16tMXmSgthsWwRAaJF5rIkRqkvmeSrq44iGqTjNWm40paH10PNqEvPhrp1Joy9qwlCHUx9a%2bEc3QnrsA7YRfUisfIAevacxNWbw3jy6Cq%2b%2bfoiHt4/h8ffXIHcg3uXpUQf3L%2bMB18PS5S%2bwr6%2bce0MHj%2b4iu%2bY%2bOWrl9DQsw/BGZ0wC6jGGvtsKBhEQn5dMJR0g6Cg5YV5KlaYKa%2bPP0yaxeTn4cNPZmLCv/4L9OVnEIAV8KbBcddZLgHgRk/gSAF0YEXNFefAcNF0GC%2beAROux%2bZcjOzoEWwYxlyPTZfMgBPdpA9Hp7f2cgTqr0LHBi%2bca8zG0/56vBxsQbB/KjQd8mHqUwvrkFbouVfCZn0TrIMaJFBcE3fCPXUQUaXHkNt8AnWbz2DnEJl97ybkHjLpRw%2bvSgDcvH6aPX9MoskL9vPDBzfQsf0gXGK7oOvTAA2nImi6FELXrQDLDCOhaBCKpdr%2bUNT2wRINZ0xdvA7vTZiJiV8swMefzcLE9/4Fukuns/or4UUW%2bOithKuWMkMV7nSHzlyWnLkVujKc6AxdePSibxB9bklgxPh0p4C6C/fI53w0VWl/zdCfGYYrTdn4eW8TLnIf0bZKgo5TMUz86uGWsA02BME%2btJUANELXtRQBmX3wz9oD74xB%2bOcMIaTwMHwyhhBbcRJyTx6R2gTh6vAJxnE8e3QFN28Mo6lnEN6JXdDzroORfwOs%2bYF6XhXQdC6AgWcpVtmkQV43BHNXumPRak8s1HDFVwTg/U/m4NNpCvhg4gxMIACai76Cu7DBuqSvwSp4kQXi22Jvbnse3AfEHWQXJimS92GFBc1duUI7s%2bouDNtlXIS4QgeR%2bik2utgc74dDhbF42FuO0SNdyIzLwErLLKwwz4RZUDNsIzeR9l1wj%2bsmCxqhYZ0BM2pDcP4BBGTvQWjhAbgl9sE9qR8RpScg9%2bwxxYwi9/ThZXz3/C427jgC1w3tUv%2b4xvXCPrIDzhu6YMEP0/OkwBAE%2b9AGWARUQckgHLNWOGPRGm8JhBnyRvj4i8X4ZKoiPp48DxP%2b8B50FWbAj9bVQ1sFPkzOj0A4UwjdmbxIViTvQLvszHbwWCPuIyrDRmUBdOd9CYN5BI8/S7TURkOwE/pS1uNMZSrOVaXhzVA7btHRGdglQN0iCyomqbAMbaP4bYFr/FYEZe6EW0w3VlumYq1tJvzS%2bhBeNCgxwZa64EymBOUegNzzJ7fwAxPff%2bQk4gq3wti/EYY%2b1bANa4FdeBtMAhpgH97Ox61Eso6J1xLZejhHtULDKh5z1d2hbBCCZbrrMXu5PT6bpYbPpitjwhcLMXnCxzBRmYMgYw0mvhxuaxThx1YQR0dWVyTrvnqZdO6qzlHIyuvOnwr5Tz%2bA5ozJXJrkuf3po4Ki1xzijNOlibhck4mvu0qlvzmMjymAumU6VI0SyIJMWId3wjy0E75MNiR3AD6pfTDxqsJ8dR%2bOyEb4ZeyCCxN3SdiB9UzeN30f5F799A26t%2b%2bHKilkQqpbhTTAPKge5oEUESJqG94Fp%2biNcCEL7EKaYUVhsQysg0N4M1bbJGHeai8o6gZDYV0Q5qg5YfI8TUyaugyfTFPB5ClcdJTnIJj7e4DecrivUSAQ3APYAo7cD0TlHVQXSf3vRiZY0Ccs/3IS1sz4TLpbFEnhrA%2byx8ZIDwxXp%2bFPWyrxcCOTP9SOnvJqJp6IleYpUNKPgY5LMZw29LAN2qVEPRK2Swz2SdqGxWuDoGGZAe%2b0friQHb4Zu6kVfQjIIgD37lyBY0gldJyL4ZuymSDUwIAMsAtth01wG0wDm2FJUXGM6mTirHxEG5zIDBeOGX3PQizQ9MdSnSDI6wTy6I%2bZy6wwefYaTF24DpOmr8AqhSWItlBHiLE6e3wZgWAb6KjAZtlcmMvPpsrPhMmimTBirJr%2bOeQ/%2bwi6c76EN0Eqpd/fkx6CazUZeNZTgZ/3dwKne7GtrAIrTROhZpLEMZwsTQAtAmDPtjX1b2ULbIN/5m74xG%2bCM7VrlSX1SjMY5gHUiOheuCfvxPqcfXzNHsh5RtdhLceaQwTfGNcDfa9KGHnXwH59C6zJCDvS35GiYkgqmflWs/9bCEwLW6KNr%2bOFWCRhuVk8VIyj2YcxUKAwzlnuiNnKNliqyemgZgc/LkGZdlyAdFXhL26Z63MiaCpR4OZCffqnUJr8IRQnf4Qln/wRGnzsRmbkOxlhgD1/riQJT3sqKXibgHPbsaOmAcuNE7DKIg3L9aOhzeS13SrIgBKqvyhYB6zCumEeshGecZvhGd0BE89yFsYROjbZcI7sZk4EZsN2CuYWyGnwSW2HTARkbIdjdBeMaSIsqAM%2bsRvhFtYERyZsGdQGQ89aWPJ52%2bBW0r8dVgTIPLARalaZWMdRs9Yxl2AkQ5vH5abxWKDhQ5GMhLJxLAyswpDg7oQiT3PEma1CCIEIZisEciRa0eFpUexE6M6fBufli5BivhabuetfLInDq/5GJr4T39PXF2Y3Ya1NFlZT2Vfxdxi55MPAvQrqNmSAUylsyFonkWBwO8z9mqHrUg0HguLAHJQ0A7FI3Rta9kUw8WlhW2%2bDTxoZoKATghWmsfBK3AzXmB4qfQ3MfevhFd0Knxii6d9MM9EAU78mztlGztZWmHA0WnPkOER2QcOxGLpeNVjnUQF12xwakUaJGQYeJWRDBFZZp0rgqFGNTe1j4WjqCM91moiz0kUC1T1IWxlOyrNhqzQD4Qaq2BjhggvlibjdWow7Pc0437sJLTW9cA2rx0qbHGjb50HDPIHHLKniRl61FMAcjmYWLrCVAPTAI2Yr7NazbaM3wUo8R2E04fXMVHTguA6A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/%3e%3c/svg%3e"},"private":0}},{"node":{"id":"jonas_de_zitter","path":"/people/jonas_de_zitter/","excerpt":"I'm a passionated electronics engineer, interested in all kinds of exciting technology like blockchain, green energy, power electronics, and of course Threefold.","content":"

Why ThreeFold?

\n

Threefold cought my attention many years ago as a high potential decentralised network solution. From the moment I started following , more and more parts of the puzzle came together, resulting in a new type of internet with features we could't even imagine. It has a great community and combines knowledge and experience from all over the world.

\n","name":"Jonas De Zitter","rank":4,"bio":"Hi. My name is Jonas De Zitter, living in East Flanders Belgium. I have always been fascinated by all kinds of technology.. After my engineering studies, I started working at a development company in Ghent where I make custom electronics and provide consultancy. Since 2016 I have become involved in crypto, after which I founded CryptoConnect together with Gert De Spiegeleer. 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ZG3DWN4%2bPJCXw6N4O51AC8CY7Uier0Vliz7QBfOvKSdGp/DajdLcAO%2bR0nfL4ASttMzwZMCbNPIW/2ZwTgOGwtQJRFz1t/BfbaXERbSzHdU4%2b53uuYba1Hsq4MUzUsYCW5CJRcQJj2d149g6H33sLgybcQJOHFkT7M9nRisYeL0fgoRShGis65x1X44/gEfjc7jfnUIAUoTwuw4wDxE7qYDOV%2bkK72gaRIB9We6O9xwF4XXPzTAoha4BW4ApMQwb/LBWIhshchVpOP6PUiOBsuI9hUhAQ7wQzze6a9FjNN1Ugwp4NlOZioL%2bQOUIFIfRHMxReguXwCQ9nHoC%2b8gMD1GrbRbtw0jWF%2btJu1oAQb2mF8GA3ht9NJzCUH4EmUbQuQgV%2b6oEaSDiaVFJACJJX297kCjLn2OmEHog5c3jUdEl7lmBFBwCJEEKuxtxCB2ktwXT4Nc8VZuK/nYZJpkGQaJFtrkGqrQfwae3x5DtzVl2CvyJHLkC7vFHSsB30n3sTI2cOIchZIDXRizabHHDfE4PViLA6241HIg4%2bmYphN9j3BATU7ZDPkU6o/JUDuLgE%2b6wQhiriXaZWZmSEjxpNdwG5gpUP6z8PUlwsnBQgzDRLdtZhqr0Gig9NaIwetghPQl5yGlZudndOip/wy3HnZ8F5hWpQUItFQh%2bWBPtzUjGI05zjUOYcwN9CMh0Hx40gYqVT3HgEUqPZgT/STqs92AbUjG3tdsCPC/mtFhH0jshDAe3XHBbIbiG2xUP6uaHUUwdF0Fb7mQkx2VmOyowoTbeVw1%2bSg98wvUfcPP8Tg8UPQMP%2b17/4K6kMHMfb2Ieh%2b9Q7MJ09ivqMTm2MaWC6dgj77baxo%2b/B%2b2IOH8QBiySZ2gcpdAtR8RoAM/Kl/QYAdJ1ziuUJeuZ%2bTFmj3rLBraiSEC3acIOaBIorAwSVQpKDnKtxNBQh2lCHYWkI3FCPQeBWai4cwcvoAzGIWOHccjtyzcGafhSfnAoL5VzF74xruW0z4wOvClkmDeEsF68Ew7kc82JpyIpjgFJn4POKs9sm9xc%2b/j7xMASmAYy9RRYTcbagdOdjdLjPToZwQCQOHJoNHKYxKNyjchi1SDIPuEswNtHhLETzNRfBRjMANtktVNiKiTV4rRoxzQZApYLt8BqNcktRnjyHZVM%2bqP45HHjseeCxY0nZi3a7G%2bxMBrCR18E2JGUAZhQPJ3VbPXAsRavYQ/0wXGHVcgBBhxwk5aeIXt4%2bKABlBcnalCNulSwjBtKAAQgSTT9SCAgkhgHCDEEXblg3b9QK4WrjckHygqRBuVQ58qlxWd6YH22ZUdRUu9vsRboY6umK64zruGEjYZZE/jN7xGXHbZ8L9uB9TiQ54xX%2bq2Bbgybb3JVWfK4CX4mSN2i9AYHcqCMIKctPi7D7P3ieSIoTOzXRwX0mLkL8jArdDC%2buB3syxuukKLDcKWBM4I7A1uupZ9OiMGEWZbKILGrhHsDVauBm6OCPEW%2btwc2wAD3x2fDgVwKNEAA8m/FhPmBn96m1kBBDHDHxJ8U/kKnlUzvcj7YARmxAgew/pUXuORIawIlCOfG63Y3aEYe1wsEY4WR/coh7kSREUiF%2bLSzCgzkZnFQvZjTzo2RUs1/Jgu8biSPLxnmrE2svgb8iDk%2b3QVpINa2kuwmL2N4zijt%2bGD7kBPpwO4c6UF5F4EzzxCvji1TINFJC4ECMtiiDpEUQTAtWcF54MCpC9TfjJyE5j9/WF9DE3LVTuNoQIwgl6j/htgWS9%2bXBNVqOo4DBKTh2ApbMIgzXZ0DH39XSAlY4ItJUh0l7BgakU9qpLcKooUMUV2KrzsTg%2bjNtBJ96fieE2ya/Eg8z7Nrgny%2bCNp12Q2HGD708QdlMoAVe8Ei6mjzhmDVsv4F8WIWeb7I4IT35OpISoC1qmhKwNXvFbYQ06u1Wou3wU3sEa6JrzMVp3EUNV2RiuzoX5BgtgN6PXUkbil2CtYQttZIQ5%2b09TgA1W/dupEO7PxzDndSASNUrS7olSuEnCHRfkMqjahc8hTzgnK%2bGYrFAEyIiwG8O2vfc%2bj/D%2b14QLNM5LSoF0X5Fr9birCja3EUMcggwk7%2bqtgomtcLTuEgaqcjFUw%2brPUdnZWQtnRwMcndegu1YBZ88NTIwPYDXixK1kAJ/cWYaluwl2nRZTs362QTEJXoNzokr5vwzpf%2bVyxcV/9qjaJ0blNnkBx0Q5V/cyZA1ZhADZyAghMGTJhrg/JK9JUsC2l6wiTM5nhMukgnQCXSCgdzVSAAschK67HrZ2ftHuSljaSokK6Djiaq%2bXQHeD9zobYSdxe891hDTdmHGMYS3qxNZ0GP/4YB3tlSXoqavG2uZdBMJTmOBaPLUQxsSclYWwnwWvlY6gmBPiv/iIf/NktCmGk9GWUZ%2bogD1WBmukBKZgAbIGTSRqJmHzBYW0OJcCnMegRRFjmBix5j7RKduOSYu3uyZIJziFAO1w0LpejrAenxOazjoY2Qlc3bRkVzUjXgMbx2NTMwXgrmDvqIdvsBUTnPrmHTpsTrjwYDaK/35vDeU5Z1Fw4gjW19cRjidhsbsRm5rFRHIB0eQsQlNTiKQiCKVMdEcXXVENW4zuiFXCHq3kXJIhXyhrVNaA6SwGjCRLIXaLMWg%2bRwHOY0AcCSHEYNoVuwmPWC7scU/GBaJmqAmNIw9G1yAcPgfcARej5oPH78ZY7zVoVBfh4ljs6%2bFE19MAN4VxEFYuS%2bIYGe3EvH0MtyfdeLQwid%2btpnDkZy/gnVdexkIqgfu//i0CsUk4fQGEJuKYmplHIDoBX2QCoXgK0dQ0JmYjrBcDsIZZX0IlRBlMnE7Fj75ilsnqNwoBzu2IYD4vIYUh8R0BLkhBhDOUNFHOh8zpo0VxkHSBTUkZtS0fPRoVxu1auEMu%2bEJeeAIeBMPM34gfhuEujFRdhqetCpGBGwoGmxEi/BTI38MiaBjE1qSXAsQxPdaF//of/wqvv/wSBrp7MTpuxd0Pfs00mMVkag4zi6tIzC4ilphGNJFiu0wiPDWNSXFvNgh7pCH9U1%2b%2b3HBFN6MApyFE2BbCdE4hT/Tvwm4xdkM8J89N59PpQ4EsdIClDFpLJ66zqOnt4/CE3IyMD/5okAIEEAz5EOK5w2qEsaWB06EQoRkJTRdS%2bn7MmIaQ0PUiNd6POfMIvG3VqDv8E/z9U19BZ2cPci4W4otfeQqecAJ33v8Ac8trmF26idT8MpJzS0gIkLg3HKUY05heXMfc6iockZb0MCdS%2bhyyeg2n0Gc4jT7jGfQahBhnJMS93vT9PtMZRQhjWhgp2Jk0lHuKi4QQJG%2bqh942hHHzKHqGOmFyMh8jXpkCvrAXoRhFiASlE0JRihH0wTXUA2dTNaIDLUiO92LOOoIZ8xD8XbXQFJ9B7Tsv4uqBH8Fhs%2bOTP/4PtHb04YUXX8WR49lYvfM%2bltfvILWwLEWYWVzD/OotpsQii68HSQoh3DG3fAs379yHOdDAIJ3FMAOX1aM/hQy6x0/KoyDem77Xq1eE6CXRXsNZCiPEyZwTJC0gnhs0ckO0t0NrHITRqoFGN4SBkW4YHUY6wEPyPuaoH5GJEILREMmHWRMCUogAHeHVDnFXqMHkcBvmLKMUogfm2isYuHwMuS/%2bDXoaVZhe2cTv//gpNu8%2bQkevGvnFKuhsYcwsb2Lh5iaJb5DoJpbWt2Qq6M1GRv8mFlbv0BXLuPPw91hYv4kRurV//D1kCdL7sVuUHWFO83haEu8RAuhJXq8I0Wug7U2ssN5xBGMBmKw6GLnFOT02jHKW13KV9TPSvkgAfuZ%2bZDJMF4QoBoWIhZmrUTqCQkRCiDgtiKp7ZO7HNZ3QlZ9HDweo8y98C5reHjz%2b9H/jo9/9EzYf/IbVfhXe6BzGbSx00WksbWxheeMukgs3schjOBaHzjiOhbUt3Lz9COGJFO4%2b%2bgSrtz7iNGlE2/BBZHVq30OX7gS6tCeUo%2b6UJJoh3aU7CeWZk/K1Hv0ZCfFMzzjPx1kgDbUY1Q3AwzYXnYrAbDPAYNbBz6LnYvuzuq1MAR8FoO1JPDwRRpgi%2bKUgQVbwiBQhOhnlzqDF2JgWIacVCa8dY1UXUXf0FRz53n%2bC0%2brER3/4P9i49zFmV%2b/CHWahSywiOMkiOL2M1Y17JPqQkV7F7PIG/Mx/o8WElVsPsHn/17yexO0Hv8by5vtILm1gwHAVWR1jxyVBSVIeFREUwoJ85vWT6fuKQF260/J8wFCCIW0XugfboGfknQEH7B4rxsZHYDDpZN832UxwB72yAIZIPEgBQoS49glHTMUoQAxdfcO4lFeK8uoG2nsQFicF9LhhN%2bhQcf4kZhbW8PC3/4y1rQ8xNbfGtJpCfHZFRnzh5m1G9gFz/CHmV25RWLbDcIRdJ0TBPsSt9z9m2iUoxvu4/9EfODOsIjDlogCa4xAiZCAEEGQFaeXee2jXvJe%2btxddurPQmDvRO9yOrv42Rq8PY7S7nZHT0wFjuhFYbHrYXFbOAU4ERO5TgACJB5gSXjpEESOK5pY2lJRU8NiBrp4B7g596B8aRd/IGNRGO0XlKswv/uDjf2IO32PrW6QAccyubEjbr5LYzdvvY%2b3OIxbEu3D5gnB6fSyEC7jz%2bHfYIuIzS5hbuY3Hn/xP1ow7mL25haw29btoT6ND864km4Eg36E5kT4XRyHOKXSOnYT4u0FjJVudmtHvQHtPE4XoxKCmD%2bMWLcx2I9NgHDqDlgVRL0Xxx4QAEQ4vQUbIh/h0nGkTRG1dHa5cuYzy8nLU1NSyzfVCozVAb7JKDGu06B/V8NkYo/kBI74uJz93cALrdx9jg1jepP3pgDWmwOzSOsWNUTQfUqz%2bD379B9z74L%2bR9AYm2Bm2Hn%2bKO48%2bRSA%2bi6zW0aMkc4w4jlYK0MJzBcflvXZ1Woy0EO3qE7zP7qCrgNaqlj3e7DRjhFtbz3CXFEOtH4adc7/BpKcIJoxqhqFjOgjbh5jnockQyU9izGjD2QtXcP7CBZSWlaCqqhKNjY1oampGO3v9oFrHv7PAaLNBb7Fg3GTie0zK6Icmppk%2bCQ5Cv8P61kNW/bt0wn3m/iaHogV%2bRgqx5BymF1alc249%2bFgWw0m6YJkiffj7/8XzVWS1jB5By%2bi7aBIYOYZm9dFtZITJCNE6KpxyAQP6G%2bhSd7Hl6UneCpPdTDt62fsN6B/pQ99wD7/sGAuQHnojI2k0om9ogC7g3J7k8jKTgsFiRXllLfIKSpBfWIrS8ko0tbTQ%2bj0YGBpER1cH2jo6KegghsZ0dJWVn%2bXiTuFh7ZiEi9EX%2bS%2bquiC/SHLT7P8xOmNyepHb4jKWeC9Bwpv3PsJt1oDlzft0D%2beBm3fw6JN/xub7v0VWEx0gcH34CG6MHCWOyetmCtPKa0FaoIX320ezMWbpoe3H0M1WZWTLsnlcJGOi5c20dkheq/VjFKIf48YxFkAL4cCQZpQ1Qo3JZIriWKGqv47rzc3M82EM0d7dfQPoGRzBIM%2bH1aNQa9Xo6%2b9Fe1cn7w9RVDXfQwf1OCdHdoNwfJrF8ANG/zFmljYxzao%2bMb1Eiy8hxRSY5SAkHJFkR5inEPc%2b/L0UIEWRZldvy0L44ON/RNa1oV9BQAig4KgUoolo5nULr1t43jGaixFDF0nrKYIaapOWUQhwuvPD5Q%2bQlEFWez97ucvPOZ/ER7SjtLCez0T4upk1YlASbOnoYcUfxMjYGLQG1gra22S382iTzjDy2mA2y/TRaDUUoJ/kx1hftBgY1VIMLUwOL27d/w3Jc%2bKbXaWdV5CYX8U083yOBBeFK1gsZ5Zv896mLIKiRabYScRrWx98ige/%2bSOyGgffRuPgOxThcBpH5HHbERSnY/QiK3EfRvWD0JrVPI7A5LKxgk/BaLexwnsJH6OjhYGzvS/E9hYOsQi52Q1MdEaSG1uYgoxhlIS0TAuR10aOtSbC7OCs4HTCybHV6fFKOFjA7C4PLHxNvMeoTguNfhxjBgPG9Cb0UQhvOE4nzDHqK4ysEnWR5yLii5wJBOY4Ac6yLa7fZSvkDCAcsMSucffDT3H7IVOgsf9tNAgMUIiBdxQM0hEUQojToc5hq%2bvFGBeSsTR5jUENs8uBGIuNjSR1ZgOjHpTQGvUyJTx0hj8UIsTQw41seoVEhSAckqwmiuNhe3RzVndJsi62LLdXrMpBeIMReANhHsNsZwGK5%2bdM4GQhNEGr1yIW9/NvbLJIhnmhDi4AAASpSURBVDkEza7cYV7fJbH7tPkD2SYXhAOkALcxz3a3euuhdIwQQwgkBLj18DfIauh9Cw29JN/3Nq71vyPROHhYitIykg2tbZjER6UAo4ZhjLDCqw2jHHh8LDqbFMBH0jpJJDY1wy%2bUou0ZYUbNxaInhAiyaCVo0yjbzrjZIudzB4XzBkMkGlCOJOvhuYCPE5wvFJVHsd97KKIYapxMLQ1dNpXyY34xDDUnRndggpFnxNceYJVzgMjzWRY5QXKe%2b8Acj0KQm1uPuDQ9lg4RRXCL3eP2IzqgvueQJC%2bEEMfGvrckrg%2begM4%2bxPmeVd41zsgPYJCraa%2bmB8PjQ3AEgrTTBiu7j/kriiEHnegUJ6x5nvOL0u56CmFz2eH2c/WNTXFVXed5hLZn2rjdCEQ4w4cZ6VCEtSNG0hSBYojzEOf4AIULMc1EqokfPoKEeG%2bn18W9wQ2z1SanxRiL301Oh0r077IIbspCNy/JC2fcwzrnh0U6ZI5uEOd3Hn9CUIDarjdR132IeBP1PW9BCHKt/zBGje2w%2bViQnDr2ew1GjCNQc0PrkwIMMioRTlV3pO0NNiusjKg7GJW/xISmppnTboqgho4dwczXPRRskv1bzOxOX0hOaT6miCAtoi/mdjG%2bBiKTknxkMsFlZop7Q0JudZGpFPcM9vbEDMWYkpOhlW1RdBgx9Gzc/Shd9DYwQ5sLFyyuKYVQEBcj8grTQAiwRfKb7/8Gtx6lBVBwUIogzrtGyqGzaGDxGOSkJ6r%2bqFlDR%2bhkCmjY4/3RmKyw3nBMyWHa0%2bkPsRUtyGnLH42zXZm5DVI4dgM9q7qf5BJzNxGempNf2s3cdjPHhd0DJB%2bNJ7kQJRTyk4J8XB4j8bQIfD1GcSdSc9wFluHhZ5vtDjrQIac/EfEJzgCZTrAsCiEFkLVBjMpMATH%2bLjNV1u9/iDXuCFk1nQchoBLHjtdxvY9LzlATRnR9jKyovEOwes2sBeMwONmyHAYWQAvH2jg/ZEtWeCGCKGoOMXtzABGTmD8Sp71jGDeMSxFE9RfVfiIxJ2tHjEfRHj0seKJGhGlzQTxKssL24jc%2bASkCpz8hhBSISMwuyR884vwsF1PGYKG4/CzRBUQKzqxsMtfvSAFECogaIARYZRtcIRbojI37H2GDXSGrsuMAqtoPoLrjDVS2/RLtwwVo6qrnWNuGYR1zfqSDTjBBRwF0Nh00nPNdAZf8rW1h/b6cvIKTSaaAl2uvh1/sNm0%2bJ1NEzOtOWlWIoNGOyAruJ%2bEFLiRxOsUXnpAI0C0i7wWCLHoi10UqCPLRqQRFjkuRYuk0iE/Py5FX2H2Sy47D7ZXtdJKCTM2vpeeALaxwP5hnGxSFT5AXy9L6llIL1jgdiiUpq6LtdQhUUoSyll%2bgZaAAdc0qdI%2b0Y0Dbh46BFhIzybFXkNdxu7NysYklZ%2bRGJSwXYlTsXi%2bdMCE/RJKKJTDD3jzF191eIYKWThjmkGOUeR3k6zaK42I98ARE1Y/JNAgJAUg2IsiLNBC2Z957AmKLjEkRxA%2bgYuyV%2bc4JMMJgiFoQ5PuKHJ/j/YW12xyR70inCAHEGrwslqW7H0gXrLIriGHo/wF%2b0xTyE7bhnAAAAABJRU5ErkJggg==' 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Why ThreeFold?

\n

Apart from the fact that the vision of Threefold and Blockheating is quite aligned does the notion of of liberalizing the IT space really speak to me personally.

\n","name":"Jeroen Burks","rank":4,"bio":"I grew up in the south of Holland with a passion for mathematics, physics and business. After spending some time on the TU in Delft I switched to Business administration, because I think the link between technology and business is the holy grail :). Did some jobs/companies after that and ended up trading hardware from datacenters. This gave me an insight in the energy use of these datacenters, so now I'm using the waste energy as a heating source. Vacation often revolves around sports, weather it is Skiing, sailing or golf. Expecting to be father in June. Ambassador fell in love with Threefold So I’m active in the datacenter / renewable energy sector. Next to that I’m an enthusiast about the opportunities that Blockchain can bring us, apart from the transfer of money. I think Threefold is a nice intersection between my working field and interests. In my work I come across a lot of people who are working on projects, where they need to be facilitated with a digital infrastructure like VM’s and Kubernetes. In part we can accommodate them with the necessary services, but services like geo redundancy is something we cannot offer at the moment without the help of a platform like threefold. Next to that it might be an interesting administration and virtualization tool.","linkedin":"https://www.linkedin.com/in/jeroenburks/","websites":"http://blockheating.com","countries":["The Netherlands"],"cities":["Heerlen","Venlo"],"image":{"type":"image","mimeType":"image/png","src":"/threefold/assets/static/jeroen_burks.36a08ae.12e78ebee3757b5701d3047975aae11b.png","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/jeroen_burks.36a08ae.12e78ebee3757b5701d3047975aae11b.png 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-c224f58b3a75808b336a39ebb04fc233'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-c224f58b3a75808b336a39ebb04fc233)' width='640' height='640' 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xTsCHILxXnAgPo0I5jrMddbR3JBuzZhqbYJgV3PEetsgytMaYUpLBDhbIJYKn0mByY0PRUqoD6Lo%2bDTJkajPS0djdgLuzDbhR4%2bu4S8vTuOn50fxy8fm8duXz%2bB3r1/G/3rtEn77nXMEYBe/uL2Or67P47O9PiwVJcGfAunrwFYw07pGR57JoRTlCD8khRL4KD%2bksGU6k31wsSwYZ/LdsK%2b2x2aaDVlgTS0gCLS98/QEl8Id8ZrPMQDHrRAgE32f8W0g3mNbCHDeJhgKR/aiI12dqyMVnPPZhXbVTYS9NS2uOYwN9BHio0RmfATyUmIQH%2biN9IgAlKTFMuLRoUnDzf5SvLfehi9P9OHHe9342YUx/OaZPfzLC0f43Xcu4H8yfvnENn5%2bYwU/f3QRf3YwhLdXOjBVEI/sMC9E%2bSo5GQzhynYoJD2LM%2bJRkBqNQvatKiYIXSm%2bOEcrfLZAiROZ9tgiAKL6y8Lzi9WYlng9zhLPB3rgnp9WC95hog8EA4K1IIjE3/8WGG9TMEVrKGzozuxpWV3Zf0qC4OFkL0edr9KZrylGVGGloy3CKIDh/hRCbzf48LVwewkhvmjOT8VRWz5emazGw%2b0O/MVeF746RwBub%2bG3d0/jN3fP4p9fvIR/euY0fnZ9Hf9weQE/OjOO7%2b8P4GUyZ6UqAyl0o6ZsA%2bEuy7OSUZKZRBASZRSkxaEnzR9Hhb44k%2buGPW6Em2na6i8RALEMCVs8RxZciLCXGvB2YIC2%2bgKEYG0IED4ICZIhrh/oWKA4fhjy7Yciego96OvCQE/4eO743O9NKUpK0lYot4WxAQI8nFHKSi2UJuOJXg0%2b3ezATw778fcXxvHLG2tkwUn86oWL%2bNVL1/HLF2/gH586wk8vruBHp6bxg8NxPNjqx7l2DTKDPKUOxFHNy9TJyE%2bNQU5SJHKTo6BJj8NYbgQulwfjKF%2bJ/UwHbKfb0Q9YUwu002BFTATGWoIl7tJwve3PCgsR1CX5jk4Q3/sWKMfXCjuutlbmFCJTY5gbG8GMIRI14fJiamQkGWBhwgWILLHlZ51IUxv2qh1HmBNbJMHfDYPqcDzaWYCHuwP48eEg/urMBEFYxM%2bubuKrxw7ws%2bcu46unLuEvz2/g4dYE7oy342p/Dc60F2GvPgdNaRHwoEMsZeINxRyV6iTkpcYiNyUaOcnRGOOovk4ff6HQAwdqR7KAbZBui22VjQRCJC/ZkGSB87EOeOtrEdQC8HUEfnP9gNeiHRQRAT4I8fVEoJcSQZ5KBHq6wtPZQa67dmwPEwMDWDJhLy4%2b9kzYm04unJ8XM9yKoCWz79a4hd2ZasDDwwm8MtOCp0ebcHuwES9PtOHD5X58eTiLLw/m8PpEB1ZL1ahNDEN9Zhz6C1IwVpCIuQo12tNjaL%2bz0VaZj/rCTJRlp6A4MxFFjMnCOFyrjsAFjRInsxwIgB1ZYCtB2Ey3kbvBAqs/l2gpR%2bOdcHcqfQAr76dLmNdCF2R8cy00QuFsZ8v%2bZ0872DNx9r6bE3yoAZ5OdnLHNzM2kIxwpF835qjy5HtCBF352oGRExWIa90avLw2iEt9NVgoz0RfTqKMEXUcTlbl4PP1AfxkdxIXm4uxWZOPnpIcJqjCemMZdmmODttL8GhXLZZqNKgrykRTkRqNJVloLFajnq/HCqJxoTQA5wUA2Y7Yz7DHDhPf4l4gGLBCAJaTyYBEK8ySDafiyYJg3/%2bWdIAOCOELAiRD3qEQKsyYnAhBf3NS3ZJhwx4XYcXRZMLeNKFVFZQ34URwJAsmshJQHBmACH8v2uA4vLDSi7srg5jIiUN3dhJy4sKxM9iBS%2b3l2C5Nw%2beb/fjllTU81VuFp0Zb8PhYF24MNeP2UD2eGa3DjcFq7NBRLpfnsuejUUaPUUaGlGVw0tDOTuSF45GKEMmAUwTggDqwx%2brvsgXESNygL1jhWFwSYzGVE4KgPCUtcoB2IkgAAglAoFYTdMlLAGTiDAuZvIl8UCGStdEJnbGBQo5CC44pwQDxkOM6rfDVqly0cAxu9LfgoxunaXfHcaU5GxeaNbjSXY0703343lIfXhqswsernfiXZ07gtbFGvDjRgvurg7i31IsP1vvw%2bc4QXp1tx3ptPkaKMzj6IlHMKEwJR0FiMLJi/TFFAK7XRpMBHjid48w2cOY4dJQjUbBhN0N4Azv5sEQ%2bMCEgh0kOeD3Yh4LoL8fd2zoWvKNrh2MtUFjI5I1k5S15CoGz1zHAkkmbEAAj8fhbiCLDkuCsFGfig7E2HFUX4txEN147tYI/u7pBdR/GDw6G8eHuKD47mMKXJ8fw0VwTPpxvwm%2be3MWDhQ68MlGPz7cHKJQz%2bNnlFfztqSm8PtOOQ7bHckUOiv4EgBBkxfjRL0ThVmMCHin1xVGeK9tAAOAkJ8I%2bneEuRXGburDJWOeE2EjjvsBxeSveHe8cA6AzR/d018cgKETS1mbaxG3NteruwKkgHl9ZswXEfDaWAOhLoOw5BbJI/1cHG/B0dzkOOytxe2UYnx/N4S%2bZ8G9ubeA3zx/hV08f4kenJ/DGWDU%2bWWjGr29s4sudYbw0Uo83mfAPT8/j7y6t0zeM4zvjLQSgFFu1BSjidlmUGvE1ADnxARgnA242JeOR8iCcphc4FAConbBLAHaYvDhPcDoIm7zJxMVfkFbTyY50Z7wa4qMFQbcTSJforzVBEgCZMJNytjaXDyvc6AyFwDlZmsmHFpZsAyNua6L/Lan6Ho7WnBjOGNek4%2bOdMdycaMLF6R58ejiNLzcH8dXRFH7x%2bAn8/Y190rwHrwxU4sPpRvwTNeCvTy/g2d4a3B2ux8tTbXSDQ/h4bQgvURd685KgSYlg9aN0EcFtMwS5CUHoVfnjkfokXK0MIwBCCN1wINqAsS9agcmfZGvsEZQdvt7KcMRqmgMWVS44F%2bGGt/x8tZUnCMcsuK9jgUI8p3Nm0kp7S7g7WMGLCYprZ/HgU8x%2bMsFYB4C1mQm8nG3lkhJHZO8uD%2bIjJn1ltg%2bvsd/fn%2b/CD/dG8BNW950VOr2xBpyrzsJsVhye7BdJ92CYk2Gee8BBUy7my9JxprkIT4w0oDkzmt7fF7lxgchn74v%2bz4nz4z0f9GcG4XZ3Pm42xONcgSdO53EzzHHFKbJBMOJkjgs3RVcc8t4eQdnMcMIKqz%2bvUmIk3A63ucXeY9Xf%2blbc17WCwlgaHoaxIc0QtcDMSM59UW0x5wXthQYIIXQkS4I8nBDD5Sgl3A8tuSkYKUjDYkcVHhlpxl0m8sZ0Oy61lmKpIgMXOwqwXBSPikgPNLGa/WoanVg/DGWEY6k0FcO58RjUJGK7IQfthSp0N9Wht6kKnbUlHH9ZKFbFITncF73pgWROPp5oSsDFEupAoRdOCRDIhtP57hKIgxw37Ga5YVvtivUMV8yluGBB5Ym2cBtMcOF6g4uSSPzby5I4FbaWJrC1oOixuqbyT1wGX4cEhr1vSAAEKH5u9vT/nlDHiueBIchLDEVGbDBaKIrbfXW4xDF3qqkALelh6M6IZO%2by2vkxWM2PxzYV/mRFPq62V%2bIKgZpWJeKIyn%2burwJr1ZkoTE/G0OAYdjc2cWp/DxePTuHKuTM4d3gCF7eWcWd/Hs%2bMlHP6hOFiRRiOyhmlIThfHsrXoThdHIjdPF%2bssOpzSY4Yj7PDdJIrOsNsoLbQxxUXZ%2bkE39IBIEFgSygSg91pbLyREOSBAKUDAj0cWWVH%2bLvZIdDdQVY8wN0Rkf5Krqm%2bMvGi1HCuw%2bEoYs%2bKqFTHY6alDOstRdigsRF/mr7QUIhtVnG/MQ/3T03gw8vr%2bODKFt6/toNbfY04S8t7e7wJpzrL0JObgLT4ZJSWVmNkaAwT41PYXFvDwc42Lpw5jcsXLuDmjRt47JFLuLW/hJsjVbjZk4ernTl4pD0bl1vVON%2bYjoPyWKxmB2AmyQ394Vboi7BGR4gFEi310U0bf1%2b3KP0JA9LCveWoSQhyR6SvKxKDPZEU4iWfAcQw6Tha3ZQwX6RH%2biM7LggFSWFyTBVxbdVwYcmKDkBGTCAGqgswWpmNMU0SDlsL8fhIHV7qpx%2bo1eCjmT58tjWDj7YX8Fx7M66U5uPRnkrstZWiKD4InWyFWo0GKlUeRkcmMDkxi7HRScxMzWFjfR17Ozs4c3iAc6dP4eLFi7hydBJHvZXYLY3HSm4Y5lR%2bWMsPwyqnxZI6ECOxLmj2M0OxmyFqvU2QbWeINFMDXHJ1lg9D3tTpgHhwolCx%2bqpIHybs9nXCSSHeSNSBIJiRFuknq58lHnASgBIxp8kANe9nJ4SjIjcTu501GCxSoSEzFgN58ZgoVeHWUDWutmlwo1GDpztqcLuvGacbS3CW1vcsK1/GFvJzssH5vipMNVYhMSkTne09GB%2bZkiAszC9ja2sHO4y9nV2cPDjA3tYWz5M4WFvGWIofOoMs0BFsjl5SvTfcHp3BNmj0MkWxswEy7Q1Q4mqAQgcDxJnqo4om7yUvDybvizf9tI/PFBlMXrRAXIA2%2bbhAkbSnZEJyqBdSyZA0ClFmVACrHUjKR6KELVCaHoXx3nasjI/jhcNVvHW4SMOShHK%2br%2bbPZPJnFmpzcLG3DEetBTjRkIe1qmycaSzE5bYS9PGzcX5uyA7zxqNDNZhtrkZyShYqK2rR3zeMyUkCsLCC%2bbllrK6uY2NtEyvLK9jf3cMpAnHm9BGWOupQ72mAZn9TNPoao87TCDXuRqhyNYSGSafZGqDIxRClTobItDZApKEeNmzt8KavD1730z49UqSGseLBSkT7uhAEdybu8SeRFuaDVEYmqZ7PimUSMOHTj07u4/KpM3iNW97PX30U9w7nsV%2btQntqCOLZSn4utsggCCPcBfY48p4brMVL0924w41wg0BksaXiyLi%2b7DjqRC4mG8qRlp6Lqsp6DA6MylaYmZ5nLGBudkmyYXZ2ni2xha2NLaytrGN/axs9ySFMWkGqG/M0ZvJGqGTSBQQgycYABU4GKHchEA6GiDfTRwGd79NKJV739cVrDEVyiDup7opwmpvYQCWSQzzkI/DMSF8m7wVVOJOP8mPyIbznjRquqkKhz5%2b7hJOry/jh5XH86JE5vLk1iAut%2bdiqTEOXKhyxng7yD6XZbJu6jCgsV1Ec6zSYp060ZsUjwssFmQR2JD8FK5WZGK4pYwuoUVPdiOGhcYyPTWNkeIJATFIPpiiMMwRgkWAs8r0pzBOUdYIx0dKAKg9jVHuYoJ5nDfu%2bSgdAghUBcDZEBQEoJgvSxX/2orWftbbmWPTGKxyNimRWOdbfDdHi/wsGHAPgAyGOwphki5EXHwy1MCStrOILL%2bDx69cxMz4hx9abFxbxV%2bf78OpSGy53FuFkQzZONRegLysGeaEeiKFpiiYjsqkXGoplfmwQEgM9kRHqgzra3lFNKlYITmdFKVLSclBb04i%2b3iHJApG4AEMAMcwY4oQQ96Ym5zBNgZwgEFOj42iJ9kK1qx4BMEEtGVDtYoR8e0MkWmsBKCcgGgKgIiMCjfSQSu9z281NPkRVpLLPBdVTQkUruMs/c4sQ41EygPqQwcpPDXXhuWeewaVz53FyZwvbK8vopmBtLi3ip09v4d5yIy51l%2bKwPguXespwoqUQE0UpaCBFc9jnacFeSGLi2VGBqOO626FOQJMqBpNFNFKVTLyoGFnZRWhoaENnRx/6%2boYkwCJZoQdjZIR4PTgwRoCGGYPo7e6XZ09%2bOmmvQJ27CYGgBjhrNSCFGqChGJbydZ4jAbCjDpjT0CkUGDa3lCxQiGTFCExmwqL6AogUyQIKIK/TI7ywuTKPV1/8Dk7t7WNjZYmvV3C4u425iSk0Nnbg2atH%2bMkjM7jQocFOHYWurQjneipwsqME81Vq%2bvxENNMC9xamY5ZjcaG2EF05KejLTaIdzsBUeS7ysguQpdagkQAM9I/oRqG22sctIM72th4KZR26u/rR1dHDf78d3dWVqPE0Rb3SEHVuggHaFkhnwkVMvpiRSy1Itxf/D1IPaXS3z/h6y2mgiKfqx1KMRAtE%2brjISCQgCYGucgIc7m7he69/D1cvXcLR4SHO0pmdP32S44iqvLiE9pYOtHX24d6ti3hxphG79blytT3VwU2xqxwbzWRCOcdbXjKashLRrVGhv1iNbtro6WIVLbManUV5UGcVokhTLpMXtBe9L5IXInjcBuJ1T/cg6upb0MXqD5Al5WXVaG1sRkOIK443NZcAAA2NSURBVGqd9NAgWoAJq5l8Kue/RlSfyWcSkCALPWgsTfFmaAAeRoRQCNkCkT7OiJR96oYo9mqMnytfOyKJ9D/c28GrL7%2bC/U1Sns5sd3MTOxsbBGIfp07sY3Geo48sqKmqRztBuLk%2bhWt9ZThPk3PYWUGXJ4KGhYZnrb4AU2VZGCqi4BVmYLJEjcWyTEzQIhdk5UOdqUFdbZPsf0H1sdFpzM0syBCJixCgCDBE1cW0aG/tQlV5jWyblpQo1Dso0OhmjHJHA6hstQzIYuIqe5G8AqXceu%2bHaf8iJMbgawKAcC8nhHk6yjGYQDakkv7xQUrsbK7i9dfewGX2/PriPA62N3CSgJzhDBY2dX1tFYf7J/gF5zE6NCJBEAmsdjfhGr3%2b1aE6HHVX4YDe/xSXpf3mEqzXa7BSk0/aZ2GpPBuL4gFIZiaSU7ORk1OIluYOVnhA9rloARHDw2NyHB5PBXH29AygtrZFAlBeUoGKqka0Fhag3E4fxUw8i%2bKXwIizNUI0J4GnsQIVtMLvM/GPw4LxXYqfiFe8vbUAhHs5kvZK9r8X4v0c0d1CC/vsc7Sep7mcrOPM/i5OCADYDpeOzrD6J7BK%2bm%2bRDTvbO5zRZAL9e0NdC4pKqtBRV4%2b1rgac7K7DibYK7DUW45C7gnjgMUUdGMhNRn9JPsryCpGamoO8vBKUl9ehvb0bXWRSf9%2bITHSgf5QgzNAEbXDsLUoAtMDMoJpJV1fVoqS4nDtEDeoqapiwDby4vLlQ5R2MjeSTLWMDPZRaWOABK/9%2bSKAcfa96%2b%2bBlLy98x9sLighJfxfpBlNDlMjnaHrs%2bg3S/CQWZqaZOGnPiq8tL2FnfY2tsIqT3NZOsgV2aUv3trfJhH1%2bwXlMjI6htbkdmsIK5BeUo5qurqG0HK3FheivKsMAR11dXg4K1LnIyS1BWlou8vNK0dHei3qC19HRKzVAqHw3e72f1xPj01heWpFACw8gAJifW5BglbD6pSWVKCosRxX/LXViIpc2X0TQ7wf7eMHLww2d3h74ICxI/nHkJS9PvMyqv8zzO17eDAIg%2bj6KfS/UPzXUneK2jscevYm9zQ3sbaxhY2keiwRih0zYWF3F1ro41%2bSXWF1eZqts0JqewMHeCfbouAwxnprqW0nTZpSW1aGEFSosrkJWbjFy80uhVhciK7MAZbwvel6E6Ommpg50kgECEAFGhxyHwhbPYYkgCCZMT80SpCEC1E/W1KCYyWsKSvm7qlFZXEwQYpEaG4Xo0CAsRIfik%2bgwWl5fvOjpJav%2bki5ePgYgiYYkhZY1ib0/NtCJ27ducx8/gX1WVoCwvrjI601WeZcV36QQChu6Kj352uqGFCzRAgcnDrC7vYvhwTGZUBv7s6mxDc1N7XR3DVTrGmRnaVBaXCnHWBOFS3yuu2uAvd/Fe/VoaemSY66JP9PIaGvrRo8wRfydo9wOZ2fmyMQVrBKM4aFRWf3iogrk5RahkEDUlFUiNjwEUcEBWI0MwUcMIXQvsOIvytAmL09PbSiK0uNQlBZDI6LG2TNHmJ8mxaYmSf8pLM/PaulPs7NHELYJyNb6JhV5BvPzC3JD2yIgUzQq0/y5PYJyuH8gvbpwau2t3ahm8hVMuJIiKRKvF%2bLFJMUcl5VmCFWvqW6S1O/q5HwnKOJePUFqo9lq5e8RMcQJMD%2b3RAdIMWS7VVfWyepnZxWwlYqlIMaHBGEt2A8fUfBepdF5gcm%2b4OmJ5z08eHpIIF7SAfAi7ysKUmlZkyIw0N3GBHcx0j%2bA4f4%2btDQ0oLuzA4tzM1iYFWOIY4nn0qJYTBboyxcIwiL9%2bCYWF1eo3JzfpL/Y2DbZJqJvxTYnvnRtTRMKNWXUhRJk0%2b0VUB/q2CJtBEKAIcyP0ACh/mITFMwQIHSwHdrZCg1kUgsZNU4zNE4zJAxQS1MbKsurZeLqjFy2VB40ReU4nZqED4LZ7xS4u0zwLhO/4%2bEuAZAgeHlIQERIANRxYdzpwzA2MoSrV67h%2biNXOOqo8vPz6Ono5H7ejvXVFZzY3acKj8seHeTY2%2bAEOCTtN8Rmxt6cmZ5jQl2SuuOcCHNziwRrTVK3XwrbEJo45oTa51MHcimC1dXNcoY3CL0gSAIMMQYFC3ppcvoJanfPIPr6h3k9KvVgcGBYFmOIOlBcVIacbA09RK4EIb%2bwDDeSk/AqE36GyT7nzlBqzzsenrgjTnd33OX5vKc2FDmJEciMDcHs1BiuXLyMA9JamB6p%2bOurGOob4HhrkJTbXN/AIqsqKtPR2cPKL2F3Z0dSX%2bzsi4vL1IRRVqxVfmkxyo5nuFD3TiYmQBAgCSA0ZEItK1/FkVZRVis1oInUF35CnII9vUxaiGFtXTPKqfRNrPwImbZEbSohAJmsvFqdJxmQpSnFTlIiXla64VkC8KxM3EMm/Jy7J55RuuNZAnJHqb13l0ApVDEhSIkMkAA8fvMWTtPoiFG3Mk%2b6M1bZ/%2bPDo2isb6bwDNMArcmERUXrGloxwWoIENYIwNz8EibZ%2b12sovjCrW2CttNkwZR0cYLiQt0FCM2MOn6mmNOholxoQzNHWw/Z0CKFUzChl9Xv7RGC2k1QtACINiqh/W1nAYQHUAsAGJnp2cjkewvJKXiR%2b/6zrO5zTFCEAOJZVl4AIEHgtWgLwQZFVnIMVEmR7OcZzv9bWvPDHp6f4s49PY3piUksLSxS1GZYFfbp4DAOOPdPUOwEJcur6ihU3ex9jsitbUnVLs5wwZJaVrKeIAkgJiiUYqERibWKSjNJAUIj%2b1vog2gB4fMFU4QOCMurjQkJnJgErZwKLc2dUhCFD2jm98nJ0cjpkiV0gL9nJi0NzwsGsL/veH6TuBYEDzyjO49DkZMej2xOgo2NVVy/eo3%2bfw9bq8tYX17AysI8ZqdnMDMzI0fdKDWgubkNEwRln2ZonS0hKlRT0yy/3MLSMk7SQO1u7zPhOUn1GoJQyUnQ1NIpR55Qf5GYYFA9e1%2bwobqqQTsa6QOE6LXzd4l1eJj7v2DODPcB0XorK2uy1ZZ0ottY36itfoZWA9T5JZjIzaXYke5M/GkRSnf5BEieunvHQIjPKPIyEpHL2NnZxCMXLmKTgjfHMTg2wioMDnLkiKczE7LyggU9NCCdpN/4%2bAR/ZltOgV6OL0H5Ziq1aIOzR0f0BYeS/m0cc%2bK9ktIqefYy8REhjKyy%2bF2CRYLiAoSamkYJkKiuAECsv3Mce0sEdmNjk8mv8fW89ABtrR2SkQIAlSobqvQsGq1CdJdX4Ek/Pzzt5oYnmfiTbiJ47arEE65ueEqA4f4NGIo8VSLy1cnY56JzdOoMPf4CZiYnGOzZfipwTz%2bFTGxmszxnKUyj/IJd8pyhMdmkHV5mZUTfV7HadQ0tchwKdmzTvs5wWRLJNrAVRA9X0vFVkRGdrPTwsHbN7erqwwBbRyw%2bwlgJpyeUXngLMWEWFqgtfN3Z2UuQGqQe9XT1yr2hsLAUKamZEgABRl1FFS5HROBJJ2c8zuRvubjhcVdtiKdAAgwBgggBkCI/PRaFOenYI/U319YxMzHB7Y72k5Vf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It seems to me, by the effect of personalized search, directed ads, filtered and hidden information, that the Internet has become so much smaller, narrowing and enforcing biased views. That needs to be addressed. The Net needs to become that vast resource of unbiased knowledge, so that people can start thinking for themselves again. That's why I'm here, to be part of a group of guardians who's purpose is to equalize all views so that people can really understand viewpoints instead of being just judgemental. Techie at heart, having lived professionally in the tech basements of the Internet, I can help and I will help. Education for all is the only path to a better world. Count me in.","linkedin":"https://www.linkedin.com/in/jand2/","websites":"https://threefold.tech","countries":["Belgium"],"cities":["Gent"],"image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/jan_de_landtsheer.36a08ae.3b3875a84383c0c493d0f87f86fe8ea0.jpeg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/jan_de_landtsheer.36a08ae.3b3875a84383c0c493d0f87f86fe8ea0.jpeg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-fa4ba1a9c33701a089607a0445669cec'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-fa4ba1a9c33701a089607a0445669cec)' width='640' height='640' xlink:href='data:image/jpeg%3bbase64%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%2b84AlCcp3YITx6Hio69buovjwlmP0rUXhq6JccRHfZCQSouAEcD1GanHwKv8d%2b/XG3Ml/Y4z4idyCEKUg84Prgmodp6HAbtFyAWltT7Z2%2bIoI8VOOSB5dqcvgDFjxdYf0hKkht1snHUY69%2bg571zJJdJ4Mvr4a06KNCaOhNXHmG89KwOgoj0rA6CiYb73DalQXFONpU40kqbUeqTVGfEWSt20ymWllJWkcYzyFDI/SrZa1dbbyiWxaVPPhp1UdTxbKGypJwrao/djGMjjvVa6ph7pLyUHBUdyT5A1Hfpforin%2bSBX0NsWqKzMhsyFkDa6mQU7u5TsOP1qbfhutT4mXi4yANrRLAUlOElZxnH9o/eq9u65L8tMVtCFDd%2bQ9T2rp3RNrg2XTEGDbHm5DDaNxeQQfFUrlSzj1J/iu5LfoLd/MQ90JoqE1QShypDUZlTr7iW209VKNQXU2qfFadjRF%2bEzt%2bpagcrHmPamTV9/lOFaluHw8/SAMBH/e9QV65OOrwp1SgRg%2b1NXOenG6eRtVz0rLcmaZAkQVKKnrY6roT1LSvL2/mtqNZwdQNLSytTEttW5cd8bXEHzGPP8qwp5xwdcDPHeo7fLPGuziFOtAvN5IWk7XPbcOR/FJtDmn3xj52fHz%2bCul6g2rxJJWHXMlLaEnKnFegqQaNutxtlqg7nnGZaGxu8NWNvJO3vgHHNRa12G3RHkymELdWeUuvK3KT6jnpUgbOPLp17VpRU0Ctf2y2tO/EEuvNsXdKNquPmEDGO5H%2bqsLIIBBBB6EVzUh7YCVYSACRV/wClZPzWm7c6TkllKT7jj/FMawVp/9k=' /%3e%3c/svg%3e"},"private":0}},{"node":{"id":"james_gareth_short","path":"/people/james_gareth_short/","excerpt":"James is a successful entrepreneur with a background in large scale property development.","content":"\n","name":"James Gareth Short","rank":5,"bio":"James is a successful entrepreneur with a background in large scale property development. He was the Chairman and Founder of BioGen Power and delivered the UK’s first Gasification EfW plant. He also partnered with Acorn Power and GE to develop a large power station facility. James expertise are anchored around building effective management teams and creating relevant partnerships. Ambassador fell in love with Threefold Philippe Guillemot, 58, is the former Chief Operating Officer at Alcatel-Lucent SA, Boulogne-Billancourt, France, prior to its acquisition by Nokia Oyj at the beginning of 2016. Prior to this tenure with Alcatel-Lucent, Guillemot was Chief Executive Officer and Board Director of Europcar Group from 2010 to 2012, Guyancourt, France; Chairman and CEO of Areva T&D, Paris, from 2004 to 2010; Group Executive Vice President, Faurecia SA, Paris, from 2001 to 2003; Group Vice President, Valeo, Paris, from 1998 to 2000; and he held several global executive positions with Michelin from 1983 to 1998. Guillemot is graduated from Ecole Nationale Supérieure des Mines de Nancy, France; and received an MBA from Harvard Business School. He serves on the board of directors of Constellium a global aluminium products manufacturer, Amsterdam, The Netherlands; Sonoca a global provider of a variety of consumer packaging, Hartsville, S.C. USA and previously served on the Board of Visteon Corporation, an auto parts manufacturer, Detroit, MI USA.","linkedin":"","websites":"","countries":["UK"],"cities":[],"image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/james_gareth_short.36a08ae.4e0a45f3adb22b6b29420449066566ec.jpg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/james_gareth_short.36a08ae.4e0a45f3adb22b6b29420449066566ec.jpg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-a0ab7db4a2d556f2534f4a8ac0fdd0c8'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-a0ab7db4a2d556f2534f4a8ac0fdd0c8)' width='640' height='640' 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NeEDsCwnBk0EoJm6sYV%2bYUt1JjaMT8ZqsmELhXNxRS7mV5Vi/fxa7N26AS8%2btZur/6Z2OJOxXe1j6DZuuqG3Ngz2NnRbfpK4fso1%2buzeTRjGpx9/iE/vfqi9/lh7/QlBEqCkE5w%2bfliVwvtXyYhjr6J15RwkBwUiwU%2bDzXPK8SRLYAdXW%2baAJNpiAWGwvTmGudpj19JppPYY1IYHYBbFbRFFcGVeLJo5Rm%2bqysDWmjHYwmiaNBpb6oqwfloxFlQVY9Oqhdrk2YHUvoXBiN4JBIPooPlpLVhqom1rT/yKbsgz%2bvyTW9CHJP35Jzfbz7XXt9qPN69rDZPMCPIXXzh5GAeaV2BMVBgSAr2QPTQA%2b5dOwc7ZJVjFNlYS5qlKYPQQL8wrysCuBVVomlKA%2brFRaptsKVug7Bc0ctVbmPQ2eobt0/Oxmau/ua4YGwjA4tpy7Nm8Hq%2b9cABtLLt3L3asoDa084kwUoVihsGR7ymwDDZ%2brrUPd%2bdh9OXnH0Hii8/u4PNPb2vB4PELOddd6wG4x5K4SVMkjLjCf%2bzEkVfQunohxo8cgaxhnPgGeqN%2bfCaeqp%2bCZo7FImjT2Nul5%2b9bUIb9iydj7%2bNVaGF9N5QmqbF5VV4M1tEgtfDzkvzOWSXUi3HYQha1zCjGspoSHNq7DS8d2ttBX4bar7hyrn01rxgw44HQbfBc67T3cV653XYA/jIIjIDzhQ6MWze0ANz84LKi5N6GJWiiUOXFhWN0%2bGBkUuieXDmTOlCM9UxwuRgernQzV3jvggoKZDV2zxmvNlDWFo7AYpaBlMKq4kS18luZ%2bMbaPGyaXoAtM8mCWRV49fkDOPzas4rWioH6qZVHNaBd1rFBXxYGmziGu1r6kV7/XbH4Rl9/%2bTG%2b%2buJue3ytC3XdBQy5VizgjxCP8AH/okPb1%2bP5J1tRV5qL8oxElGWmYMmkQhzdvQ47uKL1HHKE7utJ810sjX2LJuMJgiAbKDIlzkwOwjT2/wU0P%2bvYLVaNT0VjdTaap4%2bjr8jDk%2bsW4OVn9%2bH1Fw%2bqW3F6AAz3MWRSvWawr6lnwlWDMFx1NePohj6j77/%2bFD98%2bxm%2b%2b/oTfPvVPR4/hbz27Vef4Jsv7zE%2bhiFIcv4xu8JN2mNxkId2NeE5tqiDuzZh5ZxaVOaMQlpEEMoIxgYapC21OVhMc7OICW6anI19i2uwbwn7OwEQJyjzfw3LZPYoTotjIrG8OIktkEIoLCAAatzexg7AEhAAPtAzoOsYb7CXofYvdLtc2t2t8wokw8lWfzT65ouPcfvGFXzLZH/45nPGZyq%2b1wHxfSdACAY/LyUhjJDZ4MWn96jk33jpadyiPuxoWoP502tQPDYT86ZOwr41c7GdyW6sSCcAY7CHs8E%2b6sAOUlw2RSqj%2bqOGw88UsmCxdAR6ghZGE8FqmZaPbSyl3esX4xWWwRnO9vrZRMJwI6e7vYzugFLXBiAYSdJff34XP377BX7%2b/kv89N2X6lwPhDa0IHyngLinLQey4TZ/jBii155/Es%2bxDIQZcsvsQtsxfHTzivILz%2bxvxbrZ1XiSY/N%2bRf0ibGZyq1nzsls8kVOh3CWq4yS4ujQZTUy%2bsSIDzQRrE8tgM0HYtWwG3qb/OEH3J9OrlIFMqV1B%2bLvNHf3%2bRjsDOObLlGv0y4/f4FfGz99/pZKX%2bFl31MeP336uQs8MKZfvyAgRRqmtS6Sm3NsT%2b/wpO4ZQ7hrrUDTiMwqnuDW52/PK3ibVJteVJKGCc35hqIfaMa5LC6Y5isQKdgOZAdZMSMPGqixsYjdoZinsXFSDk3JfjyDc4I9W47tudG/fy7j%2b4OrrE%2b8EzrVL2lFf912jX3/5Hr/8/B1%2b%2belbCBg/S/zwtQLEEAjt%2bRftQEgIEEL7S7Sch2lTr7L3CktELL%2bVI1kiXeQ7MkjAeXVvM55ZPx9bpozFIia8kDW/hCI5b1QoFnMKXF4wAmsmpinn2EgAtnGoapqSg%2b0csM4ef0N5f0lKWrF%2bWOsEhL40rl/qtjwEKPWZG1oA5LtGv//%2bE3777Udt/PoDfpUwAOXnTqB83c4UKZOfGF9%2beoer3UZP8CpnhaNkxR0CoBVLCdEN1U2oHcde2EenWIcnFk7CHnaEnTMLlQFawuQXE5CVbIsbytKxlgxoZClsm5GPTSyBppocvPpEixp8blGvpAXrp1YBQb%2bpozZvdKFnRnvSusT1qy/fuU0RN/r9/s/oFAREH%2b2AGIJiCAxBEUbcUj/ofbxLJsjqqM6iLxedeH7D44Xj/8EBjs17F1aqNrhrdil2zSpSJbGU7nA5TZHcZxR90AOwhQBsIABb55AFdJ53%2bO8ICJJ8OwgG%2bxmSWHeA6MtGQj/my/cVA%2b4z8fv3f8H9PwxCvdYZlHaWEAw9IL8SDOkMd/mXCTsuUg9EVH8hOIaCKsL53vnjeGbDIjzBLqC1vQUck0vVLLCUrVKintZ45bg4eoEs9f42eonmqVoWvLh9LT795LbyKTKvCOiSzEe6ZFTc1MbtbjZ59Psc2s9q9z%2bMJMk/mPAff/7aKe7rXtOCoQWlKxgKBAmC8Dmp/93Xn6m9A2HE73xdD8AdrshViuKbLz2FQ42LcGDZdA5M49RN1d0sg020wTIXyBZZfU602g5rpBfYSgC2TqcfIFgCwraZJXh%2bewOePfgE2k4eU2P6F599pBK%2bI0Dc6pzcHR0Y%2bmvDkL0OGfWN9Cvenmw3151A%2baMzGAKEYsIvP%2bAzgvA92%2bo9rs6Pohk/fo0fKJxXLp/HEYrkftL/healOLhylrLDcidp94xcbKocpVzhcrmXSFFcRS3YSABaCNJmMmALY/3kXGxlC106MRu%2bGncE%2bfghJykBrRvXkRW3OLXeVEnJKH%2bnS9J3Dc4lae2or51wjQyT65psd4D89vuPD5SKlIWA8eMPXykR/OKzu%2br6l19/VD/orUOtND%2bVFL9KPL9xCQ5wVtg7v0LdVJUt840TUrCC1Jd7BGKd1xQnoIU%2boEV8AFkgRmrdpDHYWDMWk7MTYWNpCy%2bPAGjMLTHA2BgraqpZXieZ4HWq/RUK823cu63b1zDY65AZRkb89kmXnzP6888/8Oef95ngb38LhJz/xqR%2bovjJ6v%2bmVv8n9d6f%2bA3AfcifH374Bt9884VqkSdffEKNxg1F8dhUMVINQzIo7aufqnRgN%2bt/25RsdSNV7iHKzLCqIA7NZWnKNTbRCkvIYLShJheryzMwYoAn%2bvXqC1%2bvgfDXeGCYmQ0S%2btkjb/BQzJiQjmn5kdi8frlqw%2bJTPpP9DYaca/c6bqjk5VpatBH48/UhYHQF4v4fHUDIqso58Ac6/vyOHyh%2bn9y7jcsX23D2yEt4actKNQ02l6ehicnILfOd03MpeOPVNCghAOydX4ZtNdlqYlzM1V84KkyxYas8cEGv0FKbqxKX6bBpWgEWFiRgkMYZ5samsDU1hpe5FUKMrRBt7og0cxfEOsmDmObIihiEa5wcZTP3K3agb7/5RLHhWy7Kj3S74k8UABRmHQO0oUDQAfHnn7%2b3r7ysuHaVoZL//OPbOPL8s9iwcAHyMkYhYmAgAt3cURg1mG0sQVFYdnY2MxF5dKaJQGyaNApbmVAr63g7R94dpPVusmNH7Vj1GI3cKJUd4aayVL6WjW1TWfOMFtrmpsljlSOclh4BLwdH2Nm5wt2XDLB1RHBfCwQ7OSMrPALR9m6I8bZDbVoEgSvCbJZLa/1sPF46AbmDgjGnJB%2bvP7sbd%2b/cwPccANsZ0BmEPwwYcZ/J/6TS/vmX73Dk4EEsL5yIXM8BiOxjBc%2bHesKkdz/YmlnB1sQEk5OC1CCzk/1d6L577gR1Z6hJ7K3cGmN7k/sFK9nvG8enoIXtr7EkSYU8TiPPEsnmyJbq0dhcNZoMSsdmtkPZQJEhaU5WJKxN%2b8KJGjDAazBCHDwQZWyLCDN7JNu7I9PRG6EWFiiKCkJDdT6WlaRjrJcX/P7RA/EWdhgb7IB5hX4ozYjE6XeO4LdfvtEBoEu6Kxv%2buP%2b7Sv7j29c4uuYi09QVST1tEdvHFtGm9gg0s4abtRUcKUamfXohP9QTC9jOWrha4vll9BXXt5uAbCWlN1dz0qMWyNNkovzCikbd4zTqeSImL%2bfyhMlGgiKf20qN2EImbGc7XMMad2WCPXv0hLOJMYZbOiLH2gujLd2QYOKITCsPjNH4oiwqHEvGj0S%2bvy8BskeshSMmRnpjqL8TgrwdkBftjPV1yTRupzo0oFMZ8Hj/dy3lpbUtGpuDfAv%2bQ7ZeSNZ4Y7jGFUGmlvDqa4xejz6CPj17wMbUDCP8XDEppj8W5MSgdc4E7BcAROwIwA76%2btaZRdjF2DmN/n4KS4QAyC3yDSyBRibeSBDkulGcoDpPUh5hM8HbPWsc5heNhq2lPRwsTdGnbx%2bEOrgg0dIZSebOSLTQIMXUGaO9/DCzOAfTc1IQb25HYJyQ5uWM/i7mGGRugjI/DWIDNChM8GILre9cAu1C%2bIdW0b/6/B6eblyCBVGpKHMejFQrV6T4BmCEly8GmFmgfx8T2JmawsXFHTY2zgjx8UDOEFdMTQ5S8/wTUgYEYqckzZoXEZTrXbS4O2q1zxNJonLnWDqFnK%2bnB9CHXMtDV7KdtquuACXJw2FiagNnryFwsHfGQCtbRJL%2bCQQgmZFh44EAG1sEMlKDBkLTqw/SNRqMCnfG//nH/8NUT2dM9bBHfwcLVGSEY1ZFcYcIquR1icufq2dO4sC6RWond212DsocBqNEMwCjqLYpRFUQjzOxhwfr31fjAycLa1iRlrGedpgUF4jlXNFtsqNTN07r%2bwnC7lkljCLVEbayzpup%2bLL6eurLUe4oqVvpbI2yYbqaQDRwQpSuMMDDGdZ9TDHEMwxODl5Uf3uushPSLVyRaq5Bpq0nwpxc4NGjL2KcNehvag6bXj2ROMgJxj0egy8Z2%2bPfj8DXri8mZCRhXm21FgC94On/7F/XgJFe3lgxMQUH1y/AkpJS5Fn7YpyTP1H2RLqVG1IsXJDGGMw%2b7GDcD70ee4ytyRSR/JFF4d5YkDkMGytGkfr5aGXCraS9JL5z2ljSP0tpgTw40UQxbNQ/WsvkFRCKDYlKONfyuIEiuiw/Dp7W5ujToxcC2P78GVnW/C2s/xGmjog1cVC/J50LNILnUaZ2GMQOIf9fIcjFCq7WpnC164dQTwt2gxiMTU3GU/t2dG2DwPblKzDK1g0RThrMSB2KPYumoyQ2CeOHRqHEPgDjHAOQbeuNRFIugv9IfysbPNqzJ%2bwphvZ2zgj08UdeiAcBCFdqLlZ353TWfE2WVt1Z9/JQpQigeqSOADQI5cdpo1EngmKGhP4bJqSylaZjYlI07MxtYUyxfZia429ixeRdkWHlTvprEMOk482ckGHhhlFkRJixNYb0s4Q/GdPvX4/Ax9EcCQNtEeDqhIZl85GbnooJeWO1GnBfp/ZHXt6DmtBQVLqGYiDRSxnkh/XlJchyH4CaAVGodgtFmctgFBOEHIIw2tpDGREHE1O4%2b4XDy20A7C0sEefrhMezIpTQ7ZmZjz11LAWuvDwuI6Im3qBF/1ClKoOO2lcAjE9WAEnIrbMWHrPihsPUwh4%2bvoFwc3JEGMGX5DP5GwQIYUGKJUXRzo3dwB0hZKZPLxMk2ThiTJgGVj16qGcR504ejzVL52Nt/XxkJMRxFvhDm/z1a1cwcwJ/QMEoJjgYjg89hqywYDROqUK50xDM8o3BNJ/hqHILQaFDf0W/HDsfZJKCgylMPjZOCKEQ9utrinAXO8xOC1aJCgC7CYAcd83IVUCIAMqTpVurMhQLmlnjWvXX6oAwQKk/jdQmeoDGytHwdrKFtYk5fH2HwdUtAOGWdoi24Irz3x9pptGWAdtdPO1xChkRbatRAJQEedIzWCHRzBjbOWc0rlmMhTNrsWLRbOzavJ4MkJZHAPaumIOyoYGoHBOJ4iBvWPzzYSR6e2NhcgZq3SIwNyAes32jUUkAipwCUUIWFPMo5RBHK%2bpIgendpw8sqQO%2bGi9UJQSrW15Cf0MQ9CFaICAop8jPSc3rhVDOxTyJ%2bdk%2bNQeLcuNh3LsPrPqZYBjd30BrEWEXCp078uJjkermi0RjB%2bTaeFEDNKojxBAQf3NTlMR44L/%2b%2bW%2bUOlkh39sFSSPiEBrQHwO92LFGJksJABcvtKE%2bP1gFWHcAAARxSURBVBlbsocjdrAPApzMYProYxhBa1nhHow6nyjUMfmqwOEo8wjBRJchmOA8kMwYpABIttTAz8QCru6e8A8MhzU1JD24P9YWxjHJMSp5w1CaID6ADGiSB6x1JSBasEE6gnrIOhHrSukWqRfFw4bAnAA89Oij6ElVD7WwxWjSPMPGHTl0penufkg2dVLUz7R2Vx0h3swRxvx8iDtL1LwvTKn%2bNtSP9MggLF84BzMnlyMhIkyrAU/uaEJxWhSGBwxAaogXhnlZw4LCFuvkigLW9XR/Ju83DOUpaSj1DEaNZwTK6QsqQ2MwMSERiU6epJ8T/Jx8MMI1EO60qvZ0bLNGhirhU4OQbuUFgNap2QqArWRAswghBa%2bRWiBJS2woTcZaFUlYUpgCDyZpTqvt4WSHfr17I5W0L7b3Q6G9LwroBMdaelAPWArsAJmW7qotJvL3PMSVD/W2wvhED/hpzJE0xAbTysapx2waVjyOhlVLYHT71vs4sHsL1nEym1EQivGpfrDr1xumvXohimYjwzMAS1JzUesaTiBiMMs/DvP8R6DacyjKgiIxwScEOY79MdbWB6kUICeWgKmxOX%2bwJUYGBaCB9JbhRiUvITpAAEQHtvN12RUSi6yAIBsaCcZGCuS6CWlYzw6QGzkI1hRWK2c/OHkHQ2NtixRnb%2bVD8qhBIsaZNEAxtLzRNhqkevbXtkKWgK%2bFGSaleCPS3wZlyV7Ii3REXfV4PHtgD5rX1qOWemf0xqvP4eCereyJuzA5OxRJIY74xz/%2bCctevZGt8WdSHpgSHIuFgQmYEzgCSwYlYx71YIZvFKa4hmGSSzAmURcmsiRKNYOgMbWCC1uoi4sXPDizz2f9itiJAOoZIFZYABBvIPsBUuvyTIAMPy2VGcr5NVL9lxYmwtbCFH2p4JE0W86OvvAgADGWTkgiAGPYAQQE8QIJ1IBUj/7IHzwUGWYEgCVg05OegSsv/2vN1aofvGyM0dqwEIeefhLLppRgRmY0jPZub8Zbrz%2bP08f/g/oZ49Hn0YdgRlOTwfqvZL0XOAUg08UXqyMysXBAEmr7R2G6XxSq3ENR4RaMCtcglFMTcsmC0U6%2bCHd0gT0HksEDEuDJCW2guwZrSrViuLsuvz2kLLaRAWpkJgBimoQF8mClXO/g%2b1NSItCPSfQmGzX9jOFmzi7g6IBoDkHjbH2Rx9UXMR5L8ZN2KPQfy3klhyHzgTWHpn//69%2bwom783//6FyL87LGreTX2792B%2bspcrJ01iQx48WnsaGnA9MpyNNbPpeEIhnmPR5BOWzmTq1zmHoJwU1ssDElCfVgaKv2HYWpSOuYEjODKB6PaPQwVIopc/Xz%2bmGCqtB%2b1I8LWFT5WDujLcbk0drDa%2bmpVllhri7WP1%2beom6dyVCPvpEy18hvJgk012UgO9FUA9KQePUxHZ0EABjhqMJL1PoqRxaSTrFwQy4FIJkJJfoJzoAIjxswBHhYmCOD4PNnNHla9e2BOQTBam1Zi1/YWNC2oweq6Svw3LeJ1ynaz1LIAAAAASUVORK5CYII=' 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Why ThreeFold?

\n

Because of better internet and cloud.

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CC7h2y/u49aZJVyfMWKu9AiMCb4YPuCJ8UQvzKT5iTGbHiCCMHHIXaT%2bxKFVACYEHaD7G9m9qgMCAwbCdqA/ZBt62QpdAVvQ4ccQNUEAYBMBIAvcNqPObRMksbacAu6QUQMUx4MhpR6U73ejAYrCQG0agYiESVFRPnJOVcHHNxSVJSeYbBkkdRVoaqhBk6SOUY%2bWliY0M9o7O7En9ThSDtPM8LxN3Y7hLpkIgJD8NBkwwa1ugVb44nQfPn7nIj56%2bwaucmu8ZOjGIje/sURfCp07E3Rnr7tjJtWbAPgTCF9MpXiRCZ5rGiD0vwPG9thhmNZ3IHQHdExcaAEhBC3oXmOBqAcUwRb3zWyBTah35jTwMoWU7SPYZxkXKQl/tzQzAHVJHlAVxIj7gFJggFTaiOSsAsTEUhTamtHc3ACprBmyVila5W1itCkVaFXIIevshXco93RJC%2bQd3VB29WCkW87kpavVZ4woTmGS%2b/65yT58evsq3lqewcXBHlzRq7FSTw/ODWxSqDR7XqjwFCs%2bkyqwwYdHH/F8NtUT01x8JmlqxuLsYOAoFJLvExIPWgWgJ2BVB4TqCwBo6A%2bk7H0JK19HL9ASuhOttMlN%2b5wgP%2bKDRupMfbIX6gmEYIB6yvej42QcTGRqFfyi9qGwqAiqdgVkQtIKBaurhpwVblsLTU8vTtQ2IZjfbe/To41gaPoHMNqnWKN%2bqwjAqLIU83o57t44g8/vXMe1sUG8tTiD6%2bODONdUiLnMCEwleoqJT60p/RRjOplsSFlNfIpCOCMcqQeju23F3h8Mt/iDAX2CBtATdNEMtVP9tUxe6bmZAGxBs8dWMoAACC5R2BMIpjyN1SfAdQShIc0bNSyAtjAaXSV7YVLa0gavoGgmqRKTFhPXaKHo6IRC2wllZzer3YXu4RHsSTuGtGP5PB9DW1c/NLpBjPQrxeuCU31tIgBjmmosDqrx6d038RkBuHvpDN6YHsNlQw%2bWa/MxcywaM2TBdBKTJQDTwtgTWCC0QzJFkfSfSXbjz6kB3PZG42xhjLHGUNTqFNCHrbbC7wCsjkNWn33fyP5v5rIkYStIyRphSepg36uP%2bkJ1LBASMkxC/1%2bX7ImOophVBhzIKMDB5KPQ6nRoZcJtTFzJaqt6%2bqDs5rG3nxXXQakzwCNkNxraVNAMDkPRq4dGb4CxTwCA1Wf/CwI4xlV3urcFX332Hr66/w5un5nCjZEeXOhqwUzBQUxnEYCMcMxQ%2bGZIyRn%2bMULM8o%2bbO%2byPWVZqmmBM0L2N7hEE0BZDHIFCGLj46MN3iNEbtI0tsOoHFJ5b0ORK5XcVQGDy3CFkEdbQpLihKysAnVlB0OaGo4W/v%2bWoP5oO%2b3EXWAPA3T8KUpUG7boBKJi0QkiaCavXQgCg1ziCnGoJ6b8fnYYRqJi4on%2bQQBhFAIQLo1M6agHt8FDrCQphLb757A6%2buncVZwnGDBcfwQBNZkViijGTSQCOhFD5/cS%2bn6UAzh0OwNyRQALBkcjxOHHADWOCM4yzx3AsrbHQBpwEXfT/Gl9W3t%2bcDDAnCOZo89yKRhofAYAGZ04DAiCPtUMHzU9Hhi8dpz96CqMgzwpGM/u/LTsYnSXx3EcIQNS%2bJAxMTkLJRIXExeT79f8j%2biamEJFwFMfyS9A3PgW1fphhhHZwFCM6NSa5/k7pFFyE6AtkhVyLa/Hwwzdw2diBttQo1EW6QRLNiOTqvMcTxiQ/TKUFUvWFMegvxnSKz%2bp5CsfhQQ8Y4pzQy92gL8oWmmBLKPzZ074WHG/mKLZ5HRW262h8NkHDLVDubUYAOAKdNqLecQOavM2hIHDaVA%2buyH5Qse%2b78sLRWRAFWUYgx2EQNCd2o70oFiaVTTLo1wAQktXoB8UQGKGmyHWQ7q2stkfwbvZ9H7TDo2gfGBFDa/gTgEkCMNbViAGuu1O9Dfj07RUMlmeiNNQFWe62SLXfgTS77chztYYqyg2DB7wxnuQjsmAiyUs0ReOHPDGW4In%2bGEdIfSxQ7rwNx222IGX76zi843Xk7dqCU46mqHAxQ7XLVtSx6q1eBMBnmwhAHZOvtV9PDdgKeTSBo%2btrP%2bwDBY%2baTLq/k7FQsRWkmUHoKN4DFVdik8HpKfSOjVHQBsTEtYNDjGFoBobQrh%2bCbmoOR0uqEbkvmd%2bbJP2NaDeMMcYJxgSM/WqxBQQARrV1GJTmizvB%2b9fmMFx2FPI9gWiL9UdbjC8kEe6o9HdEXYAD2mPcMZzI5AnAZLIPptgKI3tcMLDbBapgO9S4WTBhMySab0DSjk3IInhlXjaQBNij0csKjZ7b0eS1HS0eAgDb0ey29Q8G1DtsQEuIFdTUFgXFVrh8pqEHEABQ50eilS2gqz4EXW0STMYuXIB%2b%2bQx0i2cwfv4SBk5fwNDZKxg8c1k8Gi%2b9icADmZD1DGHy8psYOvcGhi69vRbvYHSoF%2bOCERIY0NmIsY56zAy0486VOcxzTR4vSMdIGr3/fgpRKNvA2w6V7tao8bZFRxzFL1vQgwDuAKx8iA0UPlaocd2JcgcLnLAxR5W7JZQhDujd7Ql9vDf0uz3QEUqGeFty/zej89sMmdc2SD3NRR0QAKixfQ0NvtuhZPLN8Y5oPeTG9TsYGlrg1swQNKf7wshCLQ%2b1weTWgy9x/bMvcfnjB7j66Ze49LFwzuP9h3jrqx%2bhnTmH4IRsXP/8W1y8/xXOffQlzn64GivvP8QE5/w4d4FJQQQZ4xyHpyf7uQqfxwW%2bH81PQ2ukF8rdbXDC3hKF1ttQuNMMJY4WqPa0xcTRMCyQnmMceT2Blqi124zsba%2bjwIo097BmsNpu1ugOceJY9OBe4AZduKMIVL2TKcptNnD0maGVLGh02fIHAI1830rvXxtuBTn3DBUngYxCW8kdpIHHaZ0Ub15fgcn1Dz/Apbv3cPad2zj79h2ce2c1zty6gxv3P8PB46UolXbwO5/i9M27uPDu%2b2JcvP0%2bLt15H9Njeoxx/k%2bQARNMeIIAnJ8bxKd3LuI6LXFLoAtO%2bTniaLAPbNa/Dqt//B17Nq%2bnkG1HnZctBhP8sciKjLBn9YEWqLfdiBzzdSjYuQXlTjtR42GHBj8XMsYe1WROg5slZB47ofbZScpvRaW9sAJvFQFocjflz2iFHV6HxHcbGsKtURfFttnvwZWYI5D7Rzm3xJYIWwykx%2bLGdC9Mfnj2HI%2bePsM3vz1lPBPja4awIb5FVoQeOo53H3yH9x49x/2fnuHLpy/w8LfnXJuf44tfnmFhdhSjXIQm9KpVAPrlWBjtpgm6iBvD7TAWHkZ/RiJaIv2Q7WCJHBsz5FtuQY39dqiDOeIIwHisI/S%2b5uikjW3ctR4F215DgcXryGHvn9xOiod5Yr%2brPTb/5b9g/dJfsXv9P5FFbZA4m6GOIDR7rLaAoAfN7mYch1vQIPiCMGtUBFmiIsIOrVy6ZJwuTS7maLDchLIN/0JPfCBMnr0AfmM8Zvy0Ft8/W71E3tCpQ0lLO37j%2bbuPnuJzfvERz7978YIBfPMcWJobWwVApxRjnADMDmvw4U06wMF2XKZJWpBVQE8NGIr3QW%2boAzc4W/QEO0IX543J9DgM%2be9An/sWqBzWoc3uNdRYvoZqOwGkrWhxNkdvhCvqfOyRYLYOB03XIXfnJmRsfQ0lNpvRRB1o8jAXAWjzJu2915hAS9xAISzz24nqKDu0JPvSHTqhYedWMRotTKHxsoOJcOlbiN/W4lfhJgmT/PbJr9h9OB9vvf8hnvD97R9ZdaL1E17gxxer8QNBWJonAN3SPwAQWmGaid%2b9soC3jF243N6I%2bdpCKn44jPv8aWjcudM788ht73Ac/X4Ihnxoa2li2ti7SoKg4jKjdjWl5bXHQKQD9DFOGIxxhi7CgcbHmqsvE3Xbgopdr9MCm3EPMEcrQZAJR69VABoZVfxeCb1D4z53SKKcUWu9FRImL7PaAoUVgfV3/ROA52t3gH5bq/7QzCIyTlaL50KbfPjLCxGAx8L9Q37vMeNnni8tjK8BoFoFoH8VgHfPTuDmYAcWTmZiuuAoJlLiMBLjh/4AZ6o9BS09Cou1JZiMcsCQ3zYRADkBUBAALVfaDo61LgpdfxBBCHPkEmRH50d7683%2bZ7JyCl4nPUAfPUAfFV9LDVAweRk/EwCo4%2beVbI0qgtgQwcq7bEf9TtpkazO0kEEqq%2b3oDXAXAABW48UfIbwS8kqweP6KeP6YADxg8t/yi79ilSUCW37hZ8uLExjhFBA1QM8WIAgzQxrcWRnD1Y42Ljm7MRLhCUOYB3RBLlxqBJvrg9M1hTjfcAoTpOmgD/vfZRMUdusht1/H5Legh25O52%2bJfv9d6PaxQZf3LiZsBa3nTrS7MWmfHRikO9Qz%2bW6OQQ2rrfLeQVe4Ay2e2yDx2oF6H0vUU2dqnGiU7Ewh5VhV2lIvLPh/bd8K4/7YPx%2bQ%2bP3WuPC6ces2DmaX/AGGcPyU4veIADwnAE%2bF7zKe8OOVxUmM9LZifEAlxph%2bFYC3hIug9WWYL8zGdCyNDqk/s98P88kBWMxPxJudUszu98cwK9jPhNsd1q%2b1wHpouNX1ERRDgAVGQndhKNQOA4E2GGQYAndhmG0wEmCJAd8d6Oe/72XyGoIgAKD03Sm2gYxsaRHuMwTZ0iGaodTsdTRbmvH/sUArRbh1ywas1BbDZO3u5yoAz1YBqJFy46Pj%2b/12mHDz5P6vL/D98z8BEW%2bUCg9TLE9jhKNvgivwxBoIs4Z2jkAtLun7cEbahPmEICwc9MNCSjDmE/1xtqkUl5WNMHJUDflxs6OZaefoku76F%2bQEQO28kUmZYYTsGA/fhWmK2Gy0PWY4viZCdmE8yBpGfwEAC%2bjJhB4CoKb6q9xZYYpeGwGQEoDWCGe0sn1qHbai8LVXULWZ2mJvARVZoLbegXdnBv/nAxLC68cff8IBit/Hnz9Yuz32QgTgA46J757%2b%2b63y1XtK55ZnMNq/BgBjnDHHuD7UgyvDgzhTeQILqeGMEMwzZkn/i2oJzkgqMMY5PcQqG1hFDb28xPJVNO9ah1Za2Q5ueCOh1piIsME0k5/jfiAAMB5kBSOT1LPafUy0l5Xv9jKHys0USva8ws9SXJpaBQDCnSHj1Kmhuao1XY9qAtC8YyuTp8CG%2buLB7fN/Ph/wbE38JuZOI%2bNE7Wqiq8ooJnuPAHzz9I%2bnJv4fADj/WfXfAVigCF6nAF5Uy7CUm4KFtAianQjMp4RgJsEXF5QNWDyRjrFYZwwHWmHAm3%2b440Y0Wr%2bGFpv1aKEXUFDERlj9KaH6sU6Y43dnIu0wGSJUfycGmWQ/qy/0fxdDYICCACjJDLnAAopmK8deC9umwWEzGs1eQ9n6V9G0fSNUFluwXHkSjx68u/qEyNPnf/Z/RkEFJ8Dymvg9WxU7fum9n1/gi19XRfDJi1UdeLoGwBiVf5IATAos4FG4InSV7vAMRW7h2D4spEdiPi0Mc0lBmKQOLJcexeyxvRjbH0ia0%2be7b0Or3UY0M3mpHRcZ63WQ7NqIgWBWnyNwlsnPcUma5flUmA1GaJkN/qQ/QeglCF1sgXYKn1LQAL9VAORhDiIAUj9rVO1ch6J//g0VG/8JjQN1gJvp/cvL%2bPXHBzB599PPmRTEagq3xWOTsvDV48fiiPthbd4Lpufujy/wCZH4Vnz/Ym0UUgRFAOSrAIggtJMBKlzQNmCJSj%2bbEccdP5TTIAgT%2b2l5470wl7cfU2nRGInzhzHCA11uO9BotR5NnOsKxy0EYD0arDdwN2CykY6YjXPBXJwrtcARk%2bG2MJI1AgACA3o4/jqZuJoeQE1ABA1QBFhBEekEOTVAcIkVW14Sf6fSkUyx2ICpowfx86OP8dPD92AyvHhaBEB4VbRqUKPoEs8FNygk/5jQPBIBeL4GAPiejOHPBYe48u8MMKjF4zyF8Iy8gnO%2bkP9ZDMYO%2bsMQ5wV9LFdgasBUZgyMh0LQEeCCdl9HNNrSHpuvR57p62jgzt9s9TrkzqboC6ZnZxWndrthfo8bpmmKJgQGUAcMATuho4B2E4AOYQqwjTRsDbWQPEMZ7QK5oAFOW6Ble3RyJKqsN6HHxQK35/X4/svb%2bPkLtsDl6Qn8yETuP3qEsMR03Lr/iZjYD2wJFp2z/oXIhHv0yJ89WbXCj8S2EFhAAE7PiLN/0qBl9TU8ateHpl0AABDOSURBVEQRXJaewmJdIUZTwtAX7YbOKDcMJPhgOIW0TwvGcFokepOioYjw4uZmjzKH7SjdZYpqAtDqLFztpcARAB0rORztipk4jlG2wkSYLUaCrTkOLdEnAMBR2MXKd/CoYeLtQbugZKgJdqugA/YboPWgUfKm%2brO1zrWU4LuH7%2bDLD67ip8/fYQtcPi8aGqVhDIn5JaLt/Y7JC0n/9GLV%2bgoMuEcGfPz4%2bdoe8EJclr5jnFmZIwMIwCAB4OgTgBDG4HJTERaqMjCU5M/kXTDA43B6IIyHQzF6NBqjuYcwlJ0EJVtAGe3FqtlyfrOHqexyQcx43hFojZ5wB4YjhgjCGKs6EmYHY6gNBsiAHt81APwsoGE7tBMAdag9VPw36t0e3At20ldsonmyoHkyw2RBEr786A18/fENfHnvCr69f4MAvPsOvmcikanHMDC/IrLhwZOnBGHV6wsgfE99vPv9U3z001O6QYia8MVPP4ssEW6r/w7AxICGk0CD2SEtTjcVYqE8FePc9/v3OBEAHwym%2bmE0KwbjJzkByrKgS42BKtIN7bFe0JCuooB5Co7OQlx31TQ12mA6QQGECEf0UdgMBMMQSmYQgO41ADqF6gs64G/F5B2hjnGDgqxrcTSlqxRGrCkG9gZwQ72Ar%2b6/gYesvpD8dx%2b/CZOz585CNXMW/vFp%2bOi7H/Hot1/x8MkTfMUVWQBhdel5gfd%2b%2bA0fMARxPH3nA8gNw3jrjRUsTxswrm9fY4BGPM4OdWJFehLzpSmYzd8Lw14X9MZTkNi/7YnBmKw4jiG6we6DAWhna3RwK%2byKcYeCCcs8BT/PsSjYWrJARkZ0EgB9rBu6w%2bzRH26PwQh76AhMDyvfy77vIgBqr%2b0iAOpIF6ipN4pYTzTT/7c7c0yGuOHWVC%2b%2b%2bfQmHty7LNL/GwIhMiC3fx5eSXlwyZAg99ojGO59i/e/f0wW/Mrd/5lIfwGIO989xsc/PsHtB1/juKIXJ9o06DX0YszQKSYuVH8VAA2mBQDkZVgsS8ViSSpGD7hDG7YLpRSkBj97zJYcw1xRMiZTwzAc5wm9EMKlLlJeSUFTCM6OSQmOrtbVHHVeOyENsEEnEx%2bKc8LQbkcuSLZcZqgDdIU9PKoFBvhRA6LdSX9PKDhil/tluD07gE9uLOP7B2/j64%2bui4/ufP3RNXz3yZtkAAEI1yzD0jceMZpziJ14H4HGuziw9DlufvY9Xvz0DX778Rsq4Q/45dFX%2bOmbh2jqH0VyuRTFqj4UtXWiu1vN7U9LC/wnCAIAy%2bparNRkYbksjVPAAyqhWjH20PMP1O3dg4E9EegP9cBgpDf0XJS0FEK5K0cYVbrN0RzNXF4qLTcgz2wdsuniCiiOKvb/TKIXRvZwneY47AkQnhdgi3D0iQDQ/bXHUFOiXKFOCsXZiW7cuDyLKytGnJ/tx5VlI65fmMOlpWHcuLKEKxfnYOJ/QgrvhCLULL8PydR1FBgu41D3BVyYX8TtW%2b/i4zvv4ev33sbDW9dwemEZ%2bXVSHKuQobRVh1PSLnRpFZgx/AnA1EA7pgjAkpZ2ty4HS2yD0QRP9NDRjSV6Y4G9f1rFcXn8OPq83TiiHKCwt4bEYhtquaHVmG/i3F6Hkg3/RIXZq2ix3QSliylZYYHBvW6YS6GO0Bnq6QgFBgit0MnWaRc0I9AWqggXKAlCD7VGeBBbXlWAtopcSEuz0N5YAp1GCqO%2bE73dKhhp103swuKR1KBD7eQ1nNIaUKYxoLBWhiaZEobTb2Lh5qeYv3IX82euIL9agYjEXGQWt%2bBQbj1Kq2UY0QoeoEOs/NQaAIIOzPcpsNKYj9niRAwd8oaBLJgtSsRZWTXONpdj5WQm5g6GcVP05Whzw7A3ld3dAjqKVj/nto7b4GAAV94gMsdXEMbtGCWA04k%2bnAiO6KUZ6mPyerKik/a33VfwADaQhzqKAthfdJAJn4Dk1HFISo6Lx6aSHMwOKDA92o8%2bAnH1jcswMfPfg46L9zB84x7aFq9i7sYdVKu70NA9iN6FK5i59hGmrn6EuWsfwLD0Bpr751Aq7UZaSRNKatswqFViyqD9A4BJQRAZ0zxfaivD5IkEDCb7YTI3Dkt1uQSlCCvVx7GQm4BR9un4AX%2bGHybiPWEkrQe5AeqDhesA26ELtBAvlPZxa%2bzkzDcSyNEDnuJVIiH5vhAb9NAuK8kOBRmgoO1V0DjJKYSGisOQVeai9Hg6KnIOo5xRmpUKWU0RJGRhh7wRo%2bMGmKgmFjF6/TZahqdwUjsA7egUSpVdmJyYxt033sLYxbvQL91E58xl9C1cxfTV9yDVTyObyRc0cW3WcP8nA8QWYOITawCILOhowiQZMJoViYXKIwSALVF9jG2RirEjkRxNwtMifjDQHutiXLmh2aIvkA5PAIBHAQh90E7uBDwPof/f58bvsrqcBr1C79PwtHN0Cv5BRhDkAgOC7ekr2CrqChh75ZDVV0DeXAOlrB7Ktkb096gwOtiFoX4NjKM6mHz0zSOkN6jgfygbmdXNUA9PoKpDh1HjOCa03QTDgM7p81AZF1ClNqBErkORtBeZVWqkltZBoZBhZqgLY3qNOA7H9QIL1sSwpw2TNEMTBGGluQhL9TkcjamYz4/HxOEQDCcGYJij0LCHAEQ50/U5UN3ZCmHC84EMrsODYWvB98IE0Ec5oJvJdzF5Dcdeq%2bcOtNDptfoSCL5vIwva93jj3EQPNL0daJS3oqO/Cx19nejq74RhuBfa9lbImqvQrJHAZPrydQQfPQHLgBgUtKpw9vZd9Cycxsjpc%2bgcnoRm7jyWb3%2bI%2bXc%2bgGJ0Gbm17ThcIsO%2b3BrsySkRAZjmKBzTUwj/LSYHOsUnyEaruPlVZ%2bBsG/u%2buRgLJw9hKiMCU8f3YoLJG0nXwTCONWG%2bc9kxxnFFjnHAEEVzMIIgMHkhxPMIGzF5rWB5BdNE5W/mJin1skCL1yoQbb5W6DjgC2NbMfYfTEBKajoOxoQhzMsDAW4uiPRxR6iLDSLCfFAnyeEydOYCIjKL4By2B7uFL2dmYk/qEeQ0yJAvVaOqexinOgw4WNyMmCNlCDtUiKB9OfCMScb%2bwnLI5VKOwQ6M6sgA3WryYzphJ%2bhCJwUvJ9YHIxSk061lON9ajsUTSVhRNuJ8mwTLKRFY2Osh7vvCpS8DKz7CKo/vc4WRI3Mo0oYiZw09fy4c%2b8iMDoqf6Pl5bFsDoInGqcnNnKaJ3sGPUyGBbVWXieLcDOTn5iEpNhL7wwIRF%2bSLMDdHeFpth7OLFSLSw2HSM72APfnlcInYh5D4fdi7fy%2bCwiKRW9OEk20dKKcuJJ6sg3d0MtzD98PeOwJ2nuFwDIzBwbJ6tAoM4A4wyp4SEh/jcbSPo3CgC91U%2b6TUw5DXVGKGrXCxtQJnW6txRdeJMydSsZQcjAX%2bsbPxHhiNsMMQBXCYVB%2bPdxLvFBlYdR1/1s/%2b7wm2QpcY1uhkqOgAW4QbpEy%2b0dUUzW6rl8SVXIA6D/qgq%2bwoigvzkJeTi%2byMIyjJz0bS3liEcfS67bKET6g73KP8YdI9PYfE0nr47kuDz94kJHM%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EcY4/FG2Z4yppfuWWNpZuWTNwUUyFm6PY1RpmLATJstZBkroLbTDbW8ALuWqjztStIs6EbtNBAgOElhDoYI8LHBXepyvGhbglAXMUjNgmhX/F88Z9NhW23KAG8f/Mcc1xsOurymHwbVdCJXu4DQgViKaql7xbPBYQbLMhOkWuy2AIXH8/g2ZN5vHuxjM/PZvFpuhdbXVVYKOPenxOJsaQATNzxx1SCL6ZvuWE6wgkz1yn1CBs8i7bFQy5A0zztsQAj1DpeQbKpOq5rn0Ow%2bnEEqR1FIK/XtE4iykDUvzpuGV1GFH8m2FgDgdb6uO7pIBe16fEBCeBnCNtPl3/YFUTS20rYBvDxzQs8oK/vbChQAOBE6OM%2b0NMqng8WyEYoACTHR6IwO1UuSPN0gU%2bfzOIZfcDm6iK%2bLPM62IQFltFY5i20RXigMcgRtdzjm685oTPUFV2hLpiO9cJKohuW2PwehhpimLa30lED0brnEah2En6Xj8H/8hEEqh5GgOoRwjjB%2b5PwF6F%2bCkE6FxForEUABrjmbodS/i0zk0N/CGB4%2b/H6T2PxBwB8fc/HtwRASXc1FkorPEWTI/YBAUG4QfGUOJ9boABQkJOGYipAeIBnAgAVsLX2FF84BpeaCjGaEobhpCAM3PJEW6Atan2tUepugkpPczQEOaAnygvLGUHY4khcpQsc89JGgu45eJ4/DM%2bzB%2bF1/gjczx2E05n9cOZrzheOMI4zjsGDcLzUT8PfUANBtiYIdbVFPg9mG4BohOIqAOxAEKPxDwxSv/L0xWt7Pr19iYczI%2bhuKmIDbJMjUWyHckOsKpCNsIAO8B7tcGFuOkq4IIkHqQLAEldgMQk%2bPZnBQnmKTL4/PhAlPlbI9raDn44GXC6fRrDmOSSZaqPIyRDL2eGcDNfpAI0xQQDxV8/C5eReuJ7cB/fTB%2bW928WjuHpkL1T3/wW6vJqe2C8BeKqegPeVCwi2McF1ZxvcoTsVtnx6rH9HBbsByF7wk0XeHRLA53cbWOCJ9jSXyG1QAaBeAhBuUJSBeEKcQjtcmJu2C8AcATzEi%2bXH%2bPp4Eis16RiJ9UGjnw16bgWgPzYAqXZ6iNO7iHjtM0jTOYuBQDO8KU/A2/wbWAo1Qg9X3SSd0whXO4w4jSO4dXEvkjQPsydoIs30ImKunEKk5in4nz%2bAUDVRFsfgd%2bUcQiz0cdPFBkHmBki9GYr744M7ALYhfB%2bLimXph23xRwAvsUhT09daQQ/Qgmna3AECGOxskGuxWDvFk6HUO9Eozs9AaX66XIOF/AWAlwTw28I41mtYGqkh2KxJxqeOAqxnBGIt3gmL4VaY9dNnt7fAZm4YvrUW4n1hFI2PIZpt1JGufxYZ%2bqdRa30BAy6XaYLUMMalaJKOUOwEtXSC5VYXkWt%2bFlE6JxFEoEGmVxHhZEkYKrhuYSydqYgdAOwF22Nxdxn8oALl4zQJ4OnDKfS3VysA0BSJ5Ae5IrfUFqGJAORGmBiD0sIsAsjAY/68ALBMH7DJEviNW%2bC7TibWRQvcmY/nBZFYTfLAcpwDHoVaYCGcy08Wk2/igtSYh0%2bFkQRghBrzy0jTO4dsg4soN7uAfgIYpQMcYgwSxICbKlodL6PM%2biJKbIQlPo8IjscA0yuIcLSAn%2bZFhFIFU/QxU6N9O31ANENhj0d%2bGon/FMDSo/sY6KyVT4QkACYvnhG00g43cyuUG2FSLMoKs1FWoACwxAmwQgAvBIDH4/g6UIkPBPCqLgWLdzyxGOuMxTgnLCd74XXJbXxtKca3jnJuidwUy27jcYA%2bqixVcVfvAlL0L6GUMAacL2GM2%2bC4lwaVoIohdxX0uKmjlgtRBQFUOHIcmqnBj5MgwsECPtqXEGZjylHYTwC9OwBGdwHY2RF%2bArD9OE32gOXHs0y6HiO9zTsAhtkp2%2bvL2QiLuBClI50Ayouy5Yr8%2bMEUltkABYDnBPB5YQLfBmvwqT0fb6uSsJ5G85MZgK2CG3hVGI73tan4rbcGX7vK8ftQM75VJeNZsDFqLGlxKelEXZ6w2UWMuF3mLqCBKQKYIIgRKmDAWQPdrlpodFBHuYM2osw0EWB2FWG2RnBTP4fS9ETM05fsngS733WWfmDXJPg59nyiAlbY0Ia7mwigSQIYEvek1MFNSzTCCspeAKgszpHWWABYYf2vLBEAfcCnJ9P41FcpAXyouYctNjkRH7gLvKcr/NSYiV9pkb91VxBELT6VJmA1whrt9nR9VEAcJ0GxmeL0Z8RG6KmBaQ8NjLmqoJf7QIuTNspphVPMNRFkRCNkoUsAxnBVv4Am/n3CmE0KAKO7AAwpAAz%2b0QOT3QC%2bvN%2bQDzXFU6FtAAoYLdIOCwCVBZmyBKpKxOcIchQAnj3E6tIC1qmAj4v38b63Au/Y/N5zC3zPTv%2bxglGZKOMDv35fn4Wv3VX4TDW8SvPFsxuW3PZ0kExre5sTIs/kAsbd1XHf54qMaS5EI%2b4aaOOkKLVWRxptcCgXIR99dQLQp/RN4MQRW8sDeUBjJgBMKD%2bDIAAMbyvgD95m/6EHCADPmYyQv4j7Iz3yocgovyneLm8lgGr%2bkrSkGNSWF6KO%2b4F4DC7kLwGsEsDTWXzor8a77mJ8bM%2bjClKYaArelcXjAxXw8q43XlXew39M9%2bB1YTSWouwww5FYZKWJ21xukoxUkcexN04FTHlqMnltCWDITRONdIo5lmqI5M/46V6Gj54KQqyMuBYbwkNHjQ62AnPTw/IzB%2bIzCOIDGDsAlA9KBnaboX9ogu83sU4AY32tOwCE/Me4UfW0VFMBhagpzkQGp0BDVbF0hwv0AQLA2rJCAZ%2bfzePzcCM%2b9ZThPVfh941Z%2bMiTfi8WomQ/rMZzGyxKwONsRvpNjF9zQLuHKaKvXoDXxRMI076ANKOLnAAauE97PEkI4%2b5aGODp19mpI9GUqzCTD9C9BA/t87hmZYhrZrqI8rCXzU80QfFOlfwEivzAhQLAD/vA7ockPwKgAljL4nHYdhMU8h/nPxZLUXO14sMT6QTQUlOMZnoDYYTE6a/RAzynAj4tTOPraBMBlMtt8FNHCT7SF7zKCKUPsMXqXX%2bsp19Hk50BesN90HfTD%2bVu5rhOh2h2eB%2btMCFoXEC5%2bQXMeF9lA6T8RfOzU0M55R9lrAZ/Jh%2borwJ3zbMIMdfhvSpSwvzl6YtPoWx/BGd0uFfx2QLxtjpzGFA%2bJepXAujr/QnARwFg%2bZFcgkQf2AYwIQHUokUCyJYl0NtURsmV4sHcuExexIv1p3i7MImvY8340leFj11l%2bNxNEOWJWIl2xkKkE16X38VWSRKWc2/jaXYcRm5fQ6G7NSIo4UDV8/C9dJZxGllcf4fZ8UddNTFE6XfYqiHHnFuigRpP/zKCmLSvnhpCTLQRYXUFT6a68Wx%2bTKpgfFQooA8jBDD0RwBk8t8/ZiPuBZQ9nySABS5B3wGIx2LiuYBYiASAurIc2QQnmdhodw3Ep0rWVxQA1tee4RWXoS9jrfjIRviBAD52FPPEQ/Eo3A6bXI8/tBXjbWM%2bNmoysVqciIFwLyRZ6OGGrgZCNC8hQOUcQjXPo9BcDR2c9b2u2jRF2mixZfPj3A/myYvTDzBQRaCJFsKt9DFYlY5vn9cwP9krP4s0RgCK0%2b9h8hzlA11MvENGf58A0MbkdwFQqkCWwAsCUHT/Rnkd404wSQD94l2iarEQ5SKNJXC/v4yv13F7FAAWFD2A2%2bAGe8jH0Wa86yrBm45CJpuFxSQ/rOTexJvWIpZFKbbqsvE0NwZPcm9hONINld5WyHcxZX1rIZaNMN7gEnIt1FFvpyFnfqfLFdTa0CjR%2bQUaKJIPNtFg46NrTInDCieP6PKjPP1RkTxjmPUvTn%2bQpz/ABtgvklcC6COAXgKQny9ShnhNNsGXTOb%2b6HcA4/2K5wJiJ2ipUQAQPmCsswzDPOHZyWH6gAcSwvO1RWzw%2bp4KeNtZhNf0AqvFt7GUfwsvatKw2UwgXRV4Xp2BJZbBbNp19EU4osXfHINRbqj3NUeetQbyba/wqokSO22U2Wqgxk4TFYQRb3IZfnpsgJR/ID2Ap54qSrNTMMsy3P6Inkh%2bhPU/RACDBDBAAP0E0Mfk%2byj/XtHQmWw3AYjo6m5BN6NHAWALG6uPMTPW8x0AG6J4LiB2gmalAtLvxnIsVjJKMTc1LJ2gKAMB4AUb4bvJLiZfgI2mLCwVx2KlIhHLPPXnnP1rDXlYpmQf8vQHb7qixcsYfTcc0Btmj5YgS5S66qHQSRcFjjrIY%2bTYaiGfza/UXgPRVIAvFRLA%2be9vqAkfoytopDudmx0lgF4JQQIY/icA%2bn4EIJLvosvdASB6wMbaY8yO9%2b4AEM8GxVos9gH5TKAiD2kE0FZXRndYLq3n0m4AjLezA9jiCHxBI7RSQQWUJWCxoQAr3dV4Up2ORTbAuRh/jAbYoc/VCAPeZuh0N0Stkx5KPYyR7WyATCdDpDsZ4J7NVdwzV0GRvaac/75CAWyEAoA/R6D40NT9adrfMdY%2bAYwI%2bf9PFCCT/x4CiAIAFTA30bfTBEUDnCYA4QjFW2QNnP2pyXFUQ7GEMDc7hqVnihIQb6%2b/fM5G%2bGAUm5T/y%2bYsrNIALRbGYLowCR3xYeiMu4aGQDcU2lmg0MoYpbYm3PAMkcOlJsvsCjJs9BBPfx9rcZVe/wpira4ikdLPJ4DrRmqyBAIN1eFHFdwK8MB9NuEp8SRofIAA%2bjHCGB79DmBwSNkDBjokBAUAIf8WJYRmdHU1KwCIbXBjfRFzkwM0QM3y5EUDFO8VCEPUWJkvAaTfu00lFLAnlMgxuMTGt7aq8AEvnz/F1tN5bLLWXzTnYL3iDuY4%2bzsiPFHra4%2bOAHfkGOnB5uhBmJ04BrOTR2F95gTMTxyB3akj8L54Fl6Xz8Gd49D10hmEG6njntllFNprI4TNz5/uL8hYA1666ijKuoeHtOIi%2bXEREsB3BeyoQALo3KUABQB5%2bkx%2buwz2fOE2KADMTw5%2bBzBEAKN0VPxHjZV5BJCP9JR41Jblcfkolp8LWqJ5WmXy66IE%2bO8315/h%2bWAz1glgtSIJk1GO6I9ywpOC29iszsNqYhTXXDtUc/ylXFFBmo4qcpnQPdVzCLt4Gs5njsHxzFE4MAI0zqGAHqDQ4Qrnv2IC%2bLEJhtiZyyVnhvKfnBiUn03%2bnwCQfUBZAjsKkNGiGIMvmYB4MiwMkOj%2bImbYYEZpFBoqc3cAVHMRamADejg3IR%2bGiD1A1P9LMQleLuPFo3E849Kzwj1gmvZ3Ji2I9%2bnsBylYzozHs2h/LAQ54D5d4KyHJabdLdBifgU5TDBK9wKCtc8iUOsMwq6cQ527LlKtteBPUMFGmvDitSwnBQ8fTioSV8p/dBvADyUg%2boBiDP7DFNgFQKEA0QPo5h7SUo5uA2ATFE1xjAAUCihABgFUFGehrrJIvjGqKIHvAESIzxosd1Zgqfoe5tIC8aggCqsNGViuycBicRKmIr0xxMSHCKDPwQiNltooNlZHKhtdlMEFxiXcMryIZAuOOhcdRJqoSwUEG2rBU0cdtRWFHH9jmBGfSeRCNk4VDImT/%2bn0pQ9gfG%2bCbbIEenZNgV0l8FICeMTOLhaibQCiKQo/IHtAhQJAWWEG/4gCuQvslMCqcgpsrWKFU%2bFRXwOeVafgcXEMQSRzBNL91WficV0mhtIi0BHli5YwT1R42yDf1RSpjvpItNNBrLEK7llp4a6lJtLoB1LoDYJ0L0oH6KerBq%2branAyN4GttSU8PVxxJyGOsuZBUY2THMtCBUPD3VL2IrYB9PZtA9g1BruUTVCWAAFsCgDcqcUbo%2bKdIdEE5ycoMfoB8dlhCSA1HqUF6agpL5BN8OmTeazIdfgpNl%2buoqqsFGGh4ezS/vLzgcsi%2beY8vOwswUpVMh7m3MQMYygxGE1BjihwNkI6E7/DhBMttaTc8zgSkyxpfmh/I43Z/LgtBugzeW0VWNMuG1%2b5gkvnL%2bLEiTM4dvQUDAyMERcXi6KifHR0tkgFTHA6iPIQShCnr2h%2brbs8wE9N8PNbBYAFYSx2AXgwNSgNUZMEkE8FJKA4L40A8vH40RSe89%2b82lrD66115OfmwsPVGzdCbyHINwjPWst4%2bilYbS7Am8FaPK9LxWp5Ata4ID2%2bF4L7YY4Y8jVBu6cBKp2uoNhBEzXuV1HhSiDmGrhF6V%2bj9IN0LsP3qircNS5Bk9PDiAC01NRw6YbSGtkAAAoTSURBVIIqLl5Qw8lTF3D46GmcOn0Jl1Q0YWFpjWvXriM7OxPtHU08%2bQ5C6aVP6JdAhBI6mXxHZxOjkfdNCgCiBBaEtWTCInnhAx4KACTYUl0knwFkEkBpQRqqOQnEvl1fW4ms9AxEhUcweR/ERifC3toJ%2bTlF%2bDg3ivkclkBTAV4N1mOzpwIvuSKv0w0%2bSQ3DVLgTRkOs0edninYfY7T7maAr0AwV7vqINtWUyYcw%2bUA2PvHYy/rSOZzevxemV69AQ1UFx44cx6kTZ3Hq5HmcPXsZpxnHTpzDoSMnsf/QCd6fhaq6FkzMLODt64uEO/GEwvKtrZBKED5hUJZIu1IBnOOPlQC2Y0F87J32WDwWE0%2bB7iUmIOrmTXi6e8Lawg6GemYwNLCAo4MHQq9Fwd/nGoz1TLljj%2bDb8jMsZMdgtuAONkZb8HKgAWsd5XhSkYrZe6EYi/FAf6g9OoOt0BpoifYQG9T4meMue0AoZ/41Gp9rvHprXoTdhdPQOXkMR/72VzhbWkDl4mUcPHgYR4%2bewOHDxxkncfT4GZw4dR4nTp/FsVOncfTESRw5dhzHjvFKWMdPnsbZcxegrqYJe3tHqiSEpROD/IJsOsE3LwjgGRYfTWOSHkAYIOEDxMPFiuJCJN5OgL9vIJwd3WFl4SjD1sYFHu7%2b8PIMhI93MIKDIuBs7wEbM1uu1i/xdesVnpanYvxOIOYbCrE23IYF2uKZokQMJ4agJ8YH7RGuaLvphnZGVYA1EjgRIuj2wjjvw2h7g3VU4MDkTU8dx%2bUD%2b6B%2b5hT83d1w4ex57P1lPxM/ikOHjuLA/sPYu/cA9u87KMEcOnQER/i9Y0eP4tTxUzjN5E%2bdOoPTp87KOMHXjhPMKYK6ePESp8AnboNcae%2bPD6GzuQ41FaVITEhEYGAYT9cTNtYusLZygqWFA2x5tbNyhpOjJ5x48nb8nqdnEIICb8DSyBohPsH49OYTvrz5iPvlOZgigO5b/phpLMdcSwWGC%2b%2bhPyMWrbeD0Jl4HXURXqi76Yk8X1s2PW0ZUWLfp%2bd3UTkP81PHoH/sEFQO7IW1vi6uB/jh4tmz%2bLe//oIDBw7j4P5DOMDEBYBfCGX/LwdwYO9BHD5wEEcPH8Fxnv7JoydxkgmfEEkz%2bVMnCOXEaRmnTp7BnuqaOiQmpSPsRhwCAsPhzoQcnbzhwBO1t3WFtaUjLMzsYGZiAzNja1iY2MrXrAnEwdYdPl7BMvS1DHA35g5%2b/fgNXz98RW9xLlpDnDFyyxutUYEYbyjFRFM5%2bkpS0JoWiY7MGLSk3ER9wjUkOpkgwkATEUbaCNXXgJsK6/7sKVgQwNX9v8CYFjnQxQ7xN4KheuE8/vqXvylOfP9BJnwA%2b5SxnxAO7jvA1w/g8MGDOH7oMI4TxDEJQ8RRGUfla0dlL9njFxQNb3/Wtvc1uLn5w5nJi8QtLR1k4iJhU0MrmBhayrA0s4eFqS1LwQFOdh7wY/IuVIqeug5KMnPw%2b%2bff8ZEKWBjsR4aVDsYjfdDq74AiV3M0xwSjO5nJx19HY3QASkLdkOxsjptGWjz9qwjW1YALG57dudOwZYhdweD4YYQ4WqIw9hoy425C7dJl/OV//4WJHpSnrbjy5H8RAPbyfh8B7JcAjrEkjh08RBCHFDAYx3h/ZFfs8fG/AQ%2bRhKuvlLyob8WJ28KcIU5dJG7MhmdmbEUgNvJ1oQJnR282RX/Y8l5P/Sraq2upgF/xdvMtNhafIcvFGnVOxujiClzhYIhinnRHpD/aInzQHROAAlczrr6G9ALGrHsduKpchP35M3Bg2J0/DYMjB%2bFnpo%2bm1Eh05twmgChoq2ngz3/6MxPfz2R3ByHs2ydDfO/wgQM4KkpBBBUhg1COEMghfk%2bEgLTHjQk4u/hIyYt6N2cjM2WiZsY2UvZGRlYwYvIKAITBry0JSPQDZ2cfuDh7SyhGWnqY6hvCl3df8PbFa7zfeI2GO7eQY6KGDm9LtHqYo8LJCE2hHqgLckF3XDA6Y4JQ7uuAZGsT%2bGtrwuHiOdhfOAvHSxdgevwILKmGlqx4pIf7I8zTGVkJMbiqoYk//cufcJAnvX/vXhmKxPfLOMj7wwKAMkTiR0RJiK95PbT/gFSIIg5gj5OLN%2bzs2eGZkDkTM2aCIkyZrLEyeUN9c6rASiZvwmYnFGJv4woXKsCJ4IwNCEXPGI/GJ2UTfPvyDd5vvcVEYx3SuMY2uRihxc0ENY4GqPa0RqWPHYrdbZDrbIkSL3uk2Joh8IomnJi87ZmTsDx1Es4aasiPvo6U8BAYaOpC/ZIGwukyjXV18af/9a84JKTOZA8xsZ9jN4AjyhD34t/I2KcAIMDtsXf0gJW1M8xY18bKBE15ovKeSRsxeTHzFX1AoQIByo4AnOw9aX5cYKRHP2BmiSfT9/Hh1Ue8IYBXz19hdW4OmU4WqLLWRou7ERpcDFFqZ4A8R%2b4ANiaIMdJFopUxUuzNcV1HG44XL8DP2ABxvl5IvhGGYHcPmOgYwlTfBFqqV2BlbApLYyP8%2bV/%2bFYf3KhPc/z3Jo/KkFUkeZYMUJy/ut2Ec%2boX3exWxraA9NraUvbm98uS/Jy%2bDta%2bnYyohGBsomqCZUgF2tm6KshH1r20MH1t7LM/N493WB7xmCWyuvcTWygoaE6ORbahCFeij2c2QKjBEuqUeLa8hYk0NcJvXJCtOAUNdxPj5IisxCXHXQ%2bFOw2Jnbg1bU0tYGNF06RhB5dxF3hvhr3/%2bPzsJy%2bSV14Nsggf/9jfF91j7h/aKpPcqk96lAMYBZfnssWK3NzG2kcmbKGWvuLeBPhPX1TGRIEQPMDWylAqwIjBHO3dCcIU5v9ZW00WIiyvWF57gzcZbvObpb65tYHNlDdMtDUg100adgy5a3VgKrgYosKXnt9Cn59el9dVHLB1eWkQkEqJjcN0vAAFunvB1dYOTNUGbWcGWYWVigQt0eiZ6etj3l3%2bTSRzbf3CnxmVJ/PI3nvQvBKA4dQFkG8Ah5f2hHQUoARizoxspEzaRTY7Nz1T0AhsmbwoDyl80xO0xKBQgPIAjFSBGolCHugoNjL8ftpZX8Yqn/2p9C1sE8HJ5DcvTEygJckcpy6CVCmh14wLEFTjVmqdvpoMYdvl7NyKRGHcHkaFhCA8MQUTQNfg4u8LVxg5OXHBcbOzhZGUH9QsqMNLVwSGe8lGe6HFlhz%2b8U%2bfidEWSv/D%2bp8TFiNwV%2b//2C/b98gv2GDAhI%2bXpCwimJnYSgClDyN9Q10wmbaRvIcvA1FABwJaO0EjfEvpUiMZlLSRxKXrzfBNbPP2tdV7XxcPWdazO30d3fgqK7PV5%2bvpoczdAnbMBCm2ZuMkV3PVwQfLtu7gdfgu3CCCaK/XN4GvwdnKGp4MDPOwd4EUY3gxDrasw19fDCSZ9ki7wOEfZsV1d/rvElUoQylAmf1AZUvq87iPEfYTw/wHeDEim4HWT7QAAAABJRU5ErkJggg==' 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\n","name":"Hannah Cordes","rank":3,"bio":"Joining ThreeFold as a small farmer, Hannah has been part of the ThreeFold ecosystem for a few years. Recently, she’s joined ThreeFold’s promotion and communications team, where she’s mainly responsible for content creation and public relations. While studying International Management (B.Sc.) and International Business (M.A.) with a focus on Marketing Management in Germany, Canada, and Spain, Hannah has gathered professional experience in public relations, promotion, and event management in industries, such as aviation, lighting solutions, and FMCG. As an open-minded and curious individual, Hannah believes in lifelong learning and deeply appreciates the ThreeFold ecosystem for coming together from diverse backgrounds, bringing in different perspectives, and sharing the same values. 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Since 2009 Gregor is very active in Social Media where he now reaches over 8 million people every month and runs a successful Lifestyle Blog (www.theviennablog.com). As one of the leading Tech & Lifestyle Influencer in Europe he is often invited as a consultant and public speaker. Ambassador fell in love with Threefold I am sure the concept and strategy of ThreeFold is exactly what the world/markets needs now. 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nDdigrxgjAhkAwIxMTUMz0/Lxm9bmzFweCLc/9mA62/fg6sfnMZf757CP28cwND5XcDr2zD42ma4xeNbOzH47j6439wF98ubgbMLcW3fBDzU4UB%2bhBeJMEDagKQYrrqB3kQjXGKwtJ0ObmaaRmwkiU3y%2bcR/XKAEhwJa3QJBiBJB%2bqPN6o8uTrwvLxKdDqoZjd7UfBn2LszCa491UwZj/NhJgXt/ZJJFD63KxfdvjsVHT4zCC/eWYVVPIlJoeoQhMkb4w8KCRfGxcm5EZADqKYlHm4y4uLgM1/d0wH1qNn4/sRC/3LcAP98zB5/tmk5jNBkvru/Bp9sn4eqJORh8ZDHcjy/B4DOr4H56BdyPLcbgydn4bNNYrK1KRha3LYHF6yPkNEWhSE9QIV0fwa8FV4XQphMKAg7chv9rgnB7WVrhDmmMRPARJoiKUEElqEsKwmhLCJrNvphaKMfWrjjCIATnDjbDI5OkYQin7xeTpEl45WgZ7lvrwivHa3HppbE4usJG40MvQFNk1cjo1wOgCvCBMZqujY2ZmiKjoXHil411GDraDffDczFwei6Gzs0BHp4OPDQdf903FV/v7cOXeyfh27v7cf34LAydmYtBKsDguYUY4us/uaMHp%2bfU4NjEfKwdZUMqi02MCoGNkTotPoIDCIaJkDSTi5KjBT/dUis7lSmDic/JiWcwl6TF0RbHRcOiN6AqIx7d%2bXS4JeHYMo5ynRbE6ByCGquIx4F48QE24OG9lZg7zixJ3ryxSfjilS68eqoR%2bHMhfnizE5t64lFmkXMivpJZUlOjY0P8kMj1tyo9sbYkFpdWVuH6vnEYeqAHgw/1Aaen4Np9Pbi0aTSeml6E52eW49N1rfhp1wQM3DuZrD8dQ6dmYvD0PDZoBq4f7McXdIafrKjDZ8ur8GhfDp1mGMwxYUiNUyGDXt9KqBpVdKwq0QBurJBrXg5ygVPaAvoGO82bzcQgZUeKuQBZ9iwU0we0pAdhz9RoTKkIo7rRJtPL1KQE4ZPnuuDx3H1VOLmpQLKOr58ZQ4OwBvhjLh7ZmYcNk0w4NN%2bMPBoLXYgXCUgmFa8N9YWWGLUTqw%2b0OXBt1ziu8FROlObnYCv%2b3N6K9%2baW4d6ubBSZorFjSj2%2b3TUZZ8fn4rMlNbh2ZxMGjvVj8D9r8ePW0Tja6CCUlFjdmoPnFjdic6WB%2bT9GMloZ%2bigJAla1GEIA/YG/tAVWybwFSdkhnY2osMqZY%2bQoTbfAnpQHe3IlbIkp3Ahx4BqIDDYpXStgHiypRCGt88t0hB64uRznz7bg2ftq8MeFabjwdDOeO1yMdZNN%2bOaFeixqimD4GU7yo1Ul42vDKYV8I7oQH9SQad%2bYXgAc7cLAo7Ph/nAfrj2zHp8tLMLb/U68s6AUzy5swlsrxuCVaUV4eKwDb03Jxs9Ly%2bB%2b9xiG/ngHn%2b/pw/aKREzJTsT9M6pxujsXHVznisRwrrISmaYoboGSKhUGXZg3EshDpkg2IVJsQZCUXYQatGQrkUvFSk0qgN3aAqt1LNKtZch2ZLEJTLG6EOl8IZNBKodNSCOs792QB4/fP%2bvHx0%2b34MSWPOxbmoZ712Xjw8eb8MUj%2bbirNxLOKBZOC5xA9jcoA0hMwdDQqelDR2B2hgI/rK8D7u/FwJO0tZfuh/u3V3Dj07O4ct8sXN/ewubwZ/t68fPWsfhmdQ1%2bWJSPfx5eg8FrP3LbruPXl/fj0tom/LqzF3/tnoAf%2bLq1%2bXR8/LupcRHIMcdKG2ChUulERiAUjYSBWXCSZONpeIwhlGuaOJ0aDnMFHNYJSLFMhTOtA7muDKTrwuCMk/GS00CFSDCwR3lh90InPM4/0ojOEiX2LXPhvXPN2L%2bMTVhsxpyqCCYukgxVIonYEwFFI%2bcEuIIxASNhJ/7vaU7m%2brdg6P5uDDxBJn9vD5tAy/vbixj6hQHoqS00Rm24vrUJN%2b9qwbXNo%2bA%2bOQvuy69j8PpPGMI1BqWX8cfeblzb1o7Bfd24vrsNFxcVYoZDSayHwWXU8IohCQchjinRoBAwCJII0RIdKJFjPrVf3ENISbAi3VbF6DweKdbFsNvGwJGg5vTlbALdIRWi0haKuaNiMLdWhan1cfB49aEGfP3mePz4zjgcW5mOOZUKdDOEmDn15KhAyRYnKr2goTtLCPeCnmuYRww2MWE91efilJswdIQccHaWhOnBN6jx7x%2bA%2b%2bvH4P7pRcLiMAYeJtvfT/KjR7j5%2bt0Y/PNDDLp/xyBb4Hb/iJtPrsMNNun6Xa34a%2bMo3LyzGU92uWAm1ByGaGkLjCrKIjfQFCWTHpOkLfCTCqtxKFBGAsywFCHFmA6bpRap9oWwJRXBrI5gdiEHcPW78iMxvUaFOTVR6MgOQSEzg8fSSQ1494lOPH2XA9u7NRjH4k0RgvEDpHVxJoQR/540Pz4wMxqrmNkLib1%2byt9/%2btJxbUs9hg610f/TAJ1mBD5HeXuF/v4DWt1Pj9L%2bPoQBOr9BZoPrD1Aiv36F0/8vhv66APffX%2bPmtf/iJo3STUbjm/f0S8EIh7rx4cJqGGQ%2bSFKHIytJS/mlAtGAxYsN4NdJHFBSlD/y6UO6SlRUsnjkEu/mOCesCQ5CoBWpZhuaaeP7S1Vw0SzVpylRnSKg4M%2btoHGiy/To7WjFq4cKsLBOAQt/qYk6b2WBQmZSiZl0XkkKGiF%2bX80AFDTSA0Vk1pkuFR6bkIrrZPShA2M44QlsQi9jcJ%2bk7e7/rIP7pc10ftsZiHaRJJfixrm1tMdnyRGnWPRuRuUTGPjwPtx85S76h/mSLA4cmwqcnIa35ldD6TuC0w5GukErHaRqCMM4hT/dYQgMETRwpgRuQLh0s6SRUteUp2fR2ciwO1FUWIscWwLmji9EX1sT0ixOqgo5gKohfIMgxAzW5rFvlhEzK0NgYdoTsiKdENFhpTHnOxJNcBJ/aSQbI81SZMBwBHveDifxN8%2blxP1tZlwjtocOtEkNcB/vJRx6yAnchlNT4T47H%2b6nlsP9/Ea4Lz6Ca6%2bx2HML8M0dHfhlRzfAMPTnQ0tx7Rxf89Bs5oF5uHF6FsAtOjIuG77DbkNMKL1/XCziSb5aKpE2zA9xSuES6fRS4ugQFUyo9PvOYMyuj0VDcSZKC4tRXlyAzGQDijNTUVXegZ7e9SjMSoGDiuHUy6TiSy0R8DizOJbaGEDTEUSZC5KYVVjNtAQNbIZkpBpipCOyOPqAWPJAmO8wOLgNczKjsaEoCr9trpUg4BYNOMYGHO5mM7gJD9EX0BZLNvdN4v6vD3Hj%2b/O4tn0cBra20C/wdcdn4vrOTpomTv4/jM7n2DA2AWfnoC/TAP8RnohmKEqMUSBZLUM1sS4OZjS0ycIUpWtFImQeoUMtsipRnuNAljURGVYjivOyUF6QTwWJkm7YdHf2oqqiknUpkMZUa6eqtOVF0wozNiZFBd4qPFZsAKWFjbBxzcQhpcsQwRcHS9FXyyaoAkYgOtiXhChHhzEAX68sA%2b4Zw%2bkTAg/0c/q3YDB0ZhqGHp5BOCzC4Pm74f6SUfjyeVx/Yi1u7miGe88YDOwgdHaNwY2j0zD4zkFK6RLg8fn4%2bWAfTZY/QgK86Dz9Ea/khtIIJWsUMKp1hIEvyTCQcA2iCgQhmba4rLgYhXnZsMVHYWxbG/r6%2btA7cSI62saiqiAPDTVVcNIllriSaYJCkB7PjMEAJZ0J2v7FvGiACDvismvl0uXSh0m%2b2xwVjPhwSqDMm03wQngQiUTpjVem5mKI7m/wBCf60GQMPTiZj1PYgBkYOjubwYcK8Mw6KQni0wfg/vwJ3DyyAEMb23FzXTvcW7qAIzPh5mtukjvw3FI8vXAUZCNvh0rmR9z7w6BiCCLW9ZHhiA2TSWbIHC2X7LFQA6suGo31LVz7fIwZ3YLJk6ezAVPQP3kGZs1ZhAldPZw88wQHOaPBiBmjogkFWmiGJo9bhQdLk7dKxdNd6RQsPkR6nq6VSRthove3qBU0I/7cAC9CwRNR3rfjrloDU2ADBu/tZKiZKk0epzjRh%2bn1H5%2bHoacE%2bS3G5QOT8OeB6biybQb%2b3jKdkjcL17ZOx%2b8revDjsnG4%2begKDDzGBvxnMZaPSsEIDw/EyAOlM4HEKDksnL5GHoSoYHFQ4i%2bdGcaFkq/0GpSX1qOzezqmz16AmXPmY/b8NZi//C4sXrsbk6fNR649WeK3DA4zi15ASGd6PNUgQSY2IEg6Fhc3JJJjw9gAsi7XyC4YMy4MmYZIKoCwnsEocZgkCxxJGIgtSI4IQgeD0qV1Fbek8PRkKQ8MnpnOBkxn1J0PPDEPV3ePxRsTXHizPhUfVNvx1bhS/NQ/Ct/1VOO9Ovr/Bieu3s/k%2bOxi3CBscjWh8B7GDQj2gTrUX2q8hTjPtkXByiKcJiVykhXYumwUxo9p4vo3oKWlEw3NY1GYmYGSnDy0No9BS3Mzipx2WuVQBiqFVE8K60oTxogNyGCA8hCEZ9NGIUnPRBhv5JpEIIvElxqvlMxDXlI0bOIEmDnAoYuQGqCW%2b0DpNwK2SBkKaSkfpR%2b4eTdhcJIweJSG6BE24RFuwFPz4H5wElWig2vehX9odW%2bu6YV73ngMTqV5mtKFm/O6aKb6cJPShxeX4LlldQgYNgxynxEI9fek/Mlg4lCMZPr9a0pxZGs5zj82EX99u4mG6hC6WwuhU8YxqitYR4h0L0MM1cEtdtACC1VzEMrpbFwmA1eemVnAqJA4IJXf9xDdTYpPQ6LexcsOUzT9tzESLfkGTKvR0mVFSFqbphPbEUL2DZYORJR%2bI8kLchRGjMTmcg0uramjAnRwCyZxCwQEKIPcCPd9bMrB8WT9cbTBU8jySxiHyfaHaInvmY%2bBE/NuuUR6CDw6DROy9BhxmwdC6QEiAun72QAl/56WuNdHBEhWODcpBEsmpqIm10KC1JEEY5EUfQuyNqqFQydOuMhhmhCpeHGTx2m4VfyyNh1Kk8MogyE0fZHwMOqt0Mc5kBjngsWQiGyjyADhKEvho41BRB%2bJNHUIsk2x3AiVpA7Rgd40KSPZCG84w4ZjfX4EXppViMt3NN0yRGcIhVOTWOhEDB7txOD%2bsRjY3yYx/81tIhOMxj%2bbW3BjezsGDvZg4NB48kYvXmcTS5JiIfMeiRA/SmCQL51fIMmQ8VtgXhGEaHkAYhjJY2VUI3kYIaJjgdEcXBiv0Fv3OMT5piZEukQjKvPzUOpK5fsPQb4plMoWTgIMw2wO2CNRp4fTwsyfrEd2IkmCMdSVEMlGqKQQIt2/V4ciO0mNZJU4nfVHVOBI8oAnFD7DkOjvgbU54Tg/Kx9fbWjEn5Q2971swoN0hA9x/R%2bgLN7bxYvfO0ie2Evp2zuWFyGwrws3DvQAx3vwJf3/tHI7yqwahHkPQyg3LJINVof6IpLpU8PiNTRBsSRFEYpM9PcahYqeIIYrryRP0LJHK6RpW9Xi9n6olBTTWEtpdjoyyGUZ4nZ7UjwyLTYSohy5fO7Rlq3A6IxQ6QNJ4sBD4CaLuM8yRSDfbkSmUUcfcAtTFhJhjjFaakAEOUA8xngNxyy7TGrAr1vHMB124MbdYxl8iHPhDLkJg1SGQUqiW5DjmTn8mtxwZjZd3xy6vkWEwWSU0284ieMiTibE6zaE%2bw2Dgs4zJtQHEdyAaE5dTfYXpCjscLxKBq1KRYWIoL2lT4gllHnZyfZWDsxptfA9K6WG2LgFTkOYRIROwtuZGEmDFIIiI31Arl5ES%2bpptExKf%2bIfZJno/qibFbnZZH4zrCofJkKmQ5Uvs7QcmhBfRBCjsUF0hp7D0aD1wtN9aWwAbfF%2bYv0op32Yq3%2b0iwap51ZIepL54LlVDEpbmA/uxNCrW4E3t%2bAvNqErUw8Pyl4W33geJUrmyQb4D0eI7%2b2ICPJERICXdA6pZjqMFV6ETYgND0FCpII8FMICQ2mSlNIJsl0TLEXkBX2FePhgJ954ZiamjLFLnkaQoItNyIhXID%2bJMCcneIgPC9n1WsbGKKkBdq5OFqecLu7Z52ShuSwfiaHejMG%2b0r2BRMZhLd9ANN%2bUuIUVTqZOCRmGww16fLOhHoMH2qXzgUHaYpEQBx9iwiMpuh%2bdA/fjC6RGDFAifz4yETt7imCPCpOK9xkxAgpf/k56DDk3IJQbEOY/ElFhQUjURsOo07DwAPKBF7fBl1sgDkmDOThKNFUimeFMFREAABGySURBVK7VnhCDBG7HqhnZuPLFIrxwisnyz81Y0pksReJMQ/i/DWCAMiqRa1JwA4yh7GA4MUW/TakTLOoyRSHTpENDSQHGVBbBwOI1MhZKN2giE%2buVMsTQkKgCBE49ofYfhrkZEfh8ZSWuC3wf67mVCmmNhTcYOjeThohs/wxX/1Q/rt7dgldmZSOGbH%2bbx23wGzkM3iNuR5D3CBosFk8JDCERxoQxkVqTkZ2RhoJsF7JSbbAl6pBAqdbwZ%2bLeQQJ5SZBday5JOyUU%2bZzqj5/Tbl/Zhe8%2bXYjDm0rhiBEfjQuRnJ9TLwhQweLDUZmqgkeSyNa8zFECO2FIJetnm9WozklHR0MtGgqzEc/OR7HYZKUPkmlB4xQyRPh7ITKQcug/AhpOqjDCF89Nz8Tfu%2bgHjhACxzn5431MecwHnPiQ8AePzsDA0Q42oBVvLSrCKI0fgml5vUcMh68ntd93OLF/O4sfATmvED8vqpMOmal25AmDk5eLAm5ltpOkZk1iKgyWDmjNlL/mrHAcna/H1kkGXP1hPa7%2btAmXL8zHkglWpFIWc5NUhEA4L26APgJltgi050fBI1nYXKY7ka7MlJFsSyJq812cfj46W5pQQwY1ck2jg71pfMRxOH0ApUgZ4E0S9IaCchVLMjQEDsPGKgOtbivcB0iA9/XeSodswtDp6VIwEs1wH27F37tH4/0lxZhWHAuljycbMAJ%2bJFM5iw9n2gxl8TIqTAC3INjPG/GUOVdqCvIzs5DncsKebORzGzciGQnkAG3oSBapRCmdYpFZhicP1%2bP7d/vx6vF6zGhNkj4Wm2MSt/LFp1yUEge4DArUpBICdi3DhFoUT/LQRmJ0ZTH62ltRlZ/DeJmNIv4RcXNC4N1MM6IlG0eHBFOjfaRb5Ap/b0RyGxKDh2NsUhgurq3HP3e3S9LnPk4uOMEGnJpCKJAHTpIT7mnDlR0tuLC8DEfbk1CWIMfw22%2bHH4sO9r6N5ErsEwLBPsMR7Csa4AV/L1pvkl6aLRkZdissJgOSEuJht5iQSZLWiVMivrd8IwMSYSqOvCfXxmN0nhqZCaHEvlLyN1kkQfG1gEB6QrhEih4pWnHHhzY3PoaTz0XvmGYUpDtgiFbBrNWgKM1CbgiVUqBRyRj8rxlRce1juBXhfkISPZEkG4l8FW3xpEz8uauJBoeu8D7RBBZ9sk/yBe77u2iIxuAPNuCLlVV4sjMeGyuiICcH%2bLFIP8JAyd8lTJZoguACGTctiFsgC/BFcqKenGCG2RAPk14nPbrYEIc5nrLoJ30uIJWZwa4VH4akgxUftTOIiUdItj6LU8/6PyXQK6So72Em7i1k0DybATWcui1BR/IJQZxKSf8dhexkg3SrSeDNHCkOImSIlvmwIQxFgZ68RpIH2AxhjYNux4piDb7bWEsuoCQebpeaMHh8AoaOdWPoSAcb0Irf72rE50vL8XCzDsdGJ6Asyhe%2bI4ZJDZATEpFUGAX5QEGpDQ/0g5xXaHCA1ACHJQkWYwI3IA5mXlZTAlwOC4xqJd%2bXt5RahfsTxbkSlPQFtMO6UKTFiY/HhkhNENsguCCTX3sk00OL8/cCuwkOgx76KBWiQ6mxMUo2Q82sTTdoFGdyoYygfjAIHZaTC1RyqEPoCunThU4rKYemIOEJvPFMfwZ%2b3DQK1/a0cOXbpcIH2Qw3p39jTzN%2b3FiDj%2bfk4/HmeDzVa8HaYjUCh98GX69hvCiH/F3iA1Mq6UBEhlA2ICJMLk1fNMCebJIa8H9bIJ5nkhP0kSTocB/pCD2Hq59rCkOJNZxZRjSBEGIAcnL6WXS52UkRtPdUAZGi8m2JyEwyIjley0tDixkCs0YFJ1crJV6N9EQtjDHh9N%2biw3Rg1GAj/1g8H%2bOVQdwGP5LhCOgDbkepyhNbimLx0cJCXNlKPtjTin/2jsZVNuPqzmZc3daAH9eU4%2bLCfLw7LQ3vTMvA4WYDlCNuk4r34RXsO0KS2Ag2Il4VDrUyDPHcxnRygIPFpqdYpG0QDRCNEBshSDKVg4oXMCWhFyeFIscQSmJUSB%2bkvNUAukHKoPiovNgQp4CASadGaVY6cuz8pZoYZJBgRAMsmkgSoBnFJME8bkcms4K4JWaKkkuuK56GI1HFwBEfTQcWBhUlMYoElhfhidmWQByp0%2bB/y0vx6x31%2bO3OOjaD1%2bZaXFlXxasSP7EJX60owiczUnG4KArRPl7wHTmcMBiOQJ%2bR5BZPKW8oSbax4YyufF8OFmo13OKBFLOR8V37/7cghY1x2uhatQoY2ABLtAhDtO/krxTCQHykRjRAhKDq1EhCQDSAEHCRSevLC%2bEw6aVbS1lJ/CNxMXDo1aiiF6jMciDHZkJNQRaSGJ2TqRQ53AxXohqpLD6VYSnDpKUnDyVpDYNNNgyzLN5Y65TjhW4z/ruUKXF9zb%2bF/3utr8avayrw0/oqXJyficcIg2TGbO9hwyQ5DPL1lBJhLElWQxMmIxkatbFSAywS%2b9%2bCgSg%2bMU4jNSLFbKI3sFKxopgJAv%2b9eUpy14RJlzjgEXZYxOBMOsF8c4QkhR5VmalMg4lSAzLMBuTajCgh8%2beT/BpynWguyZWiZF1pIdXBgjIakfF1NRiVm8FfqJK2oyI7DeVslPhQUwwJcZzeB9vzwnC6WU%2bs5%2bDrFRX4cVU5Lq8sxe%2bc/h%2bbqvHnhhr8xuur5UV4aYYNhXFyjBx2awNEAwIEFwSM4MYFSwcwUZReqz6OTjBBKl6SQzZET48gGmAhGWZzixe0V9KsyaS7yWLqKcwJwiOkxgmuC5UexWeJs5h8BR94lDtTkM7CC1LMKE2zsgFmtJQUorO6FOPKc9HdWElpbJJcYWtVOWb3TsDS2dMxbdxobouOhadiXHM9OhprUVdcgFySkUXujWUZcjzYpMfrU134ZG4e4VDMTajElQ0VuLKxAn9vqsXvG6rxzcoirHFFoYDk6jlcKAE5gOvvz03w9yYRsnjxaRE1ra/NoOOgDHCmWOFKS5EaoaVcCx4wxOswqiAdlz98CBOrbChJDqUMKpAm7hvEhUlXKifviBfPldIdY/Fzj/KsDBqeTJSl2dBSzGlnpmPC6GYsmTEFCzubsaizBctmseDuTsyZ2IVZPeOwYu4M3LliEVpLcwmRNMzo6cKc/h5MGd%2bBFXNmcCsoSwEe2JSvxAuTMvA%2bG/Dx/Dz8sFYUX4U/WPgVwuJ3bsJH8zNQGh2EHlc8sT%2bClni4ZH4CaIz8yAW%2bXvQE9AFahRxmQlQQtdNuk7JBZpodcSTHZLEJsTHYtWIiMPQlLr%2bzGlunJ0onVnZdOO29aITyVgNEI1i82AKpAS3lJagvzENdrgvjOfUxtZVYOG0K9t6xGcumTsTdS%2bdhw8K5WL90Ie5avRjLZ/VjFRuwbe1KLJ7Ug7r8TEwa24ql06dgRvd4LJ4xCb2tddTwW4R4oNaAjxcU45OFBbi0rAQ/rC7Dz2sJBwGFLZV4stuKKO9hqM%2bMp44HMhiNvLUBbIb/vw0RJilGziCmjoGZMHA6bFI2EDAw6GKhp3IVp5nw04XHMeT%2bFrjyGE7vLkWTKwKN2THSRwBT41V0f5FIF1ZYuhTSR288xtVW0AAR11WlmNxch7GjajF3Uh%2bO7rgT47n2e9cvx%2b51K7F/2xYc2bEZO1ctwpJpvVg6ayq2r1tFiFSjinlhXl8nVs6agikdo7GCP8skS4d4eqAmzh9P9Njw6eJCfLm0CN%2btLsf368rx47oy/LqhBHeU66Uj8PxkMjNDivdwuj9ugFACQYg%2bVIawAD9oKYUiEhvjtJLkiekLJbASEjERoTiwdjKAb3Hz2ucYvHIef17ahNdPVOPCk2OwdIJNOhwRx3rOhAjpxMtloMoJDuhpHoVx9TWY1tGGZZN7MXsir/6JePDQPowqKcL4xkbsWL0Muzavx/17t2Hf%2bqWY2dUmQWH/XZuxcvYUlDntaCzKweSxTZjU1ohZXe1YNLmP2SICOrknulPleGlqGi4uL8R3lL%2bf1lWwCSW4tDwbbUkhGHnb7SQtf9S6wukIR0LGbCGa4MukGMysoY4Ihz46kmSnk5hfNCDXlY50yqFRq2MUtuHqNy9x/b%2bC%2b9pFDP35Af76ch8%2bf6ETl14cg/%2bd70NZKrcnUiadC2bRIBVZotCYLINHL4PPQq766gXif3Wt5tdTsXDGNBzavgWja6tgN5oxaUwjNi1bgGP7d%2bDQHeuwnPwwq3MMtm9YjX1b12ISp16b40QjU2RjQSYaGaGXTe9Df1sD5TRWcl5L81R4vt%2bOz5YW4JvVpbi0Kg/PT7HBzCTnTRdoJlv319kQTMzLA3wYjT2lBkQzBOmiFEyEUVx3NWxJicjl%2bgsOcFhNtOmxePXYRk7/G7j/uYhBcf39MW7%2bcBbuX7biz2%2bW4/KXSzG9zYqpo9NRaNEwGarYBBWqLWHwmNQ5DlO7xmHT8sXYuGQh%2bjvGYioJ7%2bSh3ZjLTTDGx0nucBrxfXzfTpy5525sW70Csyd0YF5/r/TfZFbOnYnW6gqUOpJQkW5GU4EL1Rk2TGtrQvuocjSX5aEtz4INZTF4steMd%2bZm4OOladjfEIMIGiCx6krKXHulCzpVKMLIBf7EvipUhngWr1GFIYFYj1EpkEo3WJSbhXySt0iHpS4Hfr34DHDjIhvwGYu/gKGrn2Dgl9dw/au7%2bPU2vPd8N559oBVbF5UxG4gTr0jkcSh1pmB4jK6pQkNZMRZNn4ye1tHI43qVsLtisnetXomK4kJoIpWoKSrghqzDg/t3Y8%2bm9Vg8pQ/tVSVYRCLcsHgh5pA3yjIdqM9NQ7XTgmo2o9wSj76WKrTVlKJ7dAOaM5OwoVKHk4zBT3frMcURBJmnJ8KD/Ljqfpjd3UavYZOSXzC3wMSV1yiI/Tg15S4CUeSBLCbVEoa2HGeqBIHCNAc%2bffkEG/Ax3OKTJ399xOtj4K9P8Nene3H54jxc%2bX4r/v55MxZNdNFwyaSP3rl0CjSZQ%2bFRQmMjDj/n9E3AuMZR1HErEoi37tYm7FizEuNb6sm8WpRkubBwcj92rV9NftiFNfNmEQataC7Nx/xJ/Zg1sRsz%2brpQT%2bNUkZ6EYrMOFTY9WnIcElwER4yuoOOMpR%2bPlSFHzekyUUYEByKJxJZMizuhbTRyHFYEenvCwKLFQUgS02kiVz%2bEgchEvc9kA8qoWg46WAt/puaWbF7UA/z9Nty/vy1Nf/CfzzFEMvzn0jn8/Oly4Oa9wMAJfH1hHdrL47CMA%2bisEHeJ2YDqLCcq8vMwmVo%2brqkBRexsCnU1l39oEafc396C1CQT8tPtGF9fi/UL5%2bAw%2bWEjIbN67jSMH1WGGjrGiS11WDxzKiZ3jkUTOSDfEIOqNMLBZcOUxgp0VBVjXE0xirkZNn00E2cQNEqFNOF4Md2QIIyn/6jIc7LwGAnrCbS/Ys0V8iBE8nVObqckfwxD4fJARmQ/xGljyDXV0v9MGfrjbULgExb/BQavfYmh397Fze824vqvk3H1u16S5J14/GARfnkkF6/e7aIUsgFv7ZqII7PqsaSjDtV52dJ5m82ciBRTIiaNa6O5GYOcVAfSkxOkny%2bbMZmaPxnrly8hJNZg8/xpaCvLRR3t8NT2MVhOI9RHX9CQ72T2jkK%2bUUP8OzB7TA19RjGaC2%2bdMqUzuYnobWSx2shwhPp6oz4/mWRVArvw9LS2ktVlQAsgT2Q47NLqC%2b2XEyJhwQGSG8zKyMCSSW3Ad89hUHz67M%2bPMXj1U4kMceUCrv33bvz8iRp/XVLhn690eOHhGLy0MxmXTlC5MkiC%2bOtVvvB1/PnWETx713TMaKLnp6xZ6LlH0Rk2V5TSKpuQotcwHidiQT9XnTK3cv4cySxtXz4PK8T//SvNRmdtMRZP68fGFUvoJCehtTxPOmvI1UeinVI1q7WKctuCPOaNNMZZ4e3NOi0M0eGQefmgOEWOBWOTYUkySwbHbIiTuEATo0Ip114QYCAbpQiRo5Du1UhohgcHYUFHDfD1OQz%2b/DIGf3%2bPW/A%2bG8BNYDNw%2bXmcOliAi%2bfDcfV/fnj95XB8%2bLQKX5/R4qP7bPh/DbwGwl1NZ5sAAAAASUVORK5CYII=' 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He has been teaching (business) economics and accounting in a secondary school in Flanders for years. Gert became the schoolmanager in 2008 and in 2016 he was elected general manager of his schoolcommunity. Gert is a true believer of life long learning. Ambassador fell in love with Threefold I strongly believe that IT can help to create a better world and that is exactly the mission of the ThreeFold Foundation. Every human being, born on this planet should have acces to good education and equal chances in the pursuit of happiness. We need to create a legacy of a greener, healthier and happier world for our children.","linkedin":"https://www.linkedin.com/in/gertdespiegeleer/","websites":"","countries":["Belgium"],"cities":[],"image":{"type":"image","mimeType":"image/png","src":"/threefold/assets/static/gert_de_spiegeleer.36a08ae.b95ded935697cbd06dc645e4df5b9e2d.png","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/gert_de_spiegeleer.36a08ae.b95ded935697cbd06dc645e4df5b9e2d.png 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-e220713aedd129b5b30a90e8f6772c47'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-e220713aedd129b5b30a90e8f6772c47)' width='640' height='640' 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KQLVFDyxzkl9Qexq9%2b9ALZlQy4BrD%2b9h4LvxiksAQHithmVRvCUaj9hBCsPdcTvEGdd9rZHlakwAjJFstg4SjtsrJ47AL0P7Y838uXhSVCyO6yIDav%2bPGyJVde/EYUgJgDAR1uO3d0ByLOeAcUMRrK%2bNk17OyKblvRLogav07rdD/VEQRTMSTiaEe0O2JRSV%2bxJRTaGr3BKBSgJSRRGsTqHqE4gqlkPtAWb90C6WBRlAjagVmJGaRLC2oDgxjPbYFwWhrrghdcYVX3vOBWbUHBOkWG%2bAG0VwxfhhmDb8Gzhb2qK65m3jps2/GoeVAHwqgh9mAYUIAGcM7EnZhfk/jESMtTGy/Dniejsix98VN0O8cZvT3s3wAOTR9eWzDT7ZEkUhZJYPktJsh7W7E1CzU1D%2bRLH2a/dTFCmUL3l8RUa8ZLnU7t4iAlbNjlGyJRz3QjlYBdqJAOT62uG8xBLHXU2RzBHajYPYkjFDMGfsGOzfcxC/1UPcGBF2iqtr/s8AKD4qgXeo5Rhc9rQEYRYmLIHxiLFh/Qe4I5PDT6Y/RYoWNo/0vxrig%2bsM/g69/aOESJQw8AoGVrWHGWe9VzNAQQxF%2bqdRDAVB3L9T1Ic6Zl4ApiY1GVW7tuJZYhRF1ZXUt8FVzgUXaYvPEYB0Z2OkGGjAZcksLPxuCCfTSbh5o0DUqIqGLXulFf7/wIBqYUNEEMA/gOtbExG9fB7Wz/oZsbYmOO/vhgus/3MUwhwOPFdD/ZAjJSvoA65x6LkdI8W9xEg8ToqBLDkGpcxqhWCMqO5lKXHs9/Go2B2Pama/mkBUCS1QEMQDu1DG9vgwNhgFHIyuMfgcBn/WwxxnWQInHQ2w12wj7OfPwOzhg2GsoYXSF3UNO9fKTdHKfy%2bC8k/bYAMDhFmg%2bjcFcj1dsW/FQujNm45wUz1kSb1wnqPuGfb/U972OMEJ8JCbGQ6yXx9xM8Ipf1tkMYMXAx2RG2iPmxyKHmzyZ2aDqfBh7BJRbJWhBGYTSlgaL9guy8iU5/QHsuQ43CcAdyim1/j35yUWyGDtn3IxRgbXYRow92XzMX3YEPi7uAtdi9mXfwCgBoqKavzzTdFXvzeI4O9/7gJVte9QIdwRoh3OC/BFJn2307IFCDbcwEwTgGBPnOXsvo%2bGaJeNHlujIfba6CDVShO7bdZgh9ly7DZYhL1GS5HBHn41gHMCp8JHwuCTEMxu4YaHHJAextH1cSa4x1nhDjWkICoAN8O8kMuBKNvfHmfoBI8x8OP8/JNO7AQuFgjgEDRj1Ajs3b5HdKplYvuTN9wiUwIg/wQAxd/tCP25DZJOYhd4f6NBaC93YiJxxdqAPlwbMab6yA70ZBm44jx9wBG2w732hthvoYfdpGf8enUE0Kh4L/gRIfMmI3H1bOw3WoNzzia4HuBIr%2bBDu%2byPaz4WuO5jhau%2btsjgxHfUQQdHnHVw3MOMyxzH3BmshzGO0AbvofIfJv1PUAPSOXlK%2bB2LJo1F5sHjqHutFMBGBlRDUdnAgKr/zba4UD9iGxT32CmC1ICCfftxXWKDSNrgcBNlCWQGuiKbND9DAHaZaSFSfQH8NNdixfSZGNizDxZPmwpvzu3%2bMyZhi/pcpBmoI0dihYeiWfKiwFngpM067NVZiphlv8J/3gQELZ2MZMOV2G2lgV1Wa7HdfC02bViI%2bA2Lsd9eDxmeFjjO%2bcOZ9lfn15%2bx18oE5Y9fQLiRW9lwm6ziYwBqG26NcRgS7oP%2bDQB/doJKAIRdYQGAetSyxTzJvIgrDubYtm4FIs30cDpIgixS9Go4e3SEC9Ld2RmCvHAzKQWJXl4wVldHoo8PLsRGYr85M%2bdghnSWitDOngv1z6HoptQBKTrLEDB7Emzo6qznTsMqdpk5gwfBjFOn38pZiNZagM0bF2ObsToOOhjgFMvhsIsZ7NWXwWv2DOzVWo0XHIOrX78HQGADRbCmAYCaBgbUvFMhCP/MCQoANNxhRQV1oIYm4GH6SWSZbsA5W1PEM6D0QG/kBLNN0andYl1fDicgtMP58RxKYsNwJTyILTGQCu6CyzRKOQTstLstDY0jXR5N0fY4XPdzwEEbXRwhMDuMOFtEhMHexAxjR42G/hoNxJqZwo/Dzpb1S3HIWR8ZbIMZnuZIowjaLZ2H7RrquBjgRwNUr7wzpMx%2bgwYo6t8JsVQr7w7TIqvw/H/YFm/UAHkjAMJ2uOADCvcdwNmN6jhjYYxDnu7ICAlkF6BFDefEtskXd%2bMDqNjOuOhuQc9uihwalnMOhshkti75cWbwskOmowVu%2bDjjaUwIXtAn5Ps745gla9vOAGc4WF3y9aCmBCDN2xtnomORFRmKo65WOMjx95S7Cc6R/hmCETLThfeqxThja8zEcHj6HeJNkfcAlFfJFWWV7%2brfkgKVVQ23x6vJgMrPAfDyUw0QAHhvhIROIGpA%2bilk2ZvijLURjvl4IYPW9ywDuxEpoQv04AQYRKsbi2fs/w/C/JEfRDX3F/YGgvi7EAZLy8wgb/q4ooiu8Vl0MO5TSDNtdZBhsx7pBCHdhoC5WuIq/cVl%2bokMTyucJIBZFMkcP1tketIJOpohUlcTSbprxZstssIHqHz9MQAKEYDyqgYG/AmAv3s%2b4C%2b3xipr3zVqgOCualkCd86cRw4zdIe0PixxxQl/d47BtuzxjsiTukMWE46qLfGojI9ARayw48vj5hiUbQ7HE7a123z/NV9nXPN2wSOC9ywiCLclTsgiSy5R9fNYTvnsDleDXDldki0eFtQLe9yKoK6Ee%2bISDdEZd0sc4BQaa6iNY6a6uLM9hba3Xqz9ivfPCdQoS0DQALlYAkoN4HtUKqs%2bA4CwTfT%2bAYnaRgCEEhDtJMo5ZAgacD/7CrI8PHEzKgxH/byQzmHorLc1LtClXfdzwePgAFRuikZlHKdAAlCVEIHarfT/W%2bPxPC4ct6We4j2DKxJHPAkLxHPODdeo5llsjVe9bHAvxBMysuWJsOKkkG0OxbOkKFEw80I9kc1Ok%2bFmTs9hjpPuDsii%2bt8/ckRpgaveKmu/WskAQQQ/0QCKIMH4H%2b4MNZYARVD5lIUogoLCljwqxgWJJ3L9PHDQixpA%2bp3x5khMEK5zKHoYIEF5fDReptDrJ8RyRaKONrgiMRoFwT7UBDtccrFEvrcznku9Ucw2mke9yHTUR66XNYpojsqSo1FKxpQQhJK4YJTyb4tigmignHCO6n%2bEPuCAizVOO/J76UkKM05%2bAECZeREA1n%2bjBlR8VAI8//yGyOcekREZ0PBojEAxQQjvZpzBEStLHGIJnPJ2wHlm7gLpepk2uJCjcUl0CDMfh%2brYCFRFB%2bEprexNL1phZ%2bGCzXDZ2QpFAW4oCfVFSZgvHvIzsu30cdbWAFl2xnjMGaKWM0Pl1liUbA7DMzLpQagEuQQ63UW442yAfWzFmR50h56OeHb3KY2OELRczH4jAFXvFOWV8vp3io%2b7wN8C8KkPUN4cFQYK5QMH75%2b8EO663DqdSZV2x0lPO1ykBlzwsUY2xSmfADwXbn2FB6KYAd7zcSIwNsh1t0eOA4GysUAe6784MgAvIoNQTC15QtZcsjfBWQtdnDTQQgbdYhEHoCoC8ILt9CkNU4GfEzLtDHHcnu3SVg%2bHnSyR7ccEBPJzyv7gdX2gPsVPXAIDyqveiQCUV75VMqDqrUr557qAYITqXis%2be29QCUDDUxcUQ2HL6enTFzjg740TbE9C9gWFFgHgaPyQw9EDToa3fTj8%2bJAZwmapxAUXne3YstgCfd1RkcQpMI4CuTMJxQnxyKWqn7HQwQUHU2TY6hIMbQokGRIjMIgCyE5wlq%2bfdNRrAMAGJ61NcCkpWbxr/T7ohsCF7DeUgLyhBOSNJcDO8BkRrPvoOcFXH9rgewZUNjwfJBoiMuAhaScw4ISbJTIpgDmBDlRrGw5LDigMdUUBrXFhhITTH9seM37FjRnkRe/SX4%2b9BuuRH%2bBFUYxkfcdR%2bPxwwnwDFX0jcj0okAHsLqaauO5hiceRPrhPnyHsCGfY8D32G8UN0b30IekEVHbviZj9ssq3ysC5SHsCIf6seFEhrxfaAIMWASBAZMDfAfBS8acHJT8AoGh8Rkj5rIACpc%2brkEYhPMbR9wKVOTdYsMMuuC61w61gO9yPY91H%2b4ibpdn%2bnhyA7HHSwYoTnD3nBV3s1NPASVv%2brT3HZ%2bMN2K63FsfN9HHVk6YqWIILbqY4b6%2bDwhAnegkHXBK2wazX4ZijDg7Z6eGAhC33lnIDtEIInhlXMkAJgJIBbz8AUKkEoKxKQQDw%2bTb4Vwa8b4OVDY/GCF6grKoeb/iBZ85cRoKzA464muOcxA7nA%2bxxOdoDd%2bMkKAgXnKELTkpMcczVhDrhRDPjznNnTneuHGaskKSzBonrVmKn8TrxMZojbGtH7c1FkE7RKJ1hq7vAKfCGvzluBtnjIj1Cut0GnHDSxT5LHeRxJhE2aMWMi7T/QP/3xxcVAgDv/sSAsr9lwGcBUDQCIARfTpf1Bz9sx54MDBk%2bEwHGpuKusBBkhp817asdCuJ88GhzAC5HuGKbwVKELpxKf8/Mudoi3ZMsoBiedLLDSVdrZHjY4ixFMpPjdDp14jBb2yE7Mxy0NVQOPMz6tUArMkJwf6asf10csl2HXfZGeFDwUKz9Rtp/XP8N608AVH4MwL9hQI1CIXyw0GJeEXFp%2bHa07zwKLdoMgunKtdjPbO1zMRZ3fjK8zJEb5Ii7sT64FeuJi34UKhsjDiursEt7LcdgLRy3McBlzgF5ATQ1ng64zsHpIjvHCTLpqJMx9pqux2bNRbS4S3DcRQ83pLa4SQDOSkzIFB3sNV%2bDVLbUstJXoun5OON/BUBZAu8ZIG8AgCL4OStMgWvUAIIhFUZIBl3PD1AI1vI15wB3rzgG/i3adRyKNlyTvpuEeAs9pAnP9VCwTnBAOetND089uB0lwbOUSDxMCuZw447T5vTzOqxd9VU4sGIZDq3gZLdmBfavXIxdy%2bcjde1y7NZYiW18bcuapdhjuhq5IbTAYa64IrXHMU6BaZwVthmtxKnkLWL2eW3M7DuR/n8G4K2Q/b8A8LYBALbBqrefAsAghQemVRoEUfq2AYA/3iqfD3Bxj4Vq%2b5Ho3H0MOnX/Ds1b9MKwb8ch0socScbarGsjMYMnXI2RHWiP2/E%2beJoSgaKkMFylvb3qJ2HWA/EwLAr3vf1x056iaWmDazZ2uOrsimwHF5y3tebUaMmad8GdaE/copBeC3Nhy9PFNlN1pFpoIYkMuXPlJiqF7a%2bKt39Lf2UJfOgCBOm/14AXlfXMvLIEyqvrlV2gFvVJKccUcxbqo0XrAWjRqg8D74HmLfvgy6ZdMX78HKRFxUOqtRhJbGMHONCcYbs6TFt7KZTDTnwQ7scG4mYYjQ7r/Dq7wc1Ab%2bRL/VAY4I07vp64H8b3RHBGCPTDZS86Qok18kLoJaglucEOOOikgy0Gy5FiuhYJOmSG1BfldYLLe9vQ7j6p%2b8ajAEBZpaIBgAYNqFSolFV8BgAqO3/5RgTgzTtI8%2b4UY/bcdfWt249QtG43DB06DiYDBqF9p2%2bpAcPRst0ADP1uOk6mHkWysQ5ChSdBrXRwnOp9wsVUvF12j77%2bPv38LVrh6%2bzt1zj3Zwu30R2McZSm57DpBpyyN8QFFytx/L1II3WF097tMHdc9rfDPrv1SDRiSeivxFb9VYjUX4v8m/kEgJSuqCcI8r8J/P25XGTAH5yGXpQrGVBa8U6F558C4O0f32TRMiMRACMzL%2bmQEXPwn6/61HftMV6hxqDbtu%2bPDp2GoE27gWRCL6h80QmdugzGwX1ncMJLgu00NyE6q7HdRhfHJBZIZ6CXgj1RuCkYd2MCkU8W5NMU3QqgKeLQdJFdIdPJmkcr5Lpx8f1XAxxxO4LiyOCP0/NvM1mNeP0VSKE19l01BztjE/DbW%2bV/3nhR/hal5fUfAqYevC%2bJBvpzKRSl5QqhjPle5SzAo0rp5wD4r/90a9KsRR8RAJUve0hV23/DrA%2bpb9mqr6JZ0y5o%2bmV7NGvaEV817YSmzbuwDLqhbduvkbT9FM7uTMNhjqVptpYI1F6GOIuN2EsWnOVMnxcdiAeJFMP4EDzmhPcwJgT3Qv1xl6VQ4CvB3SAJCoM96BwlnPkluCalv/ewQBo9/zZzLSQarkSUzgqsmTUfw0bNhJmlD63%2bOe8AAApTSURBVC5cvCvuAFeTCSVlbz4A8REDSkWA3n0EwHsGyFVKyz4zC3TsPKxJa1UlAO3UBkpbtOwK1Xb96jt2Ha5o3%2bEbqHF17DyUJcAOoPYtVDsM4u8HwNl9Ey7lFmKPmyuO2Zpju6kBvKnkQbqrkeZqgexQHxRyni%2bMD0URbW9RUgIeRvE8JBBF4UF4EC1FUXwECsN9cSPEA5m%2bdjhgp0ux00Tw%2bqXwXTYDUdaWWLhoPb9/GNdwfDPkF1jaBOLqjafg4CZoFUrLCEIDEAIgJWVvueQKrvrf6//MgJLPAdC559Amap36iwB06jZY2qJVF3zVonN905ZdFc0JRstWPdCyDUWwdS80bdYFX36pRjfRHEuX6eHM%2bXs4deA4dluaIt3ekl1hI/zY0gK01bHHyQI54f64HBlMVY/B/c2xFD4p7gcH4CEBuB9JRsRE4DJ9QU6gO466mLDuNeC2fA4cF8%2bAlC1xR1Aopk1bhV69x%2bLrARPRu%2b8kqHUZi2Ej58DFIwa3C8rEx3cFIIpfvMHz0noe33HJFc9L39YLv3te%2bkYEgEcVrk8BUGnWuUnzVt1FAJq27EYG9ECbtr3rW7fpqWjBgJt9ReqT/mIJNOskgIP/fNkBQ4f/hB27LuBsZiFOpKRii%2bFG7Lc2QBKPIbS6oRtXIZWT3ml2gGypP64H0iQFedPiss35eaFAeC3YC%2bd83XDI0QLxeqvhwqw7Lp%2bHEE2Wk9567EncjnETZqNnn9Ho3GUI1zD0%2bvpHdOk5Dp17jMGocQvg5ZeIq3nPRRCE0hAAePr8D4Ws%2bI96gSWNAJS8UXn2OQDaqH7N1U9Fed5f2ka1Lzp3HVLfocsQRcfO34pfKpSAGoWwvdAR1AagbYcBaN22H3x8t2Lfgcs4d%2bE2DsZvQ%2bzGddhpxAHHTAubqNyRG1Zhq6U%2bjno60ii54aK/h7hNnuvhQuHzFB%2bn32Ojj4iNy%2bFDsfPXXIwofU3ErF2G3Rx6dianoXe/0VDrOADt2vdmYnqie59x9CNj0Kv/D%2bjUbQy69BiHEaMXwtDED4eOXcOzF2%2bFKVFRTAYIpolgiAA8efa7ytPnnwFAta0AQF8V5Xl/aUtSvXmL7vXNmndVNKPgtVbtLa7mZEazFt3xxVcd6AWUZfDT1KU4nnELO3efQ2b2PaQRhGBNLbYvTew2W48tumsRqsG5YMNqxBpuQILJBmzjRLjD3BDJpvqIZAv1XTkbwRoLsGmjOpVfC1vZUTbprsfZg0cREZaAdh36E/hB6NR1CDp0GcCgh6BrrzFox6T06DtBNGg9WRoduo5F34G/YN5iYyQkpysePXkt7gmyFBo0QKEiK/4sAN80adN2gAhA6zYDpO3UBqN7z9H1HTsMVKi27YuWDLw51f8rlsKXTTvgq2ZCKXRGs%2bYsBx5j4w/j6Ik87NxzHhey8pG2dR/89A0Rr70Su3U1sW2DBjZpr0C45nJIVy9G2OplCF2zHAErFyFk5ULEESAh6CRdDaQQsARNdRyJT0Dm%2bVy4uklBYUa3niPJgkFo3aY7Wrbuiq7dR7A9f4Mu3UagY5fvCMJIkRndek%2bAWufRfP84xbSZ2vW70y7izt0qEYAzmXdVHj39/VMA2rf/tomqqhIAVdWB0taqA9C523f13XqNUXTtORpde4xSfhGVWI2ot%2bs0mFkZhA6dh1APemDaHA1cvPIUO1PPIZUgnGc5pO3KQLijDzYb6WGbFgciPQ5DFvqc64052pqKDz0ftTZCGsslVUcTKRvWYIeeNjaxixyKjMDpdDLq3CWYW7jSiVKT2vWmGHcl6B0JQDde00h6kaFCt0IPskG1/QCy4jt2qmHo0ZtAdB%2bl6Nx1dH3Pvj9iwuSVIgDfDJ2hMmOOzqcAqLX/polqG6UGtFX9WtqSdrdNm/71rVr1UbRqJdRdf17A1yyD/mjVuh/NEEuheVehTMiOrmRFJ4REp%2bLy1cfYvjMDe/Zm4tz52zh88By2xe/G/qg4HHBzwkETfZyyoVP0sKf7s8NpBwscMtNDqpEOdhtsQOzqJdgTFITMsxf5tyeRlXkNmlrGaNqiC7%2b/F1qpdiPwfalFbMPUoA5dB3NA604GDOFrg8XXOzNR7TuQwb0IQLcRBGAC3ztUBICDnEr7TiM%2bwwC1gU1atu4tAsCjVI2Z7dVvQn3nriMVwoexPNCcQDRltr9q2g1Nv%2brYsDqhRYuuUFFRw6SfViDr0lOC8AR792fj4JEruH6tCJmZt3HkaA4uZd3EnZOncCLACwfMjXDC3BjHLIywh7W%2bcz0HnfWa2BMcitvXCrH/4GmcPXMJ6ScuYvYsdbRq05f1/w2z24fgC2aMpqxZB7ZltmgC0KptHwY%2blO/riS5CaTBhnbvTw3QcXN%2bVpdGt5ygRgL79x6m0bjvoc12gb5MvvuwsAvBV0y7SVgxYrcvI%2bu69xyp69ZtIgfmB9TWWrWcU1XcEv2wYL2gov2y4eN6W9OvUfRQ8fLfhVn4NbhdWIONcAdvjfTx99geKnrzExZwHuEKGPH1UhhvpZ3DYzR2Ja9WRYm6C9OAQXGXGb14vQm7OHRw6eB6ZF/KwY8chDBwwivTuD1UG2bRpe1r01viiaTuxDNp3%2bBotVelNyEKBBW3a9QWTKZamatt%2bis7dR9S347X17DVaBKBL16EqffqN/4wP%2bFKNAHQUAfjPF2rSVq2FEuj3hsjL2SLl7TsMkdOFydU6DpW36zBY3rrdADlLQs4BiWugnJ1D3rLtAPmcRcbyIyfvyAse1cqflLyVX75RLM%2b%2b%2blT%2bokohZ3%2bW37lXLs/MuS9/VvZG/qzohfxI0k55%2boFT8phNe%2bS2DmHy%2b/fK5Dk5%2bfKMU9flZzPz5FLpJnmrVp3l7TsNkrdo2V3eulU3efMWHeVt2vaSt1PrJ2/Vpoe8WfPO8qbNOspbte0r79D5G76nl7xjlxFy6oa8U5dv3wjJYVcLF2Jr1ryHilrHgZ8C0OQ/qk3atldqAJ1faK8%2b36Mbha9jp%2bGcCYaibTuqr%2brXBGUA2rTmsXVfnvcVS0P4nRrLRPh9768nI27LSZzJKsJDGS1pFXDnXhVyWBbFtKnCjZWnpa%2bRc/2B%2bF9w09Ku4OeJTujdcR1aNJkLF5f9uJb3jJ2kABmnr0BL24Sdpz0Z0Jf135sizOtoze7D15p90ZYl2JYl2U4Ux%2bYtOzPzgxlsT7FbtGnXRxTODmQqtSpKLO82fVRatuz%2bOQDaNmndVmmFm7Xs7tq2/aCXnbqOLOrRb6KsZ/9Jsj4Df5L1%2b2YKzyfKOvUYJSMLZKrtBsraqA6Q9eo7Qdah83BZO/7colV/mdZ6F9mJU/dkx04Vyh48/UP2rEwuy79fITuffU/2tPSNrOIlZEXFtbK8/GcyY90YmdoX62UDOlrKuqtulHXroC0Ljzosy8q6I9uTekL2409zZARA1rJVN1nrtn1lLdr0lqmotJB9%2bV/NZU1VVGUsCVm7jn1l7Tv05/vUZG3VBvB9fXhdPWUdOg2SNWvZpUity%2bCXrdr0logtvl3//7Rq2aMx7P8Hf8Bhd1f2E10A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Love old cars and chocolate.","content":"

Why ThreeFold?

\n

I believe that the access to and use of information and possibilities is a right to all humans

\n","name":"Gerhard Wedenig","rank":5,"bio":"After an education in electrical engineering, I got drawn into IT, then called Data Processing. I wrote my first COBOL programm 1969. I stayed in this industry till I retired. I belive that even with an technical background, sales is very important. If you find no customer for your ideas, products or solutions they won't sustain. A good amount of curiosity is a good base to remain active and vigilant. My aspiration is to maintain my level of development skills and knowledge and remain in the IT industry.","linkedin":"https://www.linkedin.com/in/gerhard-wedenig-857b3a2/","websites":"","countries":["Switzerland"],"cities":["Untersiggenthal"],"image":{"type":"image","mimeType":"image/png","src":"/threefold/assets/static/gerhard_wedenig.36a08ae.2184280af291b7342b295033cbb80096.png","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/gerhard_wedenig.36a08ae.2184280af291b7342b295033cbb80096.png 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-1c4442c8ce0650bdb635c9ce749b2588'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-1c4442c8ce0650bdb635c9ce749b2588)' width='640' height='640' 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Ky3UAJfLJ%2b7srlgIgJ0iqNfPo6wwExlxamTEayQgNtAP9OZE4Uh/ER6dqMaPd9Xj5k2l2NdXQNrmwtVTglmOtR35KWjMJgM2dcLTU4ODfVW4c1cnfmrswcmlTXhjuZ8%2bIg%2bOukzMNBSihgCXJ2qxpToHA/x8XVsONpUnse2qsWW4k4kxrZWABMIqsy8YETh63YE1BqzDB1gdMgCmfdcqKX5%2bt1sWQZPFSfq7MT%2bvQ2leOtJiNYhTB9EMqZBKABqTQ3FdjwCgCv%2bmb8bDumbcPduCo1uqYG7MxHxjAYZLMtGZm4S9o924tr8ONw814L6pbjwx3YZXOA%2bcdTXiweF0HGxJx1JPKYwNeQQiB04CaGpMh6cvHzOtmZwJojHF0dhut0nLKd02c63SBosvYgLXHDy0fhFkkNK%2b/5oblaS%2b30aBMZMBJpOdiuvC3Nws8jKSkBoThnhNEOIJQopWgbqEYCxzaHlkeyWeNjTjF1T953xdpHcL7ppqINW78YB1FHebN%2bH7E624a2sjHpvpxDP6XvySr7%2bwvQQXTHV4ZbIQd3VvwAMU0Xu2N%2bOO8TqcGKvAMQJ5fGs1LG1Z6CxKgW56gsy0SEOZy22jP7GtOjkiW%2byWgG2PfFfY6rCtRwNkAG65806l2ebwWx0EwOpYsZgpgDYH5nS7UZSbwl4chNgwBX1AMAEIQlVcMK5pz8LD46V4aqYWv7I3k9K9eIP9/xVfD5539eMZ1xCeFWK3ZwyvLo/i5OIIXjZ2cAzmwLSlEGfYMc5PV%2bKR7hT8eLwMT0434Edbqzg5VuGe8RrcTW3xduVhuL4AVvMcRVnMATb5XqHLsipumHI4Ciwsy7OAw2VZRxdwyrQ5elyIoN1vd7hZa44Vq8UB4QV0HIKqijKQweDztCEojFIjK0KFOrrBw310bGMl%2bNlUBQ0QB5s9fRx%2bOADt6cY5DkQnne045eri8wM4t5ctb88gvUE7nttZjWe3lOLV8XJcmqaF3lSAH1MLnp2pw8vzjXiWtvqpyVr8eKIeBymG4%2b0VtMDznAEEAA5JnO0O%2b6r4IsXhdAS8vn3rLwG2O1kEDx9kCdj8QvgsFhsZQHoRAD0HkLrCDPSnJ2K2OA%2bThdmojg5DJ53gtb25uGesmCJYgefMjTjp7uKgQ4fnasFbnma85W3FZW8b/BS7y/uHcW5pGC9bevHE9lr8dKgQz4%2byDGbq8dq2CjzUnYWndtI42bvwuqEBL%2b6q5oxRjRuGyjG7kd3BwhYoBNAhAJBcKjVgQQh1QG%2b1y8OQfV0AyCWwfO1hWQPsHvpt54qZJSCE0ED/3VSajfmqAlzXWAN7US7GshLQw4lwuT0TdxKAR3ZRBzgGv2RqwllzC87M1uKytRVXPP24sjCA3%2b4fYfCDeGa2HT/aVI1HB8vxYHceJ79qnHcO4HV9Jx4eKsPD25rwmmsYb9i78TKZ8RS9xfHBSlhGOuC0GuVvnu1OyZs4JCMkvrChFV6US4DmaD0AyD5gYf9%2bAuD%2bJwAM3mwWSNsxTBs6lJeE/dXFWCzJgr4iDQNpoXC3ZOAYe/9d44V4YqYGL%2bjq8eu5RpyZaabAdeF3e7fjnb2TOO3ox1MUvnsHa/DD7jL8jJ7gzqEq3NRTjoenevHQjk7c2FvGYKvwlL4fr1g34vmpZjy1tYGfXwnzSBtckgu0MnAKoMMq2t%2bq/D0Fu8B%2b11obdKynC8gAfO97tyrNFpffRg0wW1kCBICMIAA2zMxOojorHjMshUNNpZgrisd4bgQMVfE40JWG2zbl4xG2wyd31uGXpPdrO1tx2tCPdw/rcGFxEo9vrcW9Q5X46cxGfK%2b/CodaS9j2qrG9JB1zNbnYXZ5OVkVhX2cJ7plowc%2bmu/D4jlY8tKWa7bMEc2yhTqteCt4paYA0EK065bvUgSNHDwf/6/ecV/XPbJet8M133qs0EAAxAZqt1hUjjZAwQ2ZOYGY6sPaGclTHhMBVy15NdzaSyXG4NBq%2b1lQc5dh6L5X74bFaPLq5Fk%2bONuHZyU68atqEJ3d14XvdhTixsRw3DpTDU5uO3QXxmCrfgOnGPOjbirG5MIYaE4IdRZFYaMnBTWTHHeMN9A2l8NEaT3WxDIwzsDkk6ktfw9td9tW1b6QD%2bw/ul52gZx0aYFgTQe89Nyn1ZqvfQvU3Wuwr8xRBg9ECE3cCgqkd4yjmZDZekgxbYzaGs0KwqzoBc2SBsyUFt2wpw120vbcNsIVtbsKDYy14lNQ%2b0lWMXbmR2J6pwZZUFTOtxlxdCnZUxGO0IAIzdRuwvSIGm4s0GM5Xo2%2bDCuN5kVjsKaazLMI87fBoYxEs%2bt1ko5XqL//ViV1ogNcjdQHX2ixAMNYBgMUsM2HZRQBMftphzJscK1wUQBuMXAKEeaOOU2ElKhMZADVgY4oKI4XR2FYcjd2Vsdg/WIQjG0txnFS/ZVMNs1iB41saMJIeifpwBXpTQrA5Jxw7GbihNQ0uujxjcxrs3bm0zRswXKBFJ1nQQwvcmhqG2YZsuLqLMFYSi96KDJh0UzRmJtisDsmg0a6vii9rOcIHFlym9U%2bDBqvsnqyLbokBnAShM1kJAAO3sAQsNqkUTBYLJibHUJYag5GcBPSliAOH07NHMpuJcHRwEKI1PkoArmPvvpFO7hpSvjGawWdGYmd5GsZyYjBRGI%2bdpUmYrc6AjoHNFW/AWEYMu0oYtlemYaQ8Gc2patgolvauAgzlR6Cfs4FggMVqYfAyADRrq8K1Wm22gFM/LztBq/XqAZg3ySXg2bug1BlsfpON/t9sXpkzGTFP6hssVnYDK5nAcqAR6W2rQS6NUG5kGGo3RKI9g2VRkQJ9cy7s7QVwt%2bdjD4E4NFKJa4Yr0ZNGxtTn4NbJHg5PddjTSGo3V2BPTQlcRdlw5jG7dJrz5ZwiqfibS%2bKxtTYDzv4yTFbEoSdbi57qXBjndzEJJlpf4U8cQqBXxf1K2uOAyySXgM22DidosMnCceDEjUqd2e43EN15k4UaYME8g59n5o1mscwEwIodO0eRGq9GeJACOTFq1KVHoSs3BqNkwVQNPXt9OsytufD0lsDLIPoywmGszcKDu/vwo909uJt%2b/9YtdbiJLe9QZzEOiNVTiOXeHNhorXsywzHTXYJdzRnoy9GiiqXT01QOC8dymY02SLfrbI5V4QhtNlPA7TZKANjtpqsHgEHLJXB4v3LWaPUb2f7mjdYVndGKOZMZs2YTQTBDZzRTEwQT9GjlgeLUnAvIhALO6o0ZkRgoisFkVTImCMT28gTMNjKznfkYLo6DgwEdHaikPlTge5sraKDSYW1Khqc7B9a2TFhaNsDWnITdtUnYWBRL0ctED/Wljm6zJEWDoY0dpL1NOFRpSTdqHLZVcW/QZrMH3Au%2bNSe4Dg0wrpXADQeOKOcNVr%2bBAOhN7AKcBnXMvI7BCyYYjDbo9aIr2DE9PYlizvo5SREoSohAAdtjO1nQnx%2bLTSUJGOEaKojGXBvbHJlgai%2bEvjKFLS4b17GvLzRnQVeZADuDFwI6WxOPueo47KxNxUjtBrSyLVZQCEsSQ1CVn4Tp3duk%2b4EWnkMMaUIHLFbrqnCFfBywOLxrGrAOJ2gyy1b4xmuPK/VGp19vcnIAkgGYN8sloJc0gACQFToCYbKbUV1fifb6CmyqL0Z6qBIZ4UqUJWpRmxqFqiQNOvMSoOutgpMtcc9oMw6PNWOxqwhLHQU4QNd3kO3SR5FzdFDtu3KpIRkYq96AjTVZzLoW6TEKZMUHY2NXA0ymOQJvkAAwszuJVm2x2FfFtEpGBJwe%2bbY4xfrqAdCbZQ1YPnRMqTM6/FyYnWcJGFgCpL2OtW%2bQACAYghEUoR1zU4iMipDMyfTGJrSkxSFTq0SqJgjJYmpM0KKbyr1rYz0823pwaHoAx3QDuHm2D3s2UhyHaqSlY7ZnapLJkBws72jD/Egtmjn7Z0SFIj1WiZqyDMzMTBIA1j9F%2bLsSEFpgttpXqQN8bA/YHfKfyZnXwwCdUUZtcc/1ylmWgJR5nW1lXmfBnN6EOWqAAEHHx/MGAzuDARXVFVAGKbF33x4cXbRhsDgNPQXJyI4ORRJByE7UoDwvHsOd5Zjb0g7HRB%2bOGDfjuHkE%2b7Y1wzVQAV1LLraVJ2KiKgXmvjLsnx/Ett5SFCSJ4IORmxaN0S0bWY7z1B4LAWArFjuTYTJJ5mzV5hAAOAJGs/wXIpxfrh6AOb0MgNtxUMnM%2b/UcgOYFA3QUQJ2RIHAZjZhh8Hpxg7S5FprQYISqgqVbUy%2b99DT2WWcxVJqLTXVFaChORf6GCGQRhJKsWNSVpmOkqxbLlglcYx7F8uwgbLTKI1WpGC5PwlR3MZb0w7Du7ENz2QZkkvaZyWr09zRRc2apPUaJfVLQZtGSac7EpGoVImiXGGAwyCJoMq9DBGf0cu%2bccVmUM/MWSQNmdZaVWQHAvAzALA%2bho/o3NtdBrVYiUhsMpUKB4U0b8eLLv8Bbl87g7mPXY0dHAybaKjHUkIu6ggRUZMYjJzkChenxGOisgW1%2bHC7dZsyNt6OTbrK7MgO7x9owMdSIlrJMTI50oTA7Cb29LZid2w2DTg8Ty9AktMhogsFgkv2IKAUbGWAX5WANmNe%2bHDWvxwiR9vIXJEcOKqd1Zv%2bcgdOf0bIywwvO24QGGLBrdgaNDXWI1IQgJjwUUepghNAHpKWl4NGfPIS3/Bfw6Wd/wuvP/xLeqXHs6qzCOP17b2UWqnMTyAja4fIc9LYTnO5qdDQVoZ7MaCnPQmtFNrKjVDCM92KvexY11aUwssz0BlJfx11vkEuPJagnAGI%2bESAYTeZVMapLAHj0awBY1iOCct0sH/kBnaDVP2s0YNvUxMrw6BA6ettQXlmMlOQEOXhtKGIj1IgIC4ZapUIQWSBuVV%2b8dA4f/uH3%2bPY/v8UnH76P%2b26%2bHob%2bNsy2V2FHG%2b0wO0JpRiyZEIsSskJ82VlOO91Skokido7R9mq89PP7cf1BCzYkx2FwUz/Gto5g18wulp2BIsxlFACYMUdWzJOVXKuiNAhKgM9JABCkqwdg284JaX/nz39UDo4M%2bcvLi5EYH70SqQmGNljBQBUMWIGYiDDER2kRHR6GSHWIpAMqJRU/NwfPPvtLfPTRh/jiiy/xl//2N/ztr/%2bJc6%2b9hBsdZixvHYBvrBMDVVmoTI9GRVoMWqgT/fy5Iz8Z%2btEevPzMI/CffwG3n9iLOFrsaHGdSDXS01JR31iHweF%2bbJscx7RuN9vwHDWApcBZQM8ZRTdvCNj1OhmAef3VAxCulX5XkVSYpNSqVX4Ng9aGqlbC1SpEaVSI1oolUz%2bWIMQQgGjBAu5aTSiUBEH8Le/777%2bPL7/8Cl99/Q2%2b/o9v8F9//xu%2b/vJTPP3Q/Tis34n9UwNY3t4N9%2bZmOEaasa2hCDd4THj7/Ct4%2b9JJBN4%2bhfvuuA6JUWokxEURcI3EstAQsi0sBBH8OTEpDoVFeWhsrEXvUP/qtl2T1KnpwPEb5RsiBpPu6gHQhPzjoVIbovBrQoIQplKsiD2KmRYrmtSP58ESo8iCaDXiY%2bQMhfP54OAglJaW4uTJU/j0008JwFf4%2buuv8dVXX%2bHbv36Lv//Pv%2bPKxTM4sWjFNWPdXB3wjPXg6Qd/gC/%2b/B4%2beO8y3n3nPD7%2b4BLuvu0Q4gm0AECsSAKt5c9qao6aQKhUQQjmCuVSh6lW46IjkJuTFpicHpMAKC7KWQcAMgEUWgJAMPyhIQqogglAWBAiw5TSitYoCQAzEK2RmBAfreVOAMgSLbMjtODQtQfx75/9GZ999hlL4Qt8/vnn8vryC/z1b9/i04/fwzP33477jizj3XOv4JuvPsYnH72NP/z%2bN/jovbfwx99fwonrfWRdEGLjIhAXG4FYXkcTHoIwniEshEtoT5gK6lAVNJqQVfn6QYFQlUqKgo%2bvHgD1GgAqAqAWAIQqmFUCwGEngiuKK0YrAxAfHS4DwMcxzI5gRhRXCFlQUlqMU2%2bewseffMJS%2bIIgfIrPPv8ju8Mf8cc/fYQvv/gID/7gBExT23HxjZfx6Sfv4kNm/%2bMPfoM/BC5zXcTBJRP1JQgxDD4mNlwCQLAgXGJAkAwElwBBowld1bI8w8ODA3GxCVIUERGh62CA8p8loFEp/CwDaAQAoYJm1APqQAR9fnRUMGJjwhAbyxqN1SCJKz5K6EEoYnhQlTJI%2bkROH2QAAAYMSURBVB8kVwK/w0effMgy%2bBxffv0pAfgE//GXz/GO/zxyE2KRHKyEccc4Pv/kd/gDg//o/ct4/51zePfKm3DbZgi6ioGHIzpGg1gCHScEURsGDZ8P4XlCycwwehGu1VCCpdEGB8IiZAZo1vTs6hiwBkDIdwAIEQwJIgACbYLB7Gu1CgYazNrXSCuRICTHEAjqQSy1QBxSy65QmJ%2bP106%2bjrev%2bPHnP3%2bCv3zzJdnw7/jf/%2bt/4NjhA8iNjcRYbyv7fx5uPLSArz57nwBcIABv4u2Lr3C22EmTRbGNIdN4nRiWnGBBFMVXQyEOZeChayzQhClXuVgCygCZulYCyqsHgIIna0CoQsnHftH2tKFBK1wQZRAeHkQWKKROkMDMxJGS8WxViQw%2bUQJACKMGyXGRULMUbj5%2bHO///n389soVfPbpn9gS/4Na8Anaq8pRTN3opIpXZCahrrIEv/vtOWrAJWb/JC68%2bUvMTo/xWiEEQNYAwSwBbgxBjuDzQpfUIjEUQbJ0NZxlwWQFeHwJAJbJ1QMQ%2bi9dICxU4edij1esiFIQgf8TABWSGGhStNwNRPDicTwHIKk8uGtIyerKCnxEM/T%2b79/FBx%2b8h79RAC9dOovGsmLU0lBVatUojYvGoteDX59%2bDe/97jx%2be/l1nD39HPTzk7wedYUBCxYI35EQyRJguxVGTEtvohalySRRu1aFYLMUAsEauQTC1OtgQPB3AKgUyhDRBsV/ZQlRrHAhfA2AcDIhOpwAkPZipbD%2bRQkIAOI4ukZFB7NmReY0CFYE4ac/fhTffvslPvgwgG%2b%2b/Qt%2bffLX6O/rQVNlKSqSYlG%2bIRX33fsAnnvhRbz91mn4L76GN0%2b9ALfHTOqHI4otV9A/jhogGBbFTiAAiGB5iNJk8CJJq2E8I2eTgCYyTGaAWnX1AISsCWdQggyA%2bHBtcNCKoFe4VoiMuIgMQAIPJoRP1L7YhWuLiaRXiAzmwSmGBIMnweahAXz79Z/wxWcf4OM/foCLly9gcnQUacz%2bQF0upgabcO7MKfhZJmdOvwL/5V/j7NlXcOToISQmRhOAYBoflbQiucTnR5EZkewGkewApL1UAhqRpFBlIFwr97LwsP8PABQahZItUHKCGgEAkRYtKYIAaCmGUQQghjSPiFAyaNa9pAXMkhAqdoeoaGYpUikBE8vnH/vR9/Ff3/we7wV%2bgyefeAyb25pQwM8cr0qHe2sT3j73ErvEZ7hw/nW88/brOH/uV7jv/h8iPSOJwPN6FF/REUTbFUt0gnD6gAi1zAaCsCq71qBATGzQGgDr0ICQ70pATQBCRBtk0KHKlSheLIqqG6WR/UA0MyGyHEkAoiNDJEssABACGBfLdhgdLIETz/cQU%2bzaPoK///fPcPHiG7j79ls4/uZjU3UuJltzMVafjMd%2beAP%2b%2bs1XeO9dtsF338TpU8/i%2bRefQXlFEetcgVgCHsFsi6zHMHjRHbQU4nAGH6kVIKhWw6kHAgBtWLDcBULXAYDyn6xRBrMLSNQPU62IC0eFMyit3A1ErScw02KPjfhuNhCukNmPVElaEUnqxkQRNDKmODdbyv7vrpzDXbfdgNr0KEx35GCuNwtjTYlYtmzFJx%2b8jff5ng/e8%2bPcuZO4dPkserraJADjCIDoROGSJSf1eS0Nk6GhU1RzaTTKVdGmWZ4B5l8WwTDFOrrAGgCRFMFQJTVAoBoWtBKhlksgShsklUAEFTg6Ikzq%2b4miPUWSmgQiloBE8j1RwiyxVqMJmnCK4WyJx48cwp8//A1uu34ZTamRpH8yZvsLodvaiP7OCjzzbw/hT5%2b8g48%2beAdnz5zElSsXsJ1jsNCRWH6OKMMI2l5psQsJPyJACOUZmbjVEKEFGkUgIk6xZoTWAcB33qEsSqkMJgAhYZLwSVY4PFRYYWaWYAi7Kzy/KihIMj1Rol8LJmgFRVWyIFKtxfMJbF9RPHRzZRk%2bfvcsfnjYhfoIimNRCubH27Fjogd9XVVYcs3ivd%2bewYdkwduXz%2bCK/zQMukkJAPF5kep/loHkARg8SxYhki0OWhVawRVQhK0Zof8HAP8HXhQJNbpCFGcAAAAASUVORK5CYII=' 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Why ThreeFold?

\n

How different the world would look like if the internet was independent and safely accessible for everyone.

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After his studies of physics at the Technical University of Vienna, Gesek entered the ICT industry to foster the beginning merge of computer and quantum science. This milestone of humanity seems to be reached now with the state of the art production techniques in the nanometer realm. Ambassador fell in love with Threefold I see the ThreeFold Foundation as the first comprehensive attempt to create a fail-safe and non-manipulable algorithmic transaction system, which will be capable of distributing fundamental resources, like compute power or food, equally and suitably to all humans.","linkedin":"","websites":"","countries":["Austria"],"cities":[],"image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/georges_gesek.36a08ae.8f983c5cf3b30b7d40bb64aacb286540.jpg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/georges_gesek.36a08ae.8f983c5cf3b30b7d40bb64aacb286540.jpg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-3f11966a77354d3a2059f70aa1dcbc51'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-3f11966a77354d3a2059f70aa1dcbc51)' width='640' height='640' xlink:href='data:image/jpeg%3bbase64%2c/9j/2wBDAAYEBQYFBAYGBQYHBwYIChAKCgkJChQODwwQFxQYGBcUFhYaHSUfGhsjHBYWICwgIyYnKSopGR8tMC0oMCUoKSj/2wBDAQcHBwoIChMKChMoGhYaKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCj/wAARCABAAEADASIAAhEBAxEB/8QAGwAAAgMBAQEAAAAAAAAAAAAAAAcEBQYIAwL/xAAzEAABAwMCAwcCBAcAAAAAAAABAgMEAAURBiEHEjETIkFRYXGBMpEUI6GxQlJicoLB8P/EABkBAAMBAQEAAAAAAAAAAAAAAAACBQMEAf/EAB4RAAICAwEBAQEAAAAAAAAAAAABAgMEERIhMUEj/9oADAMBAAIRAxEAPwDqmiiigAoqmvt6bt6kMN8qpTgyAeiR5mqtJekd915SifNX%2bq5bcuNcuV6zorxpTXT8RraKyguMi3qHf7VodUKOdvQ%2bFaSFKbmRkPMnKFfcHyNPTkRt8X0W2iVfr%2bHvRRRW5iFFFB6UAc8as1gzC13dzdXlNtNPqYSkAqJCemAKubFxQsc0KZiiT2yElXKps5UkDJI9AKweodOnVuv9QxJb6Y77M57mSk4BGRjf%2b3H3qbAt2leGV8hLlSlh59lxslJU7kEbg56ZqHao9tr6XqluCTXmi0mcYID05UVUBaU57i%2b2TlQ88eFNHhtcRKExvnylQQ%2b2n0IIP7Clzp1nQcplmfGiNs9uVJQXmAnmIO4BUP0zWt0vHbe1pEkRnORhltY7Ns4CiUkDI8QBk%2b9NjyUbY6Eya91ta1oaNFFFWiIFFFVl91BaLBG7e93OHAZPRUl5LefbJ3%2bKAEbx20tM0/dHtX2mSpLEt1tEptI7zayMc2f5TgD3pRX78fOmw27m/DciDvNySo7hW55v%2b8KdfFHjNoO66Uu9jgXNdxmS2FNNiPHWUBf8JK1ADYjOfSufLLqGXb1JKGmZLIOQlxOcVwX18y6iiri3uUOZfg2WID95syWxeEOwI4CgzGiBKcjoAogH5Apo8EogciT7gUHk7TsGVK6gD6sfJA%2bKQ8rX15uMAxkoaiskbrSO9jyHlW30BxksWiLDFs97hXJSlcz6ZEdCXEqC1HqCQRjHrSY1b76ke5lv8%2bV%2bnSNFYPTPFvRWonENQr2w1JWcBmWCwsnyHPgH4NbptxDiErbUFJUMgpOQRVIknFt%2b4163u3MkXcQGichEFlLeP8jlX60sr1Pk3OWqVcJUiXKcO70hwrUfk1G7XmGM%2bhozzpIO2%2bMftWPv6OQ2kK/HMcvXnArTyml2gtrkKSkL3CSd1fFR9L21Vyv8OM2grUtRUAPRJOfuBV5q/ScmDcLbOuL5cMlaW3Qrog4%2bkf0jFDkt6Y0dr1H3p%2bWxfbmzCXIbjtnHcWeUunyBO3xUzipb1Rp0BaUkNoaLfsc5qJYNGHU8%2bX%2baliJGcDSSE55lYycfpvWs19Y3YGgW0vSnJi4zjZ7ZwZVgHlIJ8t9vHHnWbcU0kPJymm5CnWoFOFb52xjrXvGuEqKtKo8l9lafpLbikEe2DURasEn3rwfdwsjwxWiRif/Z' /%3e%3c/svg%3e"},"private":1}},{"node":{"id":"garry_veale","path":"/people/garry_veale/","excerpt":"Technology veteran & previous EMC EMEA Vice President.","content":"\n","name":"Garry Veale","rank":5,"bio":"Technology veteran & previous EMC EMEA Vice President - who was part of the original/founding EMC EMEA team that was recognised by for both creating a new market category & being the fastest growing technology company of the decade. 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An avid explorer he has visited 77 countries, where he has formed a solid network of collaborators. In his free time, you will encounter Franz finding inspiration in nature, climbing volcanoes, and exchanging with leaders across multiple disciplines.","linkedin":"https://www.linkedin.com/in/franz-josef-allmayer-0a76661b/","websites":"https://www.joinseeds.com, https://hypha.earth, https://www.integrity.earth","countries":["Guatemala","Austria","Liechtenstein"],"cities":["Quetzaltenango","Vienna","Vaduz"],"image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/franz_josef_allmayer.36a08ae.957343d3182f411626bcf9f86fb93652.jpg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/franz_josef_allmayer.36a08ae.957343d3182f411626bcf9f86fb93652.jpg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-b9890fee8c762f8eca3e7442fcfa2311'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-b9890fee8c762f8eca3e7442fcfa2311)' width='640' height='640' xlink:href='data:image/jpeg%3bbase64%2c/9j/2wBDAAYEBQYFBAYGBQYHBwYIChAKCgkJChQODwwQFxQYGBcUFhYaHSUfGhsjHBYWICwgIyYnKSopGR8tMC0oMCUoKSj/2wBDAQcHBwoIChMKChMoGhYaKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCj/wAARCABAAEADASIAAhEBAxEB/8QAGgAAAgMBAQAAAAAAAAAAAAAABgcDBAUCCP/EADQQAAIBAwMCBAMHAwUAAAAAAAECAwQFEQASIQYxEyJBUQdhcRQjMoGRodFCYrEkM3Lh8P/EABoBAQACAwEAAAAAAAAAAAAAAAQCBQEDBgD/xAAnEQACAQMDAwQDAQAAAAAAAAABAgMABBESITETQWEFUXGBFeHwIv/aAAwDAQACEQMRAD8AWl4tooFWoeWGOFx5%2bc7cDknH5cDk6n6u6otjTWq32qeJqeghC%2bIY2Jclcnt%2bX767gvPRVzpoqe50V3gmTgyFgxL%2bvk5x6dhnXfU/w3pqegmuVnrJJI4lM5glQDK45CkfL01TxKEYGbnt7UK3XpsOpzS7iuUyMBM7yQxlvCTsPNu5Ht3zo6sFounUVLHBQW2pqpQE3zIwjjTA2gkjGCB9fnoYrEVoFjb/AG4QxiRThQf4/nXp7ozqClmt0NHaqKoLrBvjQxiOJwFzhXGf%2b9LlnKAFRzXR/jjHIY5DxXlnqS11lq6hq6e6b/taja28hie2OR34xz66Pen6phA1E4j2KpljyMZJxnPv2HHy0WfGbpgzWmK%2bXKgip7vPG0IihLSAnKbefcANz7flpdVUdWKfxKVHE0fKFBzux6ahLbvexYVf0aJcRRCGSF2wTuKL6e109fVQRx1bpKoaYylQoOByO/AGPpxrbuNpsEXStwqbqPs1S2QZaWBCGjA8pBIyCSfTnSJu3UNyrp3SZ2p0UkCFfLtB9D6n89M%2bC6peenaeadndnTmmODuI49fTI1WSxz2irkAg7Hx/fG1c2IHhwxO/iqv2mivFaL10%2bYpqiP72WncZliOMMdp5I%2bY1p33rKROj611o2jqn%2b4Vk/AqsMF8%2bntj3I0u%2bj6VRSLWwrJHVwVMQEySlCA2BjA98nnTW6duluu0FTb7/ABRCdp3p1mEYAmGAQr44Jx6kc6bJY9Ih%2bRSZLbQwddwO1K6310Ph1BTwz5QoIzxpl/DbrNzDT2mqr1oZYJyySlUUVAYdtxGAw7cjn66Eup%2bmFsNSIY0QQThnSVRw/mPHHZlGOPXQjGviyNGGG8EqM9mB7jV01us1ui/YNWw9Sd5zcDvyK9D/ABArYIbXRUcFU9RJNOZiWk342jJAPqBx24y2l3TXKFXHiIpUzNE57Yxn%2bQdBqzTVkaR100rPCphQOx/Djgfv%2bw1LXVlPRzPFvUq6Zwp7MBj/ABpNgptYtLe9HvJRPLqHFa3W9rorlbRcIQ0HgZJZV3kp%2b2ffQ50l1DNbZWSSrd7dCvMewDOc/nnPHfRVYqv7damM6%2bRl24PbB/nS3SJqdbrA4w0ahcfSRda/U7dJgCw2b%2bzR0UOCjVdtF7it9tq6VxKWlMbKyAcFTn11zT3cG9rM0sgpi24qw3f0bcbQQP07az6CGOpeVZpkhI5G5C275cat1Nvp6emWZKuOSXeAIxE6n9SANE1UvGab3Td4pOp7NFbbxJje%2baWveE%2bVgSAr%2bmMcZzkeugG8UMglmpGp/wDUwyybpFk5BzjGByBx7fPU3S26TpiQKFGxmOCCd3z1SqLa9fMKl1Z/AQCWaJjuYnGMn3AyO/oNLmj6Ua6ODvjz4o0QAkNVoaqSWVoZxunjOCduTkcZ99QV88kimM7cHjdjVS4U89BXksxMinIcg%2bb37/8Asa6lqhOd58v9oXgayr6l3rLLpNG/RUtOLeRMy%2bIg4GG7e2Bnn6aGOp4FiuNymjJMVRGsikqR/WoP%2bP31c6VrnjkemLIscnI3Erz9RqDqzyzTpHLvj8Ekrn8Lbl%2bZ9NInIaAeK1ptJ81i2yshWleGeJWUHKlYlZuf7jru4TUjRIsElTvVslJF8o%2bmmnT2K2SQqtZGDUY2tUFUIDf8QPw6GKazy1d7e2x9PwVNZuIVIEdd/sRg9tc7Bexzkhe1b47iKXIU8Vt9HrRXS1LgSUv3fheUgqNvHY%2bmsW91qWimmstLKJWE/iyyKNu7ttU/qP00wOi%2blbrZ7/FbloamgF2PgzYhYxxqASx8R%2bOBrVu3wcSh6OrRblV7itQZH8ZxIzwKONm0fiJyT6nGNWUt20yhCmMd/wBV5EVW1K2c87cfdJ67sbu0kkiiM4UKAfw4GB%2bw1Db7KtVHCg8JJFc%2bJIGycemB9P8AOr69MXN6fw6OpoGQ4KhZv2wRrLj6Zv8ASVwdYY2IPO2dMY%2bXOiCRhnS2KZ/g41DNHXTVmgo7nHAlFT1BmICNKgZw31J4GoviYKumqmsn2aAVFTBvURBefMAF4Hc599QdPz3GHqC2PUU8scYnQOxdSB6H1%2bepPjUJz1VU1S4EUFKsQcOM72cHt31GO%2bnBEDEYwfmpTWkBQzJznHiv/9k=' /%3e%3c/svg%3e"},"private":0}},{"node":{"id":"frederico_fumagalli","path":"/people/frederico_fumagalli/","excerpt":"Federico,46, holds a Bachelor in Economy and an Executive Management certificate at SDA Bocconi.","content":"\n","name":"Frederico Fumagalli","rank":5,"bio":"Federico,46, holds a Bachelor in Economy and an Executive Management certificate at SDA Bocconi. After having spent 10+ in IT, Federico served for several years a multinational company active in machines industry where he’s been engaged in different executive management positions. Actually, Federico is COO of an innovative Swiss Biomedical company and actively engaged in other innovative and edge-technology initiatives. Ambassador fell in love with Threefold I firmly believe that TFF fills at the best the huge mid-long term gap between availability and demand for one of the key resources; IT capacity. I share the vision of granting whoever and wherever a fair priced, nature friendly and close-by internet capacity. TFF is backed not only with assets but with the right core human values.","linkedin":"","websites":"","countries":["Italian"],"cities":[],"image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/frederico_fumagalli.36a08ae.89fed5dba45c710d5c6d2ad6577cdee2.jpg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/frederico_fumagalli.36a08ae.89fed5dba45c710d5c6d2ad6577cdee2.jpg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-9158bb04d19fe91345e9295cad9100f0'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-9158bb04d19fe91345e9295cad9100f0)' width='640' height='640' xlink:href='data:image/jpeg%3bbase64%2c/9j/2wBDAAYEBQYFBAYGBQYHBwYIChAKCgkJChQODwwQFxQYGBcUFhYaHSUfGhsjHBYWICwgIyYnKSopGR8tMC0oMCUoKSj/2wBDAQcHBwoIChMKChMoGhYaKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCj/wAARCABAAEADASIAAhEBAxEB/8QAHAAAAgMAAwEAAAAAAAAAAAAAAAcFBggBAgQD/8QALhAAAQMDAgQFAwUBAAAAAAAAAQIDBAAFEQYhBxITMSJBUWGBFHGRCBUyUqHR/8QAGQEAAgMBAAAAAAAAAAAAAAAAAAECAwQF/8QAHhEAAgIDAQADAAAAAAAAAAAAAAECAxEhMQQSIkH/2gAMAwEAAhEDEQA/ANU0UUUAFFdXXENNqccUEoSMqUTgAetI7iDxgVBnPx7S6G2Gf5OBIKjSbSGk2POisnQ%2bOF2cmJQ3MeO%2bBzYPN8EU5OHXE2NfEsxLqoNzHCQh4AJQv2PorypKazgbi1sZtFFFSIhRRRQAo%2bPuo5duiQLTb18j8/mOfYEDf8ioq06D0%2bzYm40yN9U%2b4gKffcPicWdyfYelezjVD%2bu11opvpFTSBJefV5ciAkgH5qEmcRocKczF%2bjdWhxRQHRnAIwO2PcfmqZ7Zt80MxySLOidOW5IMW3MJUDspQ5iPzVD4jQ2tPqiToyun1nClSU7A7d9vOrRrHX7VglNRJUBbrriefwqAAT653qm8Q57OrNGSJUBtaZFvPVU0rukdlf5v8VSu7NM4fRo0Twsvp1FoW1z3CS6UFpZJzlSDyk/OKtlLD9OEx2VwptqHkchjOOsAcuMgKyD/ALTPrYcp9CiiigRTeIVvbcVbrk4sj6Vam%2bXyIcGN6oMxyzImBtTY5UDqLcOyEem3qf8AO9NzU9u/dbDNhpALjjZ6efJY3SfyBWeo8Rq6TFqU8tt9tvkWzgKCsbKBHqCB296rnHLyb/JZr4s92o7tYpSjL5Pq0sqCXHGxuyk7Zz5/YVzOjW2fZ3I0FaQmWlLSlJPiOSN8/aq/M0/Het8kPuyoiEHISlKU8xHYdvtUtwhifu2t4zTLKVQIqOs6lQykBKeVIx2/liqIwzLRrvsVccMfOjbK3YbCxDaQlB3cWEjAClHJ/wCfFTdA7UVrSwcaUnJtsKK%2bUmQzFZU7JdbaaSMqW4oJA%2b5NLHV3GWy2rqsWcG5ShsFpOGQfdXc/A%2baai3wi2kMa93KPZ7TMuM1XLGitKecPskZ/NZ11pBuNov8AMuVoR0m5Cy8W1p/v4vL71WNba6vOrGFxJ00pjuqA6bfgbTk4GB54znJyaYnE7XaLOqPCcsy3224oLc11zp/UYAGUjB8Gc7nf09aslU0tdJVWpPYqWF6p1VN/bobRccd8J5MnlHmSTsB701ZPS4RaOYbjOJf1FPcSQruhIQQVbf1xt7lXtUxwg1MLnZFLc02bNH3WJDa%2bdt0AbrVkBQ%2bc%2b1JPiNqc6l1jMuDa%2baI2ehF9OkknB%2bTlXzRVUltjuuc%2bGrdHautuqLa1IhPJS%2bUjqR1nC21eYx5j3FWKsGouzolJUwpaFs9ljw4PsaZmkeMl9tam25z4nRhsUP7qx7K7/nNSlT%2bxKVPHT//Z' /%3e%3c/svg%3e"},"private":1}},{"node":{"id":"franco_sorgi","path":"/people/franco_sorgi/","excerpt":"Born and raised in Italy, living in the USA, Citizen of the world, let's see what's next.","content":"\n","name":"Franco Sorgi","rank":5,"bio":"Born and raised in Italy, living in the USA, Citizen of the world, let's see what's next. Vice president of Fine Foods Solutions, food and service industry California, USA (currently). Director of operations 'Brandy Melville Canada', woman fashion and apparel, ontario Canada (currently). Blockchain believer, Bitcoin enthousiast, cryptocurrency fanatic. Ambassador fell in love with Threefold I strongly believe in decentralization, net neutrality, privacy, open source organizations, transparancy, equal distribution, and the freedom to connect to anyone in the world without any filter. But then again... I may be crazy! I believe that the ThreeFold Foundation falls exactly in the categories I just mentioned, thus I'd love to give my support.","linkedin":"https://www.linkedin.com/in/franco-sorgi-7a111511/","websites":"","countries":["Italy","USA"],"cities":[],"image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/franco_sorgi.36a08ae.1e391a23952be03f22fec5c02b6cb317.jpg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/franco_sorgi.36a08ae.1e391a23952be03f22fec5c02b6cb317.jpg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-6536f44827228fd6168fa16e1eaac22a'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-6536f44827228fd6168fa16e1eaac22a)' width='640' height='640' xlink:href='data:image/jpeg%3bbase64%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%2b9aJ8SpiIPQV9edAKPyi2znj4xo/5VjDpqE2JClo/V8sfCoDAIyeB2G5oeR10GxRT7CJZW1hY054AA9MUR7G2fI%2bNZG/GaD0PreJbJHkzIjoCRkuDsnONWPTY0YbFeYNwtrbrLqNBGQod/altafZpRmmqQ6uaQ0glSlAEbb8108L7m411S/B1FTMplS8Z4UjG/2JqMvbh0Hy1koHb/AKpeE6FyeuFOJ/dZjOKV9SAKmH9qiuevydhJuXXnSlsC/wA91FamigZUDJSSPoCapV2/EF4fQWXzHuj091tOUtxozh8w/wAoUoBP1JxWQ0ss6FJSNiMHAxUW3Gyh5azkIWUZI3OPX70/oZIQPFbxov8A160uI0BarEVaVQml6lPb5BdVgZ7bDA2781K%2bGzbZabQ%2blOpwagfbOB/tQTcJClY9aK3TEpqPZRNSXFIjtpBCFYOcAnPtvQMqtdDHHdMJd5ssWOwY4KPLfBHlkDfPoece1M7p03Ih2iPDtMp2KhhIStaOdZHf27VW7J1MI3Vbf7RjF63qKXmlpyopXjGMn2yaJNsvcd9ep5paW5WpYK8ZBB4x223oDTXo9HSfhSbDKvkFoRbs8qSkoKirXrCVehVjejD4ExpINzmqaxHkaQXVjBKhnCU/5QCSfc%2b1UdaRfb5DtFsSFGS7pJA4Tyo/YGtD2a2x7TbmYcRAS22Owxknk/U0TGrewtyJKMdPT5/KTk5T35pqpsBp9I3ClFRPuRXm4F9KS5HUdSN8AYCgOaUWQmQ15qcAODcehHNOiRWHhpdUCN80TPC%2bS0/bpEZ1wNuJXpPqoEbbf3xQ6uSCmQo%2bprtaHX2ZIcivFpwY4PPt70GUHLpF8ctZWHFmxvtKWhbDSGRul5pQx89PH2xXJ19MHzmzIW6SoeX8OMD5evaqmz1RPhxg05LS6%2bpPwo3GM9yBTu2R5L36811fmrGpWsbj6dvlV%2bPxJZnb6QTNyVjXXpK9MeIlw6Q61M9MRqQwhBYcYc5UgkEqSr%2bFWwx27Gtd9I9SW/quwxrtaXdcd4bpVgLbUOUKHZQ9Kw31glKLtGQhJC1NAuKPfBONvsKKP4V71NZ66uNnbKlW%2bRFU86j%2bFLiCkBXzwoj6j0q%2bXEsbcV8F1NzWzAYmQh5haE51pIwDsR7Goy3rCmXmtWlQcC2/nn%2bmakCdBKngCpI%2bF5I3%2bvr/AHxURFa8591CTg4KkEevaqtkj%2bdH80KIxn94YpvCEiNMjORtnkuZRkA7/LvtTuC%2bl1KMjBHwqHoak7ZBQu4/mV58mIA7hPOrICf9d/pRccN5UvpEnSssfTlnkxrmoTIDaHltlzzk55BxjB4O9POo5TtouDWhJcZfYOE5wNWf/M1ORrg7%2bQeu/UM1x95RLjjq%2bVE8DA5PG1UK63J67TVSXcoZGzTWdkJ/qe9aWWaw4lFesVinOVvwZypTj77j751OEAAAY2HAHtRW/Cg6f8TJaEqBSba9qP8AMfMbyaD0xxpSg2tROOQOflRa/Cg8lXitJRpCQLU9pA7fqN1lTdq2N%2bH/2Q==' /%3e%3c/svg%3e"},"private":1}},{"node":{"id":"erwin_raets","path":"/people/erwin_raets/","excerpt":"Erwin has always been interested by the latest technologies, and always eager to try out the latest crazy things.","content":"\n","name":"Erwin Raets","rank":5,"bio":"Erwin has always been interested by the latest technologies, and always eager to try out the latest crazy things. He worked in the entertainment business, autosports, as a software developer and architect, and currently also running a company that provides charging solutions for electric cars. He came to realize in the past few years that we as humans need to address some very important issues to make sure we don’t ruin our planet in front of our grandchildren. That is why he want to help focus on making effective use of energy resources and fine-tuning the capture and storage of green energy. Ambassador fell in love with Threefold I strongly believe that blockchain technology will bring about big changes in the foreseeable future, and what the ThreeFold Foundation has set forth as goals, and the way they want to do it, has my full support.The edge computing backbone combined with a value-backed token will provide a solid foundation to expand the internet to those that currently have no access to the world’s information highway.","linkedin":"https://www.linkedin.com/in/erwin-raets-1b40642/","websites":"","countries":["Belgium"],"cities":[],"image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/erwin_raets.36a08ae.ade861c208d8653d897a9b8dc6ca4892.jpg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/erwin_raets.36a08ae.ade861c208d8653d897a9b8dc6ca4892.jpg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-cfbb12ec632129f6f2e43ced69947d84'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-cfbb12ec632129f6f2e43ced69947d84)' width='640' height='640' xlink:href='data:image/jpeg%3bbase64%2c/9j/2wBDAAYEBQYFBAYGBQYHBwYIChAKCgkJChQODwwQFxQYGBcUFhYaHSUfGhsjHBYWICwgIyYnKSopGR8tMC0oMCUoKSj/2wBDAQcHBwoIChMKChMoGhYaKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCj/wAARCABAAEADASIAAhEBAxEB/8QAHAAAAQUBAQEAAAAAAAAAAAAAAAMFBgcIBAEC/8QANxAAAQMCBAMGAwUJAAAAAAAAAQIDBAARBRIhMQYTQQcVIlFxgTJhkRRCQ8HRCCNScqGisfDx/8QAGQEAAgMBAAAAAAAAAAAAAAAAAAECAwUE/8QAHhEAAwADAQEAAwAAAAAAAAAAAAECAwQRITETM0H/2gAMAwEAAhEDEQA/ANU0UUUAFN2O45heAQ/tWNT48KOVZQt5YSCfIeZph7U%2bM2uB%2bE38SKEuzFkMxWT%2bI6dr26AAk%2blZ1dl8ScZxO9cZnKcdCCmO2bJSkX1sBsTtVd5FH0sx4qyPkmocD4nwTHc3c%2bKRJhTqUtOAqA9N6eKwgMRmNYtypqZDEkEJSQD4vcVrjsg4hGP8INFyTz5cRZjvZhlWCNU5h/KRr1pzaoLx1H1E3oooqZWFFFFAFA/tS4mw4nAMEbZdXiDi1ykLGiUJylG/mSf6VV/f7uBQo0cRFvJQ2kGxsALdND86vPt/4eE/DIOLoirdXAKuYtG6EEXBI/hBv6XqinZrrLCWcqF9EleyPnWfstu0mjY0Ma/G6T9Z2njGEyxElTIDgS%2bTylZPiI3sTV49h7Yf78xVtotszVR8twAVFLZuTb1A9qoiFjBkxTGegNL%2byLzBRdCs1/L59dPStK9kTak8GsuqFkvurdQLW8OgH%2bKeuuXwN/8AX3v9JpRRRXeY4UV8uuIaQVuKCUjcmmadjrbSgloWB%2b%2bseE%2blqBdGntclCL2f4vtdxrl69ASMx9hesrIlMpkZHkJdb2KVAGx89a05xJJdnwnuekLbykFA8SSLbgddKz7jvCTIxFQw9xRjrSHUEj4ASRlv1FxvXLtYn5Zo6OaV3G3zongzcF1/lNoCnXFBLYeSgJSomwN7aWNta1nw9hwwnA4MDMFGOylsqGxIGp%2bt6xziWHv4fhyWggPPuvttkJGpRmGa3tWnOzLHVPcMRW5YdU00eSzJVqHkja3Ww2v1tRqz46Dfp9SbJ3RSTEll%2b/KcSq246ila6jPIrxjNDciMw4oBvLzCCRqb2H502BliQyrKkN9PBoPe2lJ9ooYGLQ1ukhwtWSSkqB8R002rgw55KcoUbJt%2bIgo/uAt9anPwizviNhCFsOFWYfDff2qMYtgS2ZiZMeK3IbbV%2b8Z2JST4sp8/0qXSE52M%2bYEDXNexHr0INt68ZkZieZbxdN7W/wC1L6LvCEnhaLiT0vkqVkcYzICkZVtgmyrjzsDr61O4kcM4c0wAlKEIATl2AHw29KQs2y8h5ASVhVgdtFaHX6fQUpFd8SgrKFAkHW5/3aozClcQ7urfaF0zlQ3S/m1y6gfePSpdHdD7KHEi2YXt5VBpLoX4ltqHKUm5sLKuf1/Kn/Ap3hS2s6HX3NFLzokz/9k=' /%3e%3c/svg%3e"},"private":1}},{"node":{"id":"erik_de_rijk","path":"/people/erik_de_rijk/","excerpt":"Erik's passion is programming (Shell, php, C and C++).","content":"

Why ThreeFold?

\n

Fell in love with Threefold after the software/OS revolution that Linux invoked, we need a similar revolution in compute and storage and the ThreeFold foundation may be the spark we need to start this.

\n","name":"Erik de Rijk","rank":5,"bio":"Erik fell in love with Unix/Linux/Open Source in 1989 on his Highschool and it never left him. His passion is programming (Shell, php, C and C++) but last few years barely been able to sit behind a Linux terminal to write some proper code (although his hands are itching whenever he sees the crap that is floating out there). Co-founded Unix Support Nederland (USN) with 8 other students and now co-founder and head of a Linux consultancy company (Proxy) with 50 highly qualified Unix/Linux/Open Source technicians in the Netherlands (who call themselves Nerds).","linkedin":"https://www.linkedin.com/in/erikd5/","websites":"http://www.proxy.nl","countries":["The Netherlands"],"cities":["The Hague"],"image":{"type":"image","mimeType":"image/png","src":"/threefold/assets/static/erik_de_rijk.36a08ae.a52d264c2e80c157d085c29c29f0575e.png","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/erik_de_rijk.36a08ae.a52d264c2e80c157d085c29c29f0575e.png 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-e46daff23c274c299db76d82f7f2938b'%3e%3cfeGaussianBlur in='SourceGraphic' 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UQHnBjXg%2bwNlipAD9ulfZbaeLExDd1o47gwW4avbXXh9gbHMTvMVev9FftcXSNqXWUJfG2/Ek01FuF6WjRsV2TgsSMJBQSqOS3OpjHwqIwc7WUnYzIzFRkY8FkjAaHw0umNC0BwXhvLocMR5e2GspoC9vyhATLzPfr%2b1wkBAhZK%2bgF9sEe8zBGi6/SEBVEIQhTQN8MGgFuMHA8WKkP0BghcbLNHuIdB9XjtHAsT7e3JsIODsQCmOOZndLcvFWGoU%2brMi8TwHrq%2bsd%2bKd1Ra8zhB4d60Nz/QU4InWAjzZnIvPdZbgBZatZ7g4CYVz2Uk4l5dKJWTjuDAT18oLcYN54OHmMmxRBdNJURhJiEAfrSk2FEURwUgJ8ME8P7/aWaZygIBfbi1kzFeorC8tsEhfHTP%2bF5oLSQST4N5gMRddSCsgGAKk1w94bl/2%2b4u0ffGsSJzg5Pq%2b2hapcBDwezzeUySVciApwUOjlHZLJUaSIzBfloB3zrThzZU2vL7YhK8fDOCttWZ8nmXyDkHfbuR8X5OLm1XZuMNu7irj/hy9fY7xfIEJ7loZY7%2bMSbE6D9dpayRnKiUaE2kxioDm%2bAjkhQSgPDGSZa9aTXgrBH%2bmrQjLLQX0eCVlX65iXsreMo8X2TrPN%2bZigUlWd0482U8S%2boSAYgVwr59qUOcJtL/AcK6S%2b9z2yb7cL6SV08o4gxdzBi9RRGz2FOKLy734G9bnhcx4XO8twvt7vXhjtZ11uxk3u4qxWpSAmZx4DBLIcGoc5jIp79wkHBYn4agoGQeM83O066XZuFVZgIPCdOwWJGrgeX9vYjg6EsLQkRiFesZ/dmAQ%2booyOfZKh0fgku1buVVvtMsIvtgg/TJFhNh8UwFDoAi6swS436%2bRsDdwjwANvMTyOSGG4M72UQV9GgG7fUUKtIA/y2s7PN4eKFby3%2bguwNurw3i1uRIb9MpLs/X0fCO%2byLJ3XJeFM7nxWC9IwQxjeSA5Gl304kBiLKZTYwgwBgdFKcz%2bOawGObhSnIb9whSs5iRgkuHUHhOK6jB/VEcGoyIyFHVx4aiNi0a6bwBGSkkAp0Ipdyrjk4Al1vr5liIstGn74vnTDLt5IYHhpHLAnniYHt8jCAEqnlfJjd7d6yvXPM6e/mwvAfYKOeWKAAEutkvb7hMFFHMULaEV453FIbzSUI4tJqkXORK/MFaOW805WMuKxmZeIiaSwlEeEoREDy9ug9EdHYEplrRVlrf9kkzsMe63WAEulqbjDJUyySanl1m/g2B74iPREhWKytAgVEWTCO4XBAcQXLFqgMT7i2x1FxnnKtYFOBWwzJovU6MQMs/yt8CkO9%2bULwQQTF%2b%2bJmkFtEh5XwPK437GeH%2bFImGX17Z7y7DTy32C3uktpBF4n4AngYPyFrYMr0z3483GclzLT8ITXXl4jvnkdkMW1tKjsJoejaUMej46EumeXqgMi0BLaBiaAwMwGR%2bFPZbDxbRYzKfGYo2fn0yNRmtUOArp5SK/IHRGMq9kJqOH9b%2bMaigJC0RpkD8WmzQvyw81IvtF8XxzgQaYcl9i0lPHjXJMZTTmqx%2bBdGfvSVq8SpB7ar9Qgd%2b5Z73ySw6lzsy9xf1tdm07BCwEbPWQiH6xQsxwEVlJCThoa8AnZ%2bfwIieyq9Wp%2bAIV8BZD4FpJGi4wi19kCBzkZ9C76eiNIcCgEHQEBmI8Kgw72YlYIvjxpHjUMrkVe3ugwC8AES5%2bCHfxRa5XINojwjGRkYTGGPYAJKCNvYDIe7GlRM35Sy0CNk8BFmUsKY/n8zhHeX2e9f80STndmAfddm%2bx8qhshYxt5eVCBXib4La7eZ2Nzbbc05XLczJzl2OTsb5FkxA43ZaHiqxExIREwcPNHzXJyfjXVx7FG1OtlHESnmMf8e3dXrw%2bVIPLWfHYSAjHYkw45hPiMB4bg4nYaMwymc0TyF42m51sEhMViVIfP5TR86UkoDQ4AoWBISj3D0aVvy96eG87K0B9WDCGMhLVz3QLTcWqx5ef8RZZARbofZkQNSsk8Gzek6tUcLqhEHPc6iRut%2bVlIj27K3Im%2bO0esSICzCcB4vVSRcBWV446t9EtJBVw8ChAP3v3jMQEJMUmIZEWGRqDUN9QvDg/jL%2bWn8zKkvEse4uvLjTjezt9eKo6C7uJ0VikrGcjwzETHYUFNjVnkqKxnRyLF4Za8K3DFcxlpaCcwOuDQ6mSGMynJ2MpLYUdYByaGfOtkSFoiw%2blSoLQkhinGptVgj9NFS60lGoh0FSoSFHGEiul73QDSWhgKNCEBJ3ErgDc6inTAPfkc0sCuL/ZmYtNxvAmvb7B8rXZmcfzebyeh7nWfDSwUcnNzEZGagay07ORmZaFlKQMxEYkICcsEqPM8julifjyTC0%2b2O3DT67O4Osrnbiam4azyQnYpgI2kxOxk5GM89kpeLKhCp8%2bcxO/fOY6dkvzUeHth9aQULQxPHqZLIfDwtAbHMRzAWjj8NPIJFjN4xS/EKTGJKCXw9GKkCAZvlHAi8wl7hkKQoaK%2bxzM1edgtpZbkqDbIJj1bmkhiwkyV8l6ix4WsFtd%2baytedjoLKD8i5Xn51ry0M6Sk5%2bRRtAZyErLVqDjYhORGJeIlMQ0pCeThKgEREXE4mHO7F86VYGvrrTiWxu9%2bPZ6L56qKcJhSgIOKd09xvIqk9%2bFzFR8sLWKz778PH760CXcrK9CS0g4%2bqiSIQEewFofEIg%2berwrIoSJMQS1EcwRAQFwtXGFu2sQQoKiUZOdhpmGEhX7KtHR5hol7gsJvkADXyeWR2MVENBrHbSuQo6PArZQAV7vyCEJJKZL9skkH9BcnEXgBE2PpyenEmwKEuJTCT4FkeGUflA4IsNiEBMVxwX5oiglCXenm/FYB7u81kx8kUp6ns95vJw9PpPgJXZ6Z9MScC03B99am8cvn7yBXz/zKD4%2b2GabXIdOVogZKmWRsj8dHctwicYYCeml91tEARGBiHL1homRAxztvODvx%2b8Pj0dOUjIGKzSpC9BpmvwJwHRNHk7VZGO6Np/bfEyxs9QtNaVRHllkLJdxk8NtHpaZLVdaMmi5GK3JQV1%2bJnJTU5CWmIiM5HSkJafR20mIjk6gJSI6MgEx3EZFxpOAOAQFhOHECSv0EOgdGacrk3ClJgmP16XjTkUWHuWoKz3%2bZlocm6UY3K0ox7fmx/DByhTeGejCSy31eGWgE5cqOLWRgPO5WcwP7AST2DUmxGKIimlkIyTVwdbMHuZmTrC0cIazMysFHRBN5SVERKOW5XKSQKfrchUBM7W5ioCp2gJMMndNsP3WzdbEK0nM1WYxLtJo6Wo7WpmKupxUZNLTyYnJSEtKQloCZR6TiLiYeERHxSMkNArBwZEICYnhNgZhIXGICEuAu5svrMz12B6sxeU29hdMhBeqknCLz71VmclOLxNLyTFYSIjGGmf51YR4zIRG4lJ2Ku6UF%2bFqAfNQSiLOZmZiPjmJM0EWrhbmME%2bkYZWT4AQboyzO/0Yn7GB00gamJnoYG9vD2toN4VRATHQSosLjEBYUhrTYeJSlJqOIJTM/Igh5DJ9shlR2WAjzVAh0VTG%2bqIoNQXW0WDAqmVnrWIvT4mP5kBh6PRVJBJ6UkIQEJhphNzwsmvEdxy%2bj7ENjERxisKA4BAfGwEHvAWe9C24vdGBXsn5FEklIwEWSelDK1jaTnkxm9k%2bKxRJtNTWJ%2bwk4SwKucvJbS09Hf3gYehgCg1Ex7ApTcbMiD5eLs7GRlYxTGQwzdpG6B2xgbGSrwIuZmzsjMIDrC0/kGrk%2bOig0JJproqO8guFr7wJfO1f42nrA29YVPnYu0CW4OSPezRXxLq6Ic/NEFOtufGQMkhKT6M1oxETGUeaxSt7REfEEHo%2bIcH4JgYew7oeR8bAwUQMtOJ4LiKQnnJCfm4v3nr2OJQ44W2WJ2CqJx/mqNM4CcVjO5jyQl4BNEr1B8GvJ8VilraXR2BJPx8VhKCYWHSSgNSQM45T82XwOSMwZy1kJGMuIhTfBPHBCI8BIkUA1GNnDzTWETkk0KDIasZGJylnRXG8Mc1SQhx%2bC3QJofvCzd4cuxt0V0SQg2tUNUe7eCPIKgK%2bXvwIfzUwezA%2bFh0cp0JFh4v1YfkE0meUXyHG4AI9FUFAswUfTwmFp6YCRgV78%2bIOvYLIoEevlSThfk46LtRnYKk7Fcm4ixmPC2PhEYZOhdS49DQeZadhJI1FpyVhNScFUfAKG2CD1xkahh/3%2bLGW/mpOIWZLXyknQ0sQWJ0/aKgJOnrRWJAgBjk4EF5zA9Ymj2JxF0pESDlxjiH84grk%2bH7dAeDn5wMvOA7pwZ2eEOjkhzNkFoS6e8HDyhIujB3w8%2baCgCPj6BBJUqEYALUw8HxylrgWTBAEvwP3peT%2b/MPh4B8HKyhl1lRyGFk6jmiPrTEGsIkBsrSAZ43FhmI2NwBqHm0X2C9P%2bQZgPZHfI8FqKjscSE%2bwsQ24sPgazHIomMxMwwZlgjlPhGEfsqtgwmBrbqPg3InghwsjITm1t7Lzh4xvFdTEfhTMXRCRRpXHKQUFcp6dHIGys3WFn7Qo3hoIu2MEJQQ4OCHF0Q5Azwetd4cDYcHXmg7wDSUAQgYUwjsheYAQfFEXAJIbnvNnx%2bfvJfji8aT4%2bofD0DIK9vQdV5IdkSq%2bCHm7h9HemOB57zAGLHIfnKPVNgrpMSV8vysGFtFSsUWWzfqGY4Pf10dp92eEF%2bGIgIRRz%2bamYYt6Yove7OTaXkhgzEwI%2bYa0IMDbW8oCQYGvnA0%2bvCAQGMTEzKYfSAgIjSUoEwyMQ1lbuMDNzgbmpI%2bwtnaELsHNAoIMjSXBHoIs3k5crbKxYV/XurOU%2byqt%2blE6AP7e%2b4TTZhhJ8CDy9QxRgTw4ongTvwX1XV3/oSYBIM47ML3e1oYblqz02GJtMgHPZsVjOScFyWgyzfAKO2Q9cKc7D1eJcXCsqwFFeLjvDDMyyve6JDEJ3XDDG6fVJzhDDGQmoZ64oT0tTBEipPXnSSm0FvDFDwMbai%2bsIo6NiFAn%2b/pFw8/CHM9dlZ%2bsJC4I3NXGCKe%2b3NnOAztvKDj62DvC2cYKvk4ciwJoxbGvnDCcHNwXKzZMxw5DwFeDewfDwCIAHQXt4BsPdPUB9gYdXqNp3cKS8qKAHHzCHK0Npa7gPHbnsI7w9Mc3Z/nReIhZyKPFUqQIRWEqMxFRcJAYjgzHNyrOVnYkNlrtJktYVE4JuXh/JZj7IjEUVQyaHHWdFdjZDwJbAJfYlERqMKrC19uBawxiisXRcpLY%2bdxLAadLKUjxP8CYOykGWpnro3C1s4GppT9PDiypwIgFWFna8mWxaOULv4A0XZkxPgvTyMnibhLjxwe7ugTQ/5XU39xBufaF3dIWllT0XZ84vs8NoQzWm6iqQ7%2beLlih/TGRGKymfSmPsM5lNx4djNCYUXaF%2baAvwQ1dQEJNfBPrjIznshKMtKRK9VEttbCBSOQRFBkUimr3HAzpzDbzxvQrAUKBX7Wy94M0QkND0plPcOJ26MemJ9wW4iYQK75fPWZjYQ%2bdibgdHc2ZPMzu4sUY66J1haW4DC3NbWFs4wJ6JwsnJS4FzoXl4%2bsGDKhACXF182H150XjNJQCO3NdTNebmkpAs8ABVUMS2dKG9HrUcf%2btDvNCfGILxrFhMZzOppUdiIT0Ki2kRmE3mjM/xtp%2btbisblra4UDQwWdaRhPwAH5TGcPDhwBQbFsUmy4Hxr8leMr9WAWxgwobI2cmfIRpNFYTAhetydvaHA51obuZo6Bls1L1iZiRCZ29iDTszW9ib2MCd8nVxcWecWNNsYMk208aSpLBeOjIpOtFcCNqNXndjt%2bfq4kVyPFl6fLj15Rd5wdbWDWam0qFZMgzM0Jibju3hLjTQk/WhnuiLp4dTw6kCzv95cdhiXtilnSngTJ8nTU4SuhIi0Ujg5Sx/ca7OSPHxRG9ZLmry8nDyQWuceNCCYKwNDZD%2bfi9gQYm7u0teClfAbWxl3f5UpKvyvLFKmH9JgC10VkaWsDSm0WN%2bnv78MGPFwp4E2CkJW5A5Gz7Y3t5NmTPV4Mxy6cIhRBTgyGMHJ2/o9Z4q%2b9vYuJAAWzx4wpIK0qO5IAOdZUXozE1GRaAreuMCMZwSitF0kpDDMlgQjzMlKVgqSmXTlI5TuSnoTolDOVvWGCdnJHt5oJNzw2xnA/wZejodwTPxGanab0dgegM4kb8781OIAm9u7gJbe2/Y6b2VMpSJ9I3u5Q0rta8zOQ%2bbt8oAAAsqSURBVGEGMTMS4cP4lji3tXFWXjQzkUFDTyL0zK5OzAlO/BI3etoNTo6ecHYkAUx0egdPJj53gndVTZAJv%2bCkkVanI9lDlKUnqzc1bQkhqA/2wnByGCZIwDhtNC0MI%2bkRGEmLwkhqJAYY780sc6meXqpDbUjnnNBZi%2bSoaIK3VJ4%2b%2bRelT0yAmbAqOHAdMhBZWDiRACfYE7yZmRb3JsYOiizN%2bySBDjp5wgI6owdMcVJnDHMy4kaPujNpCCjxvjxUJGPGELEgEaIGc8afDQkSbzs5%2bqr84MDkKceWVvLFZPr/W2RCaAh2h%2bQH11pMUOr1Qb6YzojEqXS2uamhLHExtDiWuxh0szLkefki2d0DVawAo/UlaC5l1meIPvigpfZc5UE7g2clqdmotdpYiwOc1b41962U9HlNrUNvIMBaOcaY4MXxOj2lrqdknVn7XQhEb%2b%2bqAJmb2akPygdMTGTisoOpqb16uBlzg3R79rZS8twUITZUhoUiwEGxfFK%2bhF%2bu01mx9fTCZn%2bV%2bp1B/uagMyUMDUHemKICxpJDMJoqSohEJ4eyUjY/nVkpalSdbCxBExulch5bSFgx9qXuy/NN6XVT8ayJvQJpSodZ0utCijHNxsZNed/YyMbQLGmNktY5MseZ2sCRmHUB0gAx%2bfmzE/TjoGBnw5i3pqcJ0tRYU4DEiwA3MRFCrNQ58bSQIInGytZFed%2bKrAsBJw1fIuSdYHvqwPDYlNF4qhFH49U4P1KFBmb1Im93NEUEoI4lMN/bA/k%2bXljvrMKV2U71p60zHeWozs2BD%2bu4ZP0TJzQCTAlawlNCTfbFOWamck7P0JN1OnAdjhoZ4n2u415IGhkaJws61YPO0wXS48EOrghg/Q5g/LuwGzQzteYDtAebGFuppGOsyozEjzn3LXnNVjFsZeUGS2sX5X1LAwFCkpEh2Qjrljy32FmGGwvtuDrTiosTDdjsLkemry8CrB0QaueECAdnbHdX4fGVARwM12OtpwLDjQWqMXvgQWuDqixVxjellM3k%2b01tlCpVnKvW2Er1BFrc38sRdvezviLjpEaEJe/3oPNIgAsC7J0Q7OwGT6nzHBas2MgIa6IARYCKG365sbU6PimJk1v5IjPJCxaOBO8MC5qZmRZnxvdzgJ0iZLg2GzcXO3HtdCcuTber/wSR19dBekc4k9i5xmLcWe3F0Vgjtgl%2be6QBRWkJKvEpcCetFEBJaBoBNpoTTB1Igt4QGlZqX75XyJKEqXKEoUtU5VJVEFvYsbx7cXDS%2bdo4wM%2bWs4Czq%2boC9ZwB3Nx9%2bUV/SYCogA9kqRQSZCuNzr2wsGC5M7d0VCakyJfcK1Vy/YEHzdFclIwbJOCK/PfHadl24niyjuUxDh1skR893az%2b0PJgWP7jowYLfTUI8PThZzX1aYOPjcrmGgH2qjoJAdr7AGtDiNooMmRfha8KYzuVNDVHagTYW3Dg42Ck8yEBPjZ6%2bDk6w9HekQxas86zo2PzY3RCAy9kiOyNjCwM8rbS5KiSj60yyQmiBDPKXbxvZMgB8lmp3YXJ0bi20IrLc%2b20Vtxa6WOsd2C3qwhXxqvVX6IeT7difbAGq8wXnVX5rDoO9%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%2bTLStobW11gYdI5s/K8BIA21iaHmNDC9PtNzBZo6mN2cIuDJxudGcrO3Zu9tz8HFVr7Wd2FZaWhgyurFW/%2b8lP1HEiQdNaSbs%2bU2VF%2b4lRPGQiSJDb/ic1rPbkO3lzhpcnulUnt8dbcQOAe/PdGBnrJnqaMXRTBcW%2b%2brZ8/vzubaGZ9irrdR5Sy5YCNAaMv39tvhed2hirMW5Am74bq1v4GRr5cIE78WO1VM1TLY0PecFnQtHXjeGgIcTBx5bZ46ajkoBzqwGLpzyJLmppkbKkCLAUiPhpJkiQQg4SSVoJdJWa1JkgaYaIcaGN7ZmBDJRW0QCOnCe3t9mrd8db8G5U9r%2bEc9dYFh0VOSo0LsXw6IorftkK85Fa7HvoAiQFyInlcTt7ic4Y5UHNMKsmOQcHGRS9VYjsfxuIDOChIcN1eRg4aYR4ErAXpzw3NgHOJAlGYZsqQo921vpr0VCJsKmeF46MkWCObfmioAHqQSVGEUFpoaW2UDCvUwsC%2b0ozGD8t1H6THjyr270/Fl6Xv6740j%2b74eqiA8L4ndoyVXaWwGuWnH5Bcjc4T4B8kzJ%2bloe0pKf/EBiwcTmwCHN3TUALpwKZSCS1/QyIFlYOFPVLooAC4aXo4VSgB6u/JAXS5%2bHmxDgCVsmRjuOtY7cdyQhFuIRoz/P0loYmKkFyPbBB0xUtTCWkmSsdYjGqie3MzQjdtBxkClLjsfFyVbKn51efy02ButJBLN%2bZzUJaENrcZYKQ837hqQqnZ6Qam6v2lszgyJkHRoBloZQs1Vve728QlnGCdzOgxg86Ex3hUeGI7ku7zesxQheL0lQEcA21t1JJO%2blZmrxuqjAgSXSyZE9gd5DlTmVVQ2ZV1UDQ25QFeKEhcHbTDSmjgYvaZ2YIoAdXUp4JM6Pt6m5YFH%2bzYUELHXV4HRrGbaGGhAbEsZ6bqti1pRtrjRYoiYJw78MAZn%2bRFH3CNASn54hTBW7BahYtyMB9vZecHTQ3lXY2gohbiSDqmb7bkcy9FIGRf4uzAFuHIacOQY7OnipuVovXSFzgiNnfxmP5YE2ZNOabJqYGF4qGOZrTRHmBoVYac0KE9a9cVhiVH7FCfLyZ5fXiI2Besy1lmK5txZTTSXqT2vGG4uY/HxJgF5JX17IyBiuyrG8kzB31OLXVG9IbtaaUmRcl95AJM1491IvZ4MY9z5M6N7qDbVeYfKGvajBSlOAetNlSQW4WerhRm%2b7OXmq9wHCoOQCZycPhgNlwnosb3od9MKkj3rlJYPSvf5aex9nrSqDsaEvkCRkaemi1WVjrQkRzzpx%2blpor2LM12KioRCzbWUYrs7DZEMBGgrS4cip0shEa6dlgNKUoIWCZH8Lc2dD9tcUICqTa/LrsHSHri6B8PePgo9PBDw9QognkCRQDVSAJEMhxJ5hIQqwkhDgGnXuJMDVxolZ34OJww%2benvLa2x%2bursKaq3r7Y2/vanjlpb3zs2Z%2bMDG1vT9haR7R%2bgOt6ZBFORu6Qq02y5tY8eQoK8F8ZwUGqnIwUpOP3rJs9FblIicplqAd1SgrZcqK8alNepr3JQ/J9s/DjrUiylyFhrMqkU4OfvDxDoefn/xKFQVvrzD1hxOOjr50JMOBDtQzTGxJgjVJcGA4/DeaADYk4oC54QAAAABJRU5ErkJggg==' 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It was the toughest decision he had ever made. Why leave a career so many people dream of – an executive position in the global company? Being really happy working at Appl and part of an amazing young and dynamic team that had been built over the last few years to take care of the marketing for Latin America. Florian was feeling accomplished to be working for such a great organization. But years were passing by. One after the other. And the iPhone 6S was replacing the iPhone 6 and so on. Year after year. A machine you cannot stop. Technology is amazing. Really. But so much seemed at stake about how it could be used to improve people’s lives and how they could really connect to each other.Florian feelt deep inside that working on the tools was not enough, and that he needed to work on the content and give it a different usage. He had to follow his heart and intuition. We will bring new ways of living together, relating, moving, consuming, taking care of each other and working in a more sustainable way, by unpicking current scenarios and anticipating future perspectives. The vision is always the same - to enact individual actions that address global challenges.","linkedin":"https://www.linkedin.com/in/florianfournier/","websites":"https://www.ootopia.org/","countries":["Brazil"],"cities":["Rio de Janeiro"],"image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/florian_fournier.36a08ae.fb33d6da7e69f5f01b3736eff1ae195e.jpeg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/florian_fournier.36a08ae.fb33d6da7e69f5f01b3736eff1ae195e.jpeg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-23e0b3e29ef6f4b0bb91c05623756303'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-23e0b3e29ef6f4b0bb91c05623756303)' width='640' height='640' xlink:href='data:image/jpeg%3bbase64%2c/9j/2wBDAAYEBQYFBAYGBQYHBwYIChAKCgkJChQODwwQFxQYGBcUFhYaHSUfGhsjHBYWICwgIyYnKSopGR8tMC0oMCUoKSj/2wBDAQcHBwoIChMKChMoGhYaKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCj/wAARCABAAEADASIAAhEBAxEB/8QAHAAAAgMAAwEAAAAAAAAAAAAABAcFBggAAQMC/8QANBAAAgEDAwIEBQIEBwAAAAAAAQIDBAURAAYhEjEHE1FhIkFxgZEUUggVJLEWIzIzgqGj/8QAFAEBAAAAAAAAAAAAAAAAAAAAAP/EABQRAQAAAAAAAAAAAAAAAAAAAAD/2gAMAwEAAhEDEQA/ANFQ9hotDoKFtEq2BoCkbBGhay/2q3usdbcKWGRuyNIOo/bvpCfxC7/mtdXFabVXTwVDRFpujsRkdK%2bxPP40jzdt0VtSJcnzhhWQJ0yfdsZOg3tQXKirwTR1MU2O4Vufxo3WOtk%2bIsm35ityo6iKpbADIWL5z3yePfWjNleIds3BMtB5j/zBVXICHD5HfjtoLzqA8Qk83YW5I/3WypX/AMm1P6it1x%2bdti7xfvo5l/MbaCOiPbRanjQCHkaKjfQY73mXm8fbutd/sRVLvlxkeWFHSR7c6Zm2a/bNxuiU0DRy1y8AeUQT9yOddbv2rND4vXm73mIPQXGn6aORT3VUjDKfQjB%2bx170DWGy3mjMfl07M5bzCMZJHbI9h3%2bmgJXde2Hu/wDL3oZGkDFSXgA%2beD35P41zwwoprd42TRr8FI0U6KvTwQMMpB9CGB%2bx1OUc1mqq%2bWrhpSzMSBK0ZAcg4bg/PI%2bh4OrJtOgjuO5pLh5Zi/SxBEYNjqYgfL0AP99AydC3VPNtlXHjPVC6/lToodtdSKHRlPYgjQU6llMlPDJ%2b9Fb8gHRKOc6ibBKJLBa5M8vSQt%2bY10a8yQo0krqka8szHAH1OgF3jQLcNvVTJCslTDGZIuMsMdwPqM6RskdRJU0tVC0csAX4oni6iD8ipwf7auW8/G/b1gSantbPdK5R0gw/DEp9S5749hpLbS3ncqaIPB5dRIpxIkrdJ6v3A%2b/fQOq2x1ccTT1NV1wOo6ITGF6PUlgBn6Y40z9kVdHUWgmilEjRStFP6pIAMr%2bCCPrpBU98ulxp/wBRfDBT0qDrMMTZ6sfub09tC7H3rVwJPcaepkgS4V89Syr2MahY1yP%2bIOg1fG%2be%2bvTWbLl4mX2Frhbf1s8VQR0wSx9HUZApOFYrgZ4wCOcEa99n%2bNd2qbbRtchDNN0ASuECjsDk/nQStVvKm2r4XWO51K%2bbLJQ00cEWceY5iU8n0A5OkJu7f193GGFdVf07HKwxjpVRjIwB8/fQ/iBuM3O27WtqtmCgs9OpA7ec0asT9gFGqsz/ANDF0gdWAfuNAPKhlWQ45%2bedfdku4t9ZTiZWK9XQzqeQp%2bWPnzoiEB2kZThW5%2bmgqmGMOC5yre3%2bk%2bugY1/u9P8A4daNarrhdfiZOePTjUDS3iWe1NMyCJIIlgiRB0gKHzk%2b/bPqRqqU8b4kiDYiZhwO3Hz1OMQKKemUgqiYAI50Ft3FVvWiYK4WWTznVwexV1ZT9gNU6huDxdS9XPxMRkgBhzon9U8S26UfFhDkOc5ypBH/AFqGu3%2bWgqIeFIHI%2bR5GD76D/9k=' /%3e%3c/svg%3e"},"private":0}},{"node":{"id":"erik_van_der_meulen","path":"/people/erik_van_der_meulen/","excerpt":"Erik firmly believes that entrepreneurship provides the only sustainable solution to many of humanity's greatest challenges.","content":"\n","name":"Erik van der Meulen","rank":5,"bio":"Erik firmly believes that entrepreneurship provides the only sustainable solution to many of humanity's greatest challenges. He has been active as an entrepreneur for over 25 years and co-founded several succesful businesses. Some of these are united in Powered By Meaning, a growing ecosystem of companies that have one shared mission which is to make impact through collective entrepreneurship. Erik is passionate about conceiving and realising new creative business concepts that unite both social and economic value. Ambassador fell in love with Threefold The Treefold Foundation aims to solve some of the fundamental shortcomings of the technologies that shape our future. I strongly support the values and the goals of the team and am exited about the opportunity to support them as ambassador.","linkedin":"https://www.linkedin.com/in/evdm66/","websites":"","countries":["The Netherlands"],"cities":[],"image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/erik_van_der_meulen.36a08ae.6f90ead7cfc4531942adb58bc8fa1eae.jpg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/erik_van_der_meulen.36a08ae.6f90ead7cfc4531942adb58bc8fa1eae.jpg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-c3f1a492fd83526b5b6ec5f87eeb4cc3'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-c3f1a492fd83526b5b6ec5f87eeb4cc3)' width='640' height='640' xlink:href='data:image/jpeg%3bbase64%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%2bAVEa4WThCf1OgxDe9r3iiMstZQmBV8TIPLPp5a3X%2bH%2b/vuPsl2/VzsGqIYe6SnGPFEeDn6kBT76RnaZaqlIaiSaPiebJOByXRP8JW8Vt9dctl1yuDNO1XSPy4QeAcanz58II99BqPU1NTUAndVQKaxVTPE8kbL8Nwi8RCt4SceeM5xpcbG4bdZhHWSjhgd0LkYDAHkcH5jB02amFKiCSKQZRxwnVIuFopKfNFWIGiqGPGegZj0PpnH30FHk7YrX3yaKhoJ5qKGQwyVaAugb5ZUYz766u0nfd3tu1qKtsNsecVp4IZmUcIOPMe2r1DtS2UEKmBo4KSM8XwIkWNMgdTgc/fQntVtqN2dv8MlFp5UmUAYx8v99UIJY98XiEy19RFK8%2bWeNZAxj5dTjkB9ddHZPb5Lf2yWinmANWlRGCAfrk/6c6c1j3bbanaQeYqk8aFWIAw7LyOD0OhX4bqKiu%2b893X%2beEPXUzxQU8pP5EdWLYHzOBz%2bWg0OOmpqZ0JvG47NZolkut0o6RGPCpllUZPoOuoC2vHd6JbhQS05bgZgCrD9LA5B%2b%2bvZoLvG6NZ9uVtXFgzrGVhBOMueS/19tAvGraytkQ8QkpYJMyRp4mk4f0gfUarPaLZ6u/UtRFSte4KaRxJUU0i/yiRzwpZgF9jjU7NqKaotFebdMXroKlpnp5X5So%2bD4SfykMGHyOfLViuu5dqvTlb2iiqQcLQVClXU/Iqf/NUIqE1dCtVxJHS2uFGVYwyuXbqcEch0x56XS36%2b2d5bnt%2b7V1uMkvd5e6zNHxDAYA4PPTF7W900VbHJT2eNUgQYGAAANDLbsSrqdhUKyRMs9eJKpSwxhz%2bQfsPvoKlFum73AAVt1rqlj1%2bNUu2fudFbZU8cuCfGBkjzxqqRUbRvx4aM9GHmpHX99WKx07CpabjyWwAMdANUfQiR1ijZ5GCooLMxOAAPPSS7RN1C%2bV601Gzfw%2bnPInl8R/Nvpjp76MdpG7DVPJa7e47qhxLIp/vGH6f8o/c6Ud1uMVFIDO7IG55KEr7kDA99Qeiz3eq21fO90w4wDzjJwJFJ8S5/cHyI024RZN72hKxKeGqgPgeOaNWeJvNSD0I/70lKuphreA0zq644uNTyJ%2buptq/1u1byLhb/ABo2FqaYnCzp8vRh5HyPpoLDvfsytMFXTPb6aOGZmMpUA4CDkSATwg5Pn8tcKCnvNPuS0WkVfHb5spioJkAwpIKnqCQDzHLTapILZvGlhvdtqJCHj4YivIrjOUYdMglgRoBNScXd6qUf2q3TiQ5Th5AkYZj1wM9M9fXQJTtW2gbJuWWRUC09cveFwOQfo4%2b/P31RbXBGKjDISynIIONay7Wdux7i2VJVU8fFVUS95iYfqUDxAfVc/YayyI%2b7XP8AwnmD6asH/9k=' /%3e%3c/svg%3e"},"private":1}},{"node":{"id":"ehab_hassan","path":"/people/ehab_hassan/","excerpt":"Positive person in every every aspect of life.","content":"\n","name":"Ehab Hassan","rank":3,"bio":"Positive person in every every aspect of life. Senior Graphic Designer & Web Developer at ThreeFold. Fell in love with ThreeFold as I dream about the world where everyone can be happy.","linkedin":"https://www.linkedin.com/in/ehab-hassan-a00897116/","websites":"https://threefold.tech","countries":["Egypt"],"cities":["Cairo"],"image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/ehab_hassan.36a08ae.a1e1ff3ba60522d9ed045ec9971dced3.jpg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/ehab_hassan.36a08ae.a1e1ff3ba60522d9ed045ec9971dced3.jpg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-8099ae1b82efacc9ba5e185db64dbad8'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-8099ae1b82efacc9ba5e185db64dbad8)' width='640' height='640' xlink:href='data:image/jpeg%3bbase64%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%2b/pgZOdRpCv0HULUCABdWfXEmM4jIc5SgGx2JvzghYNELR%2bQrPXQAvcYil1KdlWLPc9sVMia2HnVMUoXoVq8KHf/IwM9MNrUpSqA7EVfz9cTSS9DS8VJUlTatSbSgGiCe%2bDvzDAbSpxWnUDR8bd/nhUffcYX0JS2FtlZLiqIo70DtiL0hS8tfQ2Rbq9SE2Qr9u1D3%2bmIhKQSnBtrDx1npjIbgRi7z10rp3KrFgbYVosHNZIt3S2n/mdzg55h53i%2bI88kkfl9W/8dIr/AFiEvN4TkgoGYNhQNUk3i9uUY4x0T4cNsxt6kzkWamlx1NrUDYGuiMM3B0xcxmVFzOO2JcdSQkLQNZHuALPbv98UeV5pGaf0OZk2gnsCob4BzmdNRxUh6C0p4GMElaCQCNXqDhjcryNpyybDERtienFR1yHWGVoD6CdSA2Qb8/PGNZJ5lhSXE/UemFSHJfedUXEtMarKrJCj8L84vGXAHgFEgLTpBV00B/s7Y5HJTBpACV0P3QPErGZQ3WX5Kxy1dAUHAoX3IOKWTJlutyFha%2bSvrUCsdVdz7eN/hhplcPzuIMnLcp9yG%2b2/rbUpJBojcfWvvhSzLg3N2n0hye2Up8t9Qs9tSQbPxxNJG4G23Svj8YPU1YQ%2blOZBCll14xKICFndBsFJAPUOxr2whjJn5eZOtx5Sy%2bo7IQlXRZrUo1QA7/KsM2bRMz4FjJclLMmJLWW1PaCAhRFp37euEBp3NnYsqW1JEdCnul1CupYB9CRtiuKRzWgKmNrXkkK4n8MTIOaBkz9TmslouX%2bujuCk1RIBAI9RjZ3BORRJT0kS50mI6lCAgBVagB1EJVdDUfbGmUyszZbZckqckJL4KXSsU3e1UCQMbZ/C6a/nc2dNZZ5keM2mLzNdErJ1KI3F1Q8%2bcEcg2L9IciINbd0U6NZLkEWUl93OVPaP6anEJCj7lIB%2b%2bFvMpSm0ONxn9fLNBxtJU3V7E/fA/EMUxX3kFuUrWo0pbiqIrxikbkfl5DzU1S1arQ4hSv3AdqPjx/445%2bdN5G3Q0oZAIqeDZ%2bVs2VMCHFiZMSXH0p6KJSAL/b3IG/nzg7KG2mYyXHWrec30r/iPFjteAIzTS1jnvR5A6jaWk2ffVfx2x8Xn2WMS1sSprTT93SzQo9t%2b2Fz5L2kNGydog0EbWP8AEuI1nHBmYQ30a0qSFChZRRvUPcbnHOOYmZw5l5y/MIKMyhFRLchCdQKT6jxjpWQ%2bh1jmh9vlEbKB1A4QM9yWDmTmmO08asakHlo%2bm%2bOeOZZC4tm9f37VkEVD6fa0mcwkZ0wxk%2bQ5UmEHT1qqhXr/AN46E/D7L2%2bHuHY2XxRs2NTjp/ks7qV7knC3lGQRMrJXHaSFrNajupXzPjDI0%2bplAAI6dz8ccnkOc8zg2IU0b%2bSVWINW42U1IlwXIqm5iEOWLWFC7N1/nAMvJchnrQ%2bYnKfBOksHRe1WfG2KJTla1eCdvreJxpa9baSs0rv8O5xK3mpA3qAEl%2bCx2yv/2Q==' /%3e%3c/svg%3e"},"private":0}},{"node":{"id":"erik_reitsma","path":"/people/erik_reitsma/","excerpt":"Erik is an entrepreneur and designer from Holland.","content":"\n","name":"Erik Reitsma","rank":5,"bio":"Erik is an entrepreneur and designer from Holland. Together with his companions he loves to invent, create and make things possible. By looking at things from another perspective they reinvent reality. That is how unexpected but often simple solutions arise on things such as one's own pension fund, circulair material use and sharing-projects. To be able to accomplish things, he strongly believes in keeping things simple and bringing people together. 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Presently, Dr. Carlson is consulting to aQED and Camqed Labs as the principal investigator. His duties include defining research priorities, working on new technology, assisting the sales force, directing engineering activities, and protecting new technology through patents.","linkedin":"https://www.linkedin.com/in/albert-carlson-89b70654/","websites":"https://dragonchain.com/","countries":["USA"],"cities":["Kyle"],"image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/dr_albert_carlson.f33a511.d000fd9b349de817f16bdab5b013206a.jpeg","size":{"width":512,"height":512},"sizes":"(max-width: 512px) 100vw, 512px","srcset":["/threefold/assets/static/dr_albert_carlson.f33a511.d000fd9b349de817f16bdab5b013206a.jpeg 512w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 512 512' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-85ae6e1f470d69a28430e3b1b7f0798b'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-85ae6e1f470d69a28430e3b1b7f0798b)' width='512' height='512' xlink:href='data:image/jpeg%3bbase64%2c/9j/2wBDAAYEBQYFBAYGBQYHBwYIChAKCgkJChQODwwQFxQYGBcUFhYaHSUfGhsjHBYWICwgIyYnKSopGR8tMC0oMCUoKSj/2wBDAQcHBwoIChMKChMoGhYaKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCj/wAARCABAAEADASIAAhEBAxEB/8QAGQAAAwEBAQAAAAAAAAAAAAAABQYHBAID/8QAMhAAAgEDAwIEBQIGAwAAAAAAAQIDBAURABIhBjETQVFhBxQicYEykRUjobHB0UJDUv/EABcBAQEBAQAAAAAAAAAAAAAAAAQFAwL/xAAgEQABBAIDAQEBAAAAAAAAAAABAAIDEQQhEjFBIjJx/9oADAMBAAIRAxEAPwB5QaH9SusdlqFOd0gCKo7sSRxoqFxoFenWasSMjIhG77MeP7aBI7i0lPgZzeAsNriMOWlwZX5c%2b/8ArRUFQM6y07KvLBefPXuJoyxAI0VjfVXdrQWyGRmIVDn7aZaCnaQKhGcjz0AoUR2UqwH%2bdNVqiMrlX43LhjqljNUvLNaSrd6iO13KNDIDBI2Dz%2bk/67aIEa8fiHbUjtbmBNr5ADDk4xru3nxKCnfOSY1OfXjWr20UC9IVfLkbZTRyCnqJjI/hgxRl9h9WA5x5DHc40o3S6IDLVCfKEfWJKd4WB9MHn9tUBk3pjjPcZ9fLSbdKoTXWqYMuRtRQx9BjQJfyqmG23mklt1RQSzNFF81BOpHJ5Qn7EA6aLUrz2L5qSoQOw3YB7c8DQmuoJrsz06wU8YYYMincRz39uM6crh0%2bhoKSS3U8RZAyTYAB2EYz%2bP8AOu4wHkAeJEpdC0km7Qe03mqSoCb4QoI%2bmTIYf01UenbjTyiNpamnMjjbgSDn8ajE1htc7Kkkk9NNG4O8SEHcPf041TLN8xDQwUm/%2bIqW3p4qglR55PYg6VAACg5dkJs6qijlpItwypO3t%2b2gcEYigRB2Vca5MHUdNYIBXzUUrJlhGqEFV8gT5kL39xrm2VkVxttNWQCQRzxh1Ei7Tz6jy1rL2gBpq15IcDJ8udSq43ExeM21cEk5OqfIf5EmO%2b0/21K6%2bj%2bcpVZDnaRuA89TXi3AFWcHQcf4s9muVVb4BLJAPDnyxdeCDnjPtjVEtXUlNDTR089PNLHLwaqAh1TPrznGp5Ff0pKlKKS3SnAwGk%2bkEex7aO2eqoqcFmWalglO7LgFRx6jtrbH14tcwh2iVup66GpqZ4Jm%2bpGOCyjkZ4OqH0jEPBLB9yqM9%2b2olfamGK8RzW6ojmB%2blvDYHVR6RllhtjSg/qAyvvreIU/aJkEOiFJ4viyS0qmJgpVlY%2b69iPyCdA0RYoljjUKigKqgYAHpozUSJDbJZZ3AQJkk6EN562l7BUwnxKl6v9tskIe6VSQhhlU5Z2Hso5OkGyXCOqmPyu4U0jEpvXa2M8ZB7ajVbeJ66vmraqqrRVSnc8ok3fjHHA9NG%2bmOpp4bjFS1VUsgfHhy4xhv/J4HfRZYPix2nYeRxko9FWU0kkzMyKp8uVDA/jRC32ilmiIrKKJscj6MaWqDqeBX2OSsnbB0%2b2u80c1LtkOGQZO7WeOw%2bqhly/NApKvlnihusbxxrHFt8hgac%2bmqk/LpEf0jGPfQS91kFWwjVTxyDohYVMMCs5wO%2bWOANJYDyQnuBjFot8T71Hb%2bhKzMm2Sp2wRjPJyQT%2bwB1POj/iXPNULRVhNxOAfpAE4%2bw7P/AEP30l/GHrMX2vjgopN1BTApEw/7D/yf7HAA9h76nlRDPDFTVgSSJmAeKYHgkHHBHY8arCNoj4vF%2bqK8kutpX//Z' /%3e%3c/svg%3e"},"private":0}},{"node":{"id":"dimitrios_dermentzioglou","path":"/people/dimitrios_dermentzioglou/","excerpt":"Founder of The Music Medicine, a project committed to cultivating Global Joy and Harmony.","content":"
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\n","name":"Dimitrios Dermentzioglou","rank":4,"bio":"It is only on maps that borders exist between humans. We are one world, one race, we carry one song. Dimitrios is the founder of The Music Medicine, a project committed to cultivating Global Joy and Harmony, through the use and study of Music and Performing Arts as tools of Human Development and Self-Healing. 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TFF’s vision and solution to tackle these shortcomings is unique and groundbreaking and Christian is proud and exited to be part of the TFF community and support TFF’s great team as an ambassador.","linkedin":"https://www.linkedin.com/in/christian-seidl-56b22210/","websites":"","countries":["Germany"],"cities":[],"image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/christian_seidl.36a08ae.f06d1e0318f90614757d394d94da177f.jpg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/christian_seidl.36a08ae.f06d1e0318f90614757d394d94da177f.jpg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-074362ac983fa542bec0560208009f3f'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-074362ac983fa542bec0560208009f3f)' width='640' height='640' xlink:href='data:image/jpeg%3bbase64%2c/9j/2wBDAAYEBQYFBAYGBQYHBwYIChAKCgkJChQODwwQFxQYGBcUFhYaHSUfGhsjHBYWICwgIyYnKSopGR8tMC0oMCUoKSj/2wBDAQcHBwoIChMKChMoGhYaKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCj/wAARCABAAEADASIAAhEBAxEB/8QAHAAAAQUBAQEAAAAAAAAAAAAABgAEBQcIAgED/8QANBAAAQMDAwEFBgYCAwAAAAAAAQIDBAAFEQYSITEHIkFRYRMUcYGRoQgjMkJSchXBgtHh/8QAGgEAAQUBAAAAAAAAAAAAAAAABAABAwUGAv/EAB8RAAICAgMBAQEAAAAAAAAAAAABAgMEERIhMVETQf/aAAwDAQACEQMRAD8A1TSpVw%2b6hhlbry0obQkqUpRwEgckmkIbXa5wrPAcm3SUzFitjK3XVbUj/wB9KrJ7t20x%2bYIrM5/bwg7EpCz6ZOftVKdr2tXta3dZXIdasbKlIiMIBJX4BwjzI556A486A4LLscI3IdSs85wTj/r61DK34EwobW2jXVr7WrRKRmXElRTjJHdc2jwJwcj6UcWa7QrzBRLtshD7C/3JPQ%2bRHUH0NYjiR3pEhhplTbCkAlatm5TgJyBn68%2btHOn71dtKvpn2qYtO1YMuMpI2OJ%2bHw4z1HpXKt0%2bxSo62jWNKmdmuLF3tMS4RCTHlNJdRuGDgjPNPKIBhVBa7ZXI0VfmW871wXkjHX9BqdpvcVJRAkqWhTiQ0olCOqhg8D1pmOvTG2l7S2/l%2bQBtSrCE5zgedHkODFdTtLSD55HhQna3v8daJD6m1uD2yg2noSjAKfhwa9s%2bvGVPpjLiJGSE5DgUOfXFUtsZSk2jTY0owioy9LAiaagBftEd3k91FRer7NFEF59pJbU0ncCnjp503v%2bqpVgjtPJt7jntQSlByM/QVzZ7xcdQRJTdxhpYZfZVsBQtJwUn%2bQ5rlcupfDuzh3D6Xn2V7h2eWALxkRUjjxHOKK6htFxjD0lZY6lBRbhMpKgMZwgeFTNXkfDLS9YqRpUqcYzrrWzRLbqy4Qw0Exlve8IQRwAoA8emelDc1i3%2b%2bstNAuvE7sKP6R51a3b3bHl26DdY6FFEcqZfUkcpSrG1R9MjHzqg/ZSG5qkkb47g3F4KyoHw48vDrVTdXxsaNJh2qdSetstS6e7CztLejiUlpA3NjGeDyQPHzrm3zbY5bgYKh3gSCT1oUgMSWY7hYdTIfIwkuk4H%2b8fCm1liPMTZQ9kqS6N0haWBt/LQncsgE4HAPj1AqFw/iC5z4puS0astKVJtcRKwAoMoBA/qKdUwsFzhXizQ7hankvQZDYW0tPin/AER0I8CKf1drpGRb29lQ6i/EDo22e0RAXLurqRx7u1tQT/dePsDVY6g/EvenlKTZLRBht/ykKU8v7bQPvWftxPBPrXBOOT40tj6Qbai7SNU6smtLv12fXES4k%2b7Mn2TIGR%2bxPX55qwbjFbtd3uER9Cwhh9SRt6pTnKfikggg%2btUSokIJSM45A861zr2222ba4VxckNxbk60G2QQSZHd3bMDk45OfD54obIrdiWvQ7Du/KT34A8K6WhhncltxSzwO8TRmIh0t2c6l1JdkBmdMhqjx2VcFtLndSPiSQceQqZ7P9ARba2xcritibMUA40UDLTQPIKc/qPqfkBVb/ie1aHrlA0xFX%2bVGAlSiD1cI7iT8Ekn/AJCo6Mfi%2bUifLy/0jwj4CfZr2pXfQaixHCZdpWvc5EdOOehUhX7T9QfEVp3R3anpXVLTKYtxbizVgZiSiG3AfIZ4V8iaww%2b53CAa%2bbT6kkjOR5UYmVbWz//Z' /%3e%3c/svg%3e"},"private":1}},{"node":{"id":"bruce_lites","path":"/people/bruce_lites/","excerpt":"Bruce is an internationally recognized astrophysicist specializing in studies of the Sun and its magnetic fields.","content":"\n","name":"Bruce Lites","rank":5,"bio":"Bruce is an internationally recognized astrophysicist specializing in studies of the Sun and its magnetic fields. He is best known for leading the development of innovative instrumentation for observing solar magnetic fields, both from the ground and in space. Throughout his career spanning more than 40 years, he has contributed to the advancement of our understanding of the Sun as witnessed by his authorship of over 170 scientific publications in peer-reviewed journals. He received a PhD in Physics and Astrophysics at the University of Colorado, USA, and in retirement he is a Senior Scientist Emeritus and Distinguished Scholar at the National Center for Atmospheric Research, USA. Ambassador fell in love with Threefold I believe that access to a neutral, efficient, and secure internet is essential to the survival of humanity Planet Earth. The ThreeFold foundation is a shining example of facing these challenges with pragmatism and conscience.","linkedin":"https://www.linkedin.com/in/bruce-lites-74555811/","websites":"http://www.biolleyfarms.com/","countries":["Costa Rica"],"cities":["Buenos Aires"],"image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/bruce_lites.36a08ae.4722057e8aaf43a7b063159287f8d41a.jpeg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/bruce_lites.36a08ae.4722057e8aaf43a7b063159287f8d41a.jpeg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-55313bfeea2f480ae99880a30f65a13e'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-55313bfeea2f480ae99880a30f65a13e)' width='640' height='640' xlink:href='data:image/jpeg%3bbase64%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%2bQ%2bw7kunMlKk2BPtva/ptXsGS9Lx6Uh%2bOtsoRbNboJ/aD3Nhfy1FTWjWXx2Q3PB7qo1uqH1nucOW8j5fgXZTVcnm/hL/xP8VaLat2od9v4Tmn6T/FWwkUIFeJj6A2qYj0VIc5bqcqVEFYQpIGouCQR51wXi0FmKh999tDbgJbdVohYHcH/W%2bhpV1ieyJMLgMrz8PSLjuBOQuPIuMx38gmMiO4lSbjMjb6gjT0phncd4LFCgwp6YpO/Jbsn6m1Y54g4hxXjvEsXGsES7/TmGEpZiNrupBKjmURsSen7Ch9QY41yH8A8c/FMNFJFxpZzjOfRahgEWawh5YkuKddeU5ZaxlavvY5bqAtcA%2b1XGBxX3Evy5QTzXlD8osLDTT03pW4V4kxHFoQD%2bFiC6g/GK3LgJtfMLCxB8r6d6tME44itxWmZzDoSE3S62AoFJOlxvtSfSKznzOfjO37qg9obXTgEY43n%2bh%2bBNCIzZPXeh5cezThSQpISdbelTg45hOIuBuJMbU6dm1ApUfYGjH445LigrKcp0%2bVUZeWn3uFLxMEjeB/CROJ%2bJRJwJJQ/HOIuICEORiopWglNgFC9lZthp31pRxHFJuJMpiSVuciMFOIQtRUVKJ/MSQLn3HnWeQsQW8hmLGLzAk9CkrGdBWQLEdgo2vqO3e9aAywmIkoUeloCOpR7ki/3JFC6M100plf4GFrVJQyMMHlBS4zjkbPGSFKUAFJvbMO/wA6teG8fMFt%2bPiUNSYziAlLrALuQ%2bdrA9tR9KgwktthtQ1tcf7FBvBSV85nb9aLb%2b3rT6zWZZjMUnYpVTuSVZRLH3CZMfxuCmDIi8OBKhLVd125ASkgZgn199KT4v4qOl1MuUiQ2jVOVsIKB%2bzTQ9taIdc5bDWUhJcHn96CU%2blTqWW1A5Os63ue3/NcaVGKmzZH%2b0RevzXn75P0jQ8W0hSj8Q9RIP5T6e1a3w1LViXCrE9yW2h9KFNO81YFym4vfzIsaw%2bXObCrA3y6GrjBMWDUSU0oA2NwSL201rOoBrY958LenF/U2t8pN4QbOK%2bJ6ITDuZjDmnXHEBGTMtBtY/M9u1vKnriRYgnEFum0dwtOFRFwm9k3I90ms18Jp5Hitijs55Qc5byC6QBZQUAL%2bthatG8RJsSXw7iaEKKpS42RDYQbu9V9B572oLTZYoYQNwBK73q808%2bWsJbx2BUp89EGOhySMpSpLdkAqKlEgAAbm5NA4tiBjT5ceMW5AaNlOJJyqOhIHmB1C/fKaN4VjjHS/jM1g8qOhUWEh3TK/ltzV67i%2bnkPU0tKwl7CcOirdxXDpZUS0tMZ4qWlQ3JBG2/1FL9Y1pzC6Ou7GO5/xHU9E2QCaduSefQLupUiSVJUVBpsWAA7d/lr37iqHjKOYuHIU2lapLn9vLpZOtMEedmjclDIcfWCcwAJ3vtbYf8AtdWuGZOL4aJqJcMIdSpZTzTzWx%2brptvYbGpSK5NJKHucT9Uxiql/EbVnWGzpUrE4LLpJTyip5Xc2N9fpTFgTrmJP4jGbeIu1nT1EFJudf%2b7UrSYk6BjMhEVpTzbqAG3EKAFlKJG%2b21tatPC1xxOOTXJCFgIaUlaSQFXvoD99qtbs7XUXtD8uAH2S6OrJFYDy3A7L/9k=' /%3e%3c/svg%3e"},"private":0}},{"node":{"id":"chris_hurd","path":"/people/chris_hurd/","excerpt":"Compared to many, I have been lucky in life, but remain keen not to let it rest there and to continue developing and helping others to do so.","content":"

Why ThreeFold?

\n

I was delighted to join Threefold as an Ambassador as it is an environment which resonates well with who I am . Its appeal for me lies in its potential for massive social benefit combined with investment opportunity.

\n","name":"Chris Hurd","rank":4,"bio":"Having graduated from the University of Cambridge, I spent most of my career to date in wholesale banking with the HSBC Group. This gave me priceless experience and geographic exposure with my last 3 jobs being at MD level in London, Singapore and Moscow respectively. My responsibilities for managing and leading teams of people in the customer front line helped to fine tune my values which centre around doing the right thing by people and for myself. Since moving on from banking I have been fortunate in being able to acquire new skills and to reinvent, but always with the same values as an underpin. Time is very precious and should be well spent with a sense of humour an absolute essential.","linkedin":"https://www.linkedin.com/in/chris-hurd-29a5581b/","websites":"https://d3ainvestments.com","countries":["UK"],"cities":["Hertfordshire"],"image":{"type":"image","mimeType":"image/png","src":"/threefold/assets/static/chris_hurd.36a08ae.9eb3e4de7d114de396608b4f4fb76469.png","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/chris_hurd.36a08ae.9eb3e4de7d114de396608b4f4fb76469.png 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-8d168e44a3766d602d83977f1d376e52'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-8d168e44a3766d602d83977f1d376e52)' width='640' height='640' 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nbQa4KhfBLUAWHy0%2bioAFOHrP%2bTQJm8lv584cSYCo8oQm9FEpW%2bUfZ9R1CJpX8xk8sp4relGdctzVDHJ8qbnMtmattdo6nyLhkdvUFr7nP/%2bEmWNz1BS10OQuuUozOVVTIPbgYlYtHAjWdWOwIhSbNl9C77Bxdh7JAAnf4vGr1cScYJXAchP%2b67DbdwkyQIxCvUBoF2D9YufAKDv6bB20xMAmH2w5wvqG44xwvrNhxGtaUNMaj1BqKeYtSCvopNJdaOItM4ofSyp3vDoJSpbXqC6/TUqW1%2by%2bm/R2PEOLU/fkQ0vUMnfqSQIxbU9KGDiGWRAbnU38vj1fXqFH348gfS8Vvjdz8bxCzG4HpCDgycfwsc/DxduaHDeJ5kA3MX67d5wcZsqWeDg4KLXBygA6FZfTX/5%2bQB9q25/71tLGh0/d5%2bJtyGWopfM0ZZb3kFKdzMp0pn9nFvRhUZWueXJOyZOIB6/ZfVfofXp72SAFoDq1teSFVUEppAMyCd4%2bdSNjLInZMwLVr4Te4/dQkxGDU56xeD8tSScuZpIEPLhG1gE7zu5%2bO16Kn4%2beAdbdl2HvcNkbf9TBHV3gX4BNNNb/QEA6Dvi0hoe7cMHOztn3GQl4jVinDVIxS%2boeIxS9nsFqZ5PAIqqe9DK5Kua%2bT2r2fj4PeoIgkyeXzfx69pHr1HK3xdRUM8WYAjRFAAU1nXx6%2be4fj8Pdx7mY9/xB/C5nwvfoAIEx1Xj1sNiglBIBqRgx8Hb2HXIH47O0yQDtPS319P/5n3019f7KgD07/li7JlQHFes%2bBFRKU2I09Qjg7M9j/0q1D2bfS/6uIBJlDQ8RzMBiKNGZHMK1Ha8QXPX7/zZe7SJ61MCQoYUi/5veoZiRj5ZUNTQg6zKp/wb8Ro9NEztuOyXCb8HhQiMrkFUWhNCEmpwP6oStx%2bWyhbYtv8mhfAm7BwnSw0QAPRXX3GAln39r1RfX/LyU2L6Dzm01HdxnQj/4FzECidH/y6MTmE1VZ%2bjLLW4gyOPs539XNqk7e8HMTUyyUZWvKPn72yLt6ijHtQTkKo2rQCKNijhpMgliHliLNaIifBUakIOwfXnAhWSUI%2b4rBZGEyLTGmi6ynA7uARnKISbd17F2i3nYW3rLltA2QR11V/p/8EAEGehEgDd5IV7Ei8k9uejp/yQmt2BhIxGZNG5CaMjej%2blsB1xFCvBAkHjMo679KJO0rcETWRC85O3aO78nQIpwHiH9p7fUUsgKsQUYAuUkP75HJXCHGXzmsnXzSJzCmufIlZTRY/QhlTxHtnNiCYIfvcycP1uLnWBLXDAD4tWHiIA4yiAjn3qr03eou9xua746au%2b/KCk7p5vaWkrx%2bH8%2basQQwrGcKFJp38v4KwvY/JC%2bdMK2hCX00ITxDYgG6pYYd/7OVx8ypjs31HL8Vfb9gZtPX%2bg6%2b0/0N7Nn7W/QTknRBlBKKIXyKUrFAzIYf8LANJoqDQlvBZ0cG94hKQ8vgdNUhQ9R0RqA/zDKuDlS8tMBkz0WAtbewJgr7a/2ifG6t7XV32RvFL9AQCoT3dF/1/1i0dcZqtcWITqF/GGK0jdCtG3rHxiLjc6Wtoc0je1qANHzgRLfYjXtEhRzCZjUrObpEdoYCtUt76S47GUbCnka2Tz9XLrniKHVU/n3yWz4hoCmlki9olO2ueO3jZoRnhqHfzDK3HOJxUr152GvfM80n%2bCSvxE71v2HX99jPrq6ksA%2bh2fVd%2bys/nHI1KQotPrkFVE6vNmhXmp7KVvNMUuLLlWHnBomKBfUB6CIgrxMLYSOw8E4deL8bjim07mtEljVN/xlol3sVVeypFXSAbkkPo5QkwJYFox9wO%2bTyZdYU5ZJx3mYyRktVJ7aJO5TEVwnb4TWo5zV1Mwf%2bkemFlO4i4wQT5zUNNfbXwGo766%2buK5qEH/CY%2b276d5zENITCV39zpWmcInRh5vtoxjT4y5HNI1MIajKawMERSo%2bNxWjqtceF2NwIQJK7FqzSnEpTdR/CiAj96hruMVfcF7lDU/07ZA82t6gC45BTKZrIbCmlqipX1a4WO5QCWRATEaCiDbL5LjNyylnqOwhAAkcztcAzOLiXAbP7m3%2bnZS%2bbWPwz8tfErllc9AGqjP9ywJgpd3hEwggY4vS8x8ilMJK1VO%2blczgXSq/63gMtx4UIRY0vNhQh2%2b33AaZsburAjX5LASOsDf6RE48jgh6ttJfbJAGKHathdkAvcBjs1sjr90VjyR1jeRmpJAIKP5eom5XLSy29j3dQhPq0doch0exNXBj17gzJUkGJtPhPO4RVyIphEA217jo/08wKeqr668CPHRAANF%2bAT11288iLjUZsSlVHPZaaHfb%2bem91QKXSlpK0ZdMsXpyu0CCUAylf%2bX0w8waoQ1jA0n4uAx6kClcIdPqANdcmJUtbxCJQFo7CQLGmmAKKKF9S/kAUlq0ROKaRsi0%2bsRkliLcAKfnNeIjPwGtlkDk69FUGwN6V%2bBq3fzuAzdxYgvbTD725/g7i4A0D4LFJ8kU9vewYRPXX3ls1EG5sI2Ujjcxk2Vh5ixKbWIS6PlFYcYpGgB7Wp%2bldbzl7ANknJacdE3BzdDShGV0QJX9yX47DMjLPzuGEdYizQ0Na2vZd83chMUrrCBo7Gw5jlF8xEZ8Izu7zEiOVoTcttk1cOS6qWHiM1pl7M/MbORoDTifnS5NEBXbmXJZWjjtgswNBmPpd/9gvEEwNraWp5Aq6sv6K9UXwFAt%2b%2bVz0RJAAT1hR3ef8RHJhCRWI5E3kQmqS42vXLesDK7ixm%2b97Kx93AI7kTU4ODpAAwdYQVr%2b3m0sQWc8y/Y969ofekFuAcIF1jT/pLi1oOUvA620XP6hPcIT64neE2ynR6m1OEuR1x4cgNSCFAslT%2bElA%2biDgkHeIOve947iZtgFDZt94Kb%2b3IsW3MM4yd6SgDE1PpU9QdLXgIgZr7HjAUI4ps9iC1HVFIN0nLFtvcYRaRrAQVQnOQUUwfEiNr44xVs3X4LXn65nMfL8O//YYgV636VdC4lQFUEoZ62V1wrSP8csfOXdVE/XqPz%2bR8E4zECoqqQRtFLL%2bxAQEQl/CMrOQY7uGW2ybkfGC2SryAIVbgTUoZLnCgCgM07LmPugp347oeTmDhlHqwtLeW%2b8jHPrw8AJXnxIVEDU5OxOHLiJqKTmxAYXkoqVnGWN0r6pxU%2bQkh8DWlYBv%2bH5bh%2brwDzlxzEDxuv4IcNR9g2kzHaZCpOXUygk3tOv/BEMqaOJkgLxmutELIdWugGK5te4l5kFV1ep3SF8Wyz2yHlcs5nSEGk%2bNF8BfJ3HrD3g2IFAKW4eD0dh06HEQAfrFhzQgIwxWMJ6W8uj%2bX/jPLrq74EYBqrHxhahrD4KkSm1ND8NMmISW%2bWpz/C5IQk1uPyrTwcPpeIxd%2bdwMxZ6zBj%2bkxMmzoLk6ZuwNlLKYhKFaB1yxOfKpqeck6BWo7CKiba0vVersgRqU1S9cVylEb63yfYgXE11AJ6AOpCHI2TmPuRyXR/HH3B8bVkCB3gDQ32Hb2PrTuvYfX6s1hOEDw8V8FKmB9zre1VK/%2bfqX4fAAe5g4fE1nHtLEM4BVBDd5ec/4h7OQ0I%2bzOWV01JJ3u2AdeCSrFm7TFMmTQds2bOIwBzMXf%2bfhw4HoXQ2HokUdQEADW0vVVy938tLXB793/SNndS5FqZ/DsuRK%2bgoftLyG8m9VtppsRy1aZ9dshIIAMjewEITWjE5dvZ2H/sPjXgCr77/gRWrT2DmXPXEwCLvp3/f1r9PgBuBRaz/ys4ayvp/OrlOf69iHJSvhj%2bIcW4xTh/XQPvu/nSjCxZslYCMNNzPiZNWYQpM3bjxPkEpOY9oXtspXfo5NwnALS8ohXauv5OT/BKKr6wwrUdr5HFMSkORjPLHyOH%2biLOBzVlHYjP7%2bTfNyEpo0pugWFJdWRfE5egNOw57I/1W73w3erj%2bG7NSUyfs479P7YPAN3q6wKgZoBylQDcZlL%2b4cUUnXKCUCVHUmbxU/brG7nUlNW9ouqexIr1Xti21xsTJ0zBdI9ZmD5jFpzdFmHi9F24cjOXukEjkyae9nTLLVAsTTUUw0bSXVjccgpiE5emsmYxUV5wG%2byRU0D4/eS8FtkSYgtMyXtEIyQWoGaKYI3cAY6dj8aOfX7YsO0yVrEF5izYA/epq7kIOctPf4lT7Y95/o8yQAiNUF3/iCqEJjXIhxfhCRw//hnwuc3eO%2bSPSZMXwdVlGmZ4zMXUKdMlAB782tL2WyxZcw5hrFIiK5zIOZ5V9kxOjhLu902sfmmzSPaZFMdMsiNTbJBMXmiL2CgTuVYLOy1W7ER6Ag3NVRJHZlgiN8DwCo7BQhyhAG7ff5N7wF6OwRVwdF2KGfN2YsbstTAyHC37X7f3BzM%2bH4jg5ZvpFJoyjqYyUrwQtx4U4NrdLJoPDc1HKo6cDcOCxatJ%2b8mYMnk6%2b34mAZhNIObAwvpbHDgZTAXvQlrpI5lcJldacbhR3foG9XR/YgSmUN1jyI5Uenzxb2IdljrDhMXZoIbTQ4AQT/%2bRzskTkdJI6tfwvqpw80E5jp0Jx9bdN2DjOA%2bGxhMwdeZGrNt6Eet/8qJ9t5WP9vQdduirvpr%2b0gec806mzczBnbBS7dFTcBFuBOTCNyCHXxfjJkfgeS4h4qHIJLovofyeM%2bZiEo2IvfMSXPPPRjTpn0j6ZnCnz6no5M7/Co1P/i5bQcN5L54MJbOqedwr8qp6kEt3KZxhDm12CXcDMQVCOQqjswUILdIUBcVVUJjF9MnAviOB8jmBrcN8WNp4YrLnFmzY7oOte29zL5jJRIfJx/tq6utTf70t4H07E76BBbh0IxV3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L5lOjVc/aiYk0aIEftyxhqpwXybLw/do9y0dv/5C0rQD9l3a0KedjEvXNrgJlV0ETN7i6RDbLgxw68Uw795MUOuvEKVtGhujRDirA3oIMEWNVpK%2bvb4m0q4T7j3a0%2b3Lz%2bnw9efYdPyGIZ6WbJgymB0zElkvKjw%2bcxAF59bza9Ed/qspg3%2bvesXuVbOxeK62LZC2f/D8IfsOHaBAIFdcYVIXVJrBrTw3g9zJI0l3syQ9xB2TXKEhkur0u/r3Soa4v1E4YJo0gkJRS2N6KrWywhWSxDWjBlGfOIDG4bE06LMf5k0jLyWF2KBAWn9igY9tb2LcNdeuvRioaseKzsIkdAzxEyVQjBXSDxXfz4p04Dvx%2bP7ZScyIcSNBVBhh9S3%2bXb/Bqc1nBPaTR7CR1u/QGp%2b%2bXRnmZ8fWyYO58/0KHu9fQfalPbwQ%2bmef2sC7lPP8Z0MK//0mj8yrR4wOSBHglXDgyD6xwUMFXyY9UGa2wKZr50kNciFDlSuZNp4Mlz4Unz9F3U8/UidarFaSao0E1NZTceq43OE6as8dxaQZrpQPaNYovb5wnJYAB5qG9%2bddRSlFNdUc2rdHFNSNIEdLJsqLDFJFo21keCzby921xaNzKzw6fi5j014s0JeVg725tm4G1zfNZalUnRkM7ToSLmMUJX0/TJQ5ylvqL8iB2bHe7JwUz4nFyZxfPYmLqyZxc800Si59z7u0y3zMucGf1S/gYym/VaRikS/Fd%2bv%2bbQ4ePapOMFFhSF0pv4ItK0n16EfOyCHU3L5BTmwgOckJ1L5ppk7oX7Z0JkUj4qhMS6Hu5480/vwLde9/oOLsMYqGRlH38C4tSmb9iFjqw91peXyPt3/9K28/vKWgpJDpkyYwMMiN%2bYkRZsMS0Lc9/TT/7dXGbT838OAL/KUPZoXbcXBKPK/2rODZruUcnjmMBbGuZlYY6NiJeCVujEdfZoa7sHCAD0sGB7A8IYgVQwPZkBzJjtHRnJ87mpxjG2l6coo/Kp/z701Z/O/mTP6rJU8JKC9h267t3HvxUlpflXz2iEyBQ6pdV9IcelF1TpXdsIxU226UXrpI3S8/U7J1FflufSkcFEa9gmx49Yy6xw%2boN2jx/Tsa9T2NGo8KJala1NZ0ZI9w4Xea1S1vBabvf/2VS1vXMz3Sl9lDw2V7vyHEuQ89pc3bfPE5Hb/8DGslIFZcv3aQF7dWTybv2BbS96/l8dZFnJyTxNZx/Vk6OIiJgfZC/76M8bZkjHTDOH9pAQmlef292T4%2bhgtLxpF2aB35Z7fT%2bOgUvxY%2b4O81L/nP%2bpf8rewJFtfu3eTYiWNm1Vcl1M%2bZN50UzVPRolkULZlHRqgz2cpwrjHPHz9QdHw/6R5W5Ef50lRcRGNxIcXR/uSFelKflSl8eEfzh/c0aTXkpNFw9ijNhjz%2b4QPNP33kzV9/5ocTe3kqC74lMZoxEdIJ3b%2bVpZUg6t1e9rYd4YYMlvubLCo8PCGe9N0rqZKSKzm9k%2bzDGxXQJu5uX8rhuWNYrSSsiPdmbWIga4YFsVTnqwf78f3EARydncjV1RN4sXcpJo1A3d1j/JR5ld/yb/Jn8S1%2byLmOxbadW3ma8gJjFCrF%2b3W1NZTevkWtdH2j0LtoWAyZUmhlN69Qm51GptxjukAr08%2beqp0bzeovX%2bBXsWOzOch6jcjrty00mj3B33jz%2b%2b806XXzx/e8aaqnZfVC3oc7Uz0wmOMJEcySaxwV6MAQiZlEcfxwofcg/b1YFWGxDM01Kbq0bYsoPbKeSim4sgt7KTq3lxQl4eLaWWwZHsUSMcPqAV5sSwph15go9k4awJGZQ7m4bDx3JYCefreI4rM7aLp/nOZHx/jh5Vn%2bLLxNU4YScOXWDXKLCzDAsPSfGr%2by%2bbXm%2bR0V4vrsKG9yRgykITODAunnHOeelGxaRem6xeS69iZXo1A0dwLNLS28VtVbxBCvf/yB1wZT3L1Gs/Ck%2bceP5o5oLjfRvHgGb7/fyI/CgfQls%2bXYQpge6yXr6iKOd2S4RFW82CDJy5JNw0I4KxpL2bKQujPfUXv%2be2pvHqH6ylGKzuzmya6V7Js0mBX6/IIgexYG27NRIGlgxrlFo7myYgKPdyzk1f6V5JzcTO29ozQ9Pc67F6f5OecaJY8vGCBYLOQvle0tNltf47xEy9AAJUL5sqxUSl88Jm/OJNLl0goXztA8/xXTge/Icu9NXpIoTu9tNILXjLf88hPNEko1axZQ4etA9fA4GkW1r3/6QSPwE68//sjbn3/kZ2FJuTBidpQrIzW3SXJ6CW4yQFqG1V0Q48nmhGAOjx3Ak7WzqT%2b/l5YrByk9tZ2C49s1Clu5vmoGe8fHsW6gD8siXMxrkxJwQLb3/IJRXFk%2bgetygan7V5NzfBP557dTc/%2bQknCC1ykXKX56CQtD25cogH9Y3GrzMqgwX%2bYotzBXpqeGmjdNlL58Qt629dSqS2ounSPNuYco0p4aAwDfvada8rhF4PZanysdPZDSAYHUTRlJpfR2o4xSy6%2b/0JyfxWv9vRYl66O6ourhLebGi9b8LRnl1YuRnj1JkqydEGTD6oF%2bSkAQ%2b0dGcXfpJOrO7ePvKfepPLGF/O%2bXUnRoowKcxnapvjVxHqyKcWddvJc%2b488ejcHpmYlcWzaR2xtm8GDnIl4eUBec20rF7QM0PJXTvX8S00uNgGFtjYCNJBjB1xj3/qQDyg3np67IkUUuKJEJqquiRuKnQUhvWrtEQGgpUDpCZUszJomn6reyw88eUBDnR8nAcJrvXKMyLpCaZXN48%2be/8jYngwa9rp0%2bhjctb/jx73/y9m%2b/s2RUHOMV8ERJWEPxjVYSpknurjESMDSYHUOCuD53lALfwX/kPOOPV9f5%2bcF5flf7Zu9Zy84R0ayW/l8uHFgpkbRJCdg1KpyjUwdxRRhwc%2bMsbmyey%2bUN00g5vpbG56d1naepSrlGTc5jLIy2N5JgmJ6qRllcrdKqfySgrLrcnIQ8YUShKltWXkaTMd8yQlUCzlK9zi8qpLq2VkLoMNkSItm2Hag5cYj6nRsoEz7Up6v66pCGCcOolyBquHiKN/pbLTJMH%2b9cZeeSGRI7VkwKsWOSdP8Yj57MinBldX8f1sT7skGJOD1lIJmqYtXp7RQf3cizTfMoObyWVNndnSOi2JYYbAbBZdEagxgXdowI5eDkAZxbOIo7m2dzZ%2bdCjixP5sy6yWRe2k7%2b7SM0ZN/lbamEUG5xPgWlRWb5W15bSWmNZl8JqNB5tdq/trGBWvkBwwSV1NVR/uIJVXKOdT9JD5SaKKrUZ86fIFXGpCAxitLlMymJC6DUy4bymePM1FcvwKwVdb5eMov30gHNK%2bfRIjD99eRBrp49LlHTT7bXnvESN6OkCmcIEFeLJZYKgJdIKe5JjuPO6umcXzSBZBdbptj14qgEztGJQ9gzNp59EwexVl5hmZIwI8KBuRJK2%2bQIjy0Yzs3N06Q5ZrFuyiAWjgjn3KaZ5N85SsWLy7QUPcWioLSQV5rRV5mp5BYVkC90zlfLG21fqPNyAaLhCutEb8X7d5LuY012XBBF8gTFFRWUS%2b5WyUsUSwFWijVeG/5h7BDKpSIbnj%2bg9pJazteW%2bigv6geF8nrKKN4EOtG8YCo///3vZMo7TIjwYHKYC5MCbRgnnT9WtneBRmldQhSrNE4Hxw%2bWnJ3NfmHK5pH9OTp/IrsmDmO9zreMH8K%2bGSNYkxhuFj/TYz0Yo25akxzByZXjuLRpGgdli0eEuTMy1IXja6eTfeMglS8vUZ/7CIv7T55JBzw3t3qxxiGvsICs/GzSs9LJk0s0uqFS9FW4dDYZbj0pHBlLplN3SndtprShgfz8fEqUgBIhv0GhdUpaUVIcFRNH0Pz0PhVhblSoim9ktZtEn43i%2bqbhMbwVbnz48%2b80NjWyKHkgE6UNJgfZmROQ7NnDDIpjApxVUX/WJ8awa3ISkyW2Rvo7MTbSh6RAV8ZF%2bTFpQBALhkUwNcaXEVKFSRrDCTFeLBwawAH5gTOq%2bOppwwmx70VigB1bpg8l9dJumnPu8rpQHfD4RQqXr9/jwZPnpGZmkZYlvi/MIysn23w7vDL9BVkK6IVNBwq/W0v%2bxETSwz1prqnhzS%2b/ULhhOS8H%2bJN%2bXqhaW0eT0eISU3UCzyolrUxaof7GJd4qQQ2S2LVijjdP7vHeuGEiF/nzv/87361ZzGhd%2bCRVaJQSMFIWONGjF06d5fa6fEO0U1%2biXKzwtexCtLNx3pc4DxuGB7uTrCQkR3gzUooyQs4y1Kk3Y6I8mJEQwlR1xJkNs1g7c6TcoujV347v54zgkXDE9PwSVam3DBAsJkuVfvjkKXfuP1ASUigU6JnqRIeXz5AW4kya5beUiverr17gRd/WFMv11f34E6aTB8iVTM7wt6cs9YWo5SZFxw5QX1crRfiWJnWU8cTozRtZ5znjqJKDa9i3kx%2bkI95qpN6JBX7NSed8UgzDhPzJoY7Eu3QlTnji26c99l1a49StLZ59OuMsv%2b/UvT3Btj0Y5G1HUrAriRqlUQo8KcSNxDAvwlwsCXHspe9yZYo8RlKgHRc2zGTfyumEOfZkiBzj6fUzKbh1DNOzi0rCFQMDSswbHgoFgrl52aQItfOk8bO3ruaVTTtS/Gxlhz1JFbDlR3uTHmBPqfi88MFtMoXqWd7WlNy9TnVpKXnRfqQ4dKVAiSqT7a1UJzR%2b%2bECLYZKO7aVu3SLeSyx9kAZ4/9tvvHt8n1/jg0kfGMSgAEcS5ONjXHrgLy/g1rM9Hr3a496zLT59OuHVsyMu7b8mRgZppvBiRXwga9X6awS8a0SFM6U7Ihx642/ZmQRd13C9Z2K0K6fXTGL38skkhjiRHObMoaVjSL98kKybx0i9uheLMvn6vCN7yblzQ0koo9hUQrGSUnjuBDmThlNy/QJVwoS8oZGkWrZVyy%2bhtrqUDP3BLFUqW2BXaOwTmJhEhjEmQvwyaQqTvqNGCag03KI0Qssff8ohvuOdRNB7JeC1TNVrf1t%2bHx5N5dBoxvo5EedrT5S7JeGqZJCcaIB1J/n%2briS692W0dMcIxx7M8nNkUbAHs32cmO3rwtwAV%2baHeBLeozOOrb/Es%2bOXBPVrT4K%2be9YgX06tmci2BWMZHenGNNnlM5tm8fD4FlIuHeTFud1YZE0ZQZq4O9XLmqyta6UF6sX3JiqMfQH1sseNjVQZmBDuRroArDY3nZLFM0m3aqsEJVE4fyoZorQMx27kjUswK8UyrSopvnrjmYFx%2byz1JRWXxP8yRR8%2b/mBOQvP547RIA/ygZP549TQ7wo0HptbmW9uRbv2Ice8nY2QrXeDIGFc7RjtZM9LekqF9uhPTvj1xHdox0qoXM71cmab3jBA1jpMljrNth2%2bvNua7TNNFi/slhpZNHqaRcTHfLr%2b2dyXnti/j1eVD5D26jMUrZTd/ZDypql72ltXi%2bhrKherVmk3jrnCFWKBGgqji9DEqju6ldOd6Mq1bk5sQSXVVFSbxeLZzbzIi3CkXDRq30ssrSqiSCarWnNc8e0TFgGBKdXHlsyfwTqbJsMtvRYHvJI/fSxF%2bOH2Qa8HOxKkLwvRdYQ49ZYs7ENi1AxG9uxLStjUh33xJSOuvCP32KwZ2ac9UB2uW%2bnuyITqAfaPjOTItQZY4QGziiHeftrj0aMXcBD92zB9DvDorSSO2arIoc810Tm5bwsNT3/FSo2BRdPR7MjXbqRIdZYX5FNVWk79jHSnufcjbskq2uMl8/%2b%2b1ccdHsrf0wimyxsQLA%2b5Q%2buQBuWq1TGW74sZFqjXrJWbtIFltPCYTiJb42FE5PpHG/kHUL5lOi9q/RuKr/OJpmjQize9loJSswjNHma6kRslaO3drZX5OGGnVnpje7enfox0Du7dlmMAwybIrY216MM/djg3hfhySWTo/b7QcoMTQ8EAmSw4HiwncBKIrZJQMio0Ua8wcFMiGOWPYqnE4sX42D09u58m5HQJBafVX3T%2bnaN92Xsu7l104SZqo66VNJ/JPHqJUuiB/60qqXj1WYGWYJGNLNN/FCrJw%2bSyy7Ttg2r1RDu8nzbvhIkupef2a8oO7KdTcVuk9tbs2YRJbvEl9Tr3cYvXahVTZd6XmyD4JrNfmx%2bnv/vgb%2b7auIVh05di1FSHW7czPBcb62DJKASULE8Y5WDHOSarRw54lor7NwyPZJiW4R0pww/AgFsb7MFnWeKCPDcNC3ZJbODgAABOFSURBVJiZFEmsl715HDbNSGDTrJHsXDCas9sWcH7XKh6d2IxFulNXUsW/5Zr7yldPyJV7yxTYlB7ZQ61kbPasMaT2/JyMSYnkix4LCnIpMRWZtUJlWREVD27SUF/JG1WyWhWtqqmiZP0Siu27UdI/gKZXTymL9cOUHG92i02XT9MgPm6ePJyW5gZeH/yeuhFxVD99SHpGKjGedvRr94XQvIP5kXeilxXD1cIJCiRSYiZGmiDa2YohstpT%2b/sxKz6AFUMCWTDAm3Eao0kx3qp2EEsln%2bdJKUa5WjJnaBCbZwxj68yhHNswm/O7V3N57zqentiIRUq/dhTs3qZ5Lidd8jNNWJBh35mytYuF6IvIsOss4eNB9qPbZCt4I/D8ghxKjBueH97RrIo2qvVbBHB1wo9CzXle3/YKeDClUnDl4ukyL0sa7t3gjaEL4vxp0tg03r5Ac8ZL3qpSbxLCqMlKM99T3LFmmZkCA227EyEG6C/bHefSC%2b%2b%2bHXGUMPLu28UsiCLtezBalDxZxml6tBsj/G2IdOop9JcXMDpj3jjmjhrAmHBXNk1PYNHICHbNG8mFHYsFggt5cnw95dfFAmnSyJVq8zzZ1JQ%2brcgWr5Ytm0mm/nCGQxez7S3SvBYo4ExdZE52BjmiStOjuxSvX0j1i0dC%2b1pqxRhlhiQ%2bc5xCJa9CI1J39wZlnpaUqRJNxtNlydkaP2ua4nyoHxzKmyGRtIiv3yi5jT9%2boKG5nkqB7vDoEBwlgFy6t9EodKC/Q2fz7hC3Lq1w7vQ1Hl1bE%2bfQg5E%2b/ZgiGzxNcz9VFDdI/D/A145FGosVUxIZJ60wKzGCZUL/rdOHcHHbPA6vmcbDo%2bspvn2Q6ht7BIJ7d5K3cg4ven5BeqAzDWrrFoFhnqEANd/532%2biRMBYIGlr0ggUieKKrl0gI9iRTIcOpEkIVT19QLkMU5GSVPq6iVIpwSrRaM2FExS59qTukNp873YqVdHaZbNozsukUfPZ4tWP12KVlh/eU2fceBGD/PDbL1y/cBqHLkpAz3Z4GjtFRLnhAsRoO2PvTxcpxR4MF21PCHFlRqyPtL8H4/vLC6hTk6O9WDV1GIvHJ7B4TH85wAhWjY3hpATRhS2zuSxr/PyUfMytfVQZCWiS7S1YOpOXko3FNy7QVF9DthRWumUb8hZNVVDl5ORmUliUZ34kXnh4N6lO3SgY3Z8CKbhsZblBc19RV0X%2bnm0UyhqXGkxQU0FjfR0NadIANy5jCnI07xyrMzZeyhvUqWVrxg%2bTqKqgXoaoVuDa%2bO4tb%2bsq%2bTB/PFMc%2b2DbuxMeYoFQAWaMVoJE0jABXKKSPka0NlUma3yUJ9MSgpmsuZ87LJwd85JZMz2JJROHsiQ5mpWjQtk9N1ESeCpXts3l1v7lPFb7F1/cISYSC9QYnl/VKs/PofnjOwqWzeB5ewty5PrqFUR%2bUb7ZGxSrvQuk%2bFJt2lM0exzVxw%2bQbttRHmE7Lf/6J5XSA0bSMqN9MBkAKX/RqK6oVHC5hdmU375KuWiz4uVjKvytqZVuqHzxmDLhRp3%2bTv27Ft5XlvF2zEB%2bHhlNxrqlBPfrho91d4IFqDEuvRmiqg/1tmGEJPM4CZtRIS6Mls2eNDDQ7PiWKeiVM5NZOW0Es9X6swf7s3PmEA5L/p5aPYkbuxZw98AqMk9vIvv4GorPbMGipLRYsrXYvPmhTtWvz06jeNMKGYVH5i0vxs1RU3EhefOmkN6vDTkajfpnD8gfFEymnJ0BfI0FWRSEuZLlaUXpzSvUy1MURHpQMm0kJQLOMnVRbXMjZUpIbWYqdctnUnv6EDXSFTXqgEapw%2bb8TN6PjuVDfx9%2blaB6tXI2A7zsiPC0J0w0GO7Uh3gvG4aq8iMEnElBLjp6Mik%2bhIkSWnMMwBsUSWJUALONW%2bUjwlmVHMmu2UM5uGg0x1dO4vKO%2bTzYKxW4dzEpe5eQcmCFvIC423gUVqcWbjK2uWgea2RgCktkkkR3xVnpZAwJJ73XF%2bSpxXIiPckKtCVLRqlsh%2bb3w1uKRXF5tuqM6clU6zOmCUMpsmlL8cp56pwSCooKqBDN1sp0NYo1jIerxk1UA/Cqm%2bppenyH90rozzIrPw0JpnblLJZofn0ce%2bNl24dITwciJIej3GwZ7O9qDnyEdMCoqCAGBsgJShCNiAsjKTaQsWKZSaLHZcmxrBwXx9KR4WyRStw5ZxQHl4zl9NJkzi8dzbW1Uzm%2bOBmLCrVdfWMdLT/9SNWlM%2bTKBVbk5Qj0CsjJySIvNYXc9YvInDuRAlW2SL4/x60HOcFONMtBFkvUZMvmFsqa5vjZU6QKFrt1oWjsEAVeRI46IFfMYWytqdH764QzjdXVVButryQ0NDfzWrjyRrjz9sENPuj3pyYPZZT8vLHJyq5XV6y7dsKqcwecLHvi62CphDgSIyMUF%2bhGhLcToVKFAwPdJXkdBISeDA91J0ldMl7XMntYGCtGR7Nl6hB2Th/M9gmx7Jzcn/2zhrJ0SJASINvarPkr3bmBFFtxft9vSY3xpTBDtlhskGtUUCxQVGpSC9dRcmgXKd2%2bpGrzapruXlHwbclVu1drtk0Lp1Fi34mSGC%2bqs1IpVNBZ6qBCQxoXFVKrDqmXJqgdP4Sq7FTqNRaGYTKeIjXVVvBBRXis8ZojEBsQ6kWAuyO%2bjvbYdO/Jt19%2bQedWX%2bLQ/VtcpQUC7XsTIVEU42JFnHMfMzMkSV%2bMFjuNFOCOifBQJ/gyZ7Bss8Bwl2hw3Zgolg8NZFViKHOkGOeo2yxqK0Rrs8bzsm9rClW1bNfuZE0YQqFxn8C4P3hoNwXi8%2brqKurkCxrVMWXnT1H74Lrm3I0c%2b7bUisfryssplvIrdO%2bhTjpFVXMThQLW/LIyAWIGFbK9dQP8eJ0QSuOgEOorimloaeKNcKDl/Y%2b8fv%2bBH376iZcvXjA%2beRTzpo9lYKg/Pg7OuFha0vXbb2nz2Sc4ye569GhDgFVH%2botiB0qvGA9VksUq0ySIZvX3YmacN/OlDpckhrFhTAw7pkoqiwqXDQ9l/mA/JgrHxgizMtPvyw5Lhb3o9gmmrSsoluxNkdPLunjSvO29aN9OUvt8SaqscLVJFZTFrROqV6pta4UZFZdPYRIbvJNZMsl05Om9ZRuXCfnrKBZtFiopBphWDA6hRirz/ZmD1CZEUHfuFO9/%2b5Nf/vw/fPjjv/n4t/9NTl4puUUVvMosYfe%2bQ0yZOJmJoxIJdHPG1bIPlh3b882n/4Jt2y/MCfCR4xtibJ8LsGG0j5WCcmJevC9Lh4WwSNLXOK5PjmH75IHsnDKQxQkBzIjxZGSArWS1JQ/vX6b59z9lh/t%2bRdm%2brVTcu0xm329IT%2b5PvrFL5PYNMj37kGors3PmiJmqsgSC%2bZOGY5KENbfvmzdUyfIa9wtKZo6meFICtZrzohIBoUbL9PAGVapKnXc/6kSBeS/SKHyeTsPbnwWCb/Udf%2bW3f4OiskZOnznP5at3ufvwpc4vsHLVOmbPnMqkMcMIcXPApW83vv7LZ/T4%2blO8ehjb49sTIW0wLtiB6QLPRQp%2bVVI4q0dFsTAhkKXSBmtGRLJJjtCo/lSJpQRdx2Al6%2bblw7z//Q9K3/wuM2Tdnsx4UVqUO%2blWrTHdvkKlqZgczU%2bWkmMSZbX89hvFi6aQ0f1TsoarggaYNdZTJVFj/OdIgd7fKBwx5G6p8WxRbV9x7jhlvtaUypwUnzrN89Rcbtx7IlGlz9Y3kVVQxau0PEqrmjly9Djbtm3h4KGjXLpyhf0HD%2bj8EFu2rGP9usVMSx5OoGM/vm31FW01Bi6dWykBHQiy7SZtYMNsqb%2bFQv4lavvlmu8lCn6x1iKB3FxJ5NmDfJio6hubpXeunclf//jAu1//naq3/4ZF3c1LZEe4kNbjE7JEHTUKLG/KCLKUjCyrb8gMd6F45ghyHDuSq/NqzXONsUvM2C8o9VYq%2bWtsr6urrzZvl6k2bogoMeWbl1G/cAZva1tIyavi5q37PH74jJfPX5GWr8/VNnPxxiN2fn%2bA73btYtf3e9m5aw%2bHDh/i%2bMmT7D9wmPUbt7Bw4QI2rl3L3HGj6Ni6FV8rAdZthQO92hFk18Ps9QdLII0UA40NcGJalDezB/gzQwwwLtSRyVKqK%2bdNZuOqBaxdsYxVq1dzT535x/%2bB2p//A4vXlSbS/Wx41ftzVf8ilQd3karzzEhXyg7KJ6gTspWILOfO/7jp0fyPneEV8v3F4vyqhgYqdq6mQJmuEEPUqAOKSwvJknyuaXzHf/6/6H313L33mFs373Hp8nXSsgspq27mwZMsNm/eqQR8zwYFu2v3Xo4dP6EEnGLHd9%2bzdOlKlmhNmDiNUydPM7h/fz61sKDXN1/gJEPka9WFaBdLYj2NrfDWDPGUTJZ1Hi1bPFLGaJjYYPni%2bSxYvIbpMxaQNHwUA8JDGZowlLuvMvn4f8GiviiHIs1vzvSRFB77nlfWbUizk6i5fFZAV0OBqCLT6muKNq80y9oKBWiYFpPxTNF4NLZ4MgVunTF59yBfgFSU%2bpwyJefi%2bQtcOH%2bNX37/L41EAy9epimIs2zcsI5HT19SWNZEdk45t%2b884uixk%2bqAfeaqnzl7geMnzqjyS1iyZBkbN25g7twFjEgay43bD/D19KWVkuDY5Rvzdrpwx170V%2bADfezVCXZatgyVI4x368uo/qGsWruBmXOWMHfefKaPG8GgAYOI7T%2bc%2bMGJXH74BItK83b3ekoEXAV7tpKiOcndtExmppbscQnmuc%2bbOIRa4wanTI8hXY0tdNVq8%2bIZSeTat6Fq7SxKAq0oEl6YahvIzzNx7vx1Tp65ouCbJYWbePDgGWtXr2fdurWcu3SHtCyT8KCYtPRsrl67ydlzF3W8wcVLl9m6bZuCns/KlavYunULO7Zvx0eBL1%2b%2bhlsPX2HfozuW33yCe4%2b2BFrLKKkLjAQM8nEg3sPGvKIln%2bP8nNm0bTubNm9l8cI5TBw3jtEjRzJ61EiGDksmZuAoLLKfPybb4GshuXEv35STjkn6P//IHtIkf9OD7CjPSjPfIC0vL6FZUrm2rJii8QPJd%2bxA9Yn9VCnwAteuVL14QkpOCc9eZnPx2l0On7ioaqeTlVfOtVuPWLtmPWvWrOHE2Ss8fJRKalq2ed3QaFy7flPH28KAIwp8BXPmzGft2nXs3LnDDJCRkXFMmzKds5ducuL4eew6fI2jwNC7TweiHXrSXxWP04p06E6IfQ/CHXqbR2TFvBlmfJm/YDXLV6xg0dKlTNL3JI4YRULiaCyee/cmdd920nOzVY0UMnKzyFFCqkuLKDm1n2yJmjL5%2b5LifPP/BzSa8igSveT3sqBYnr7m0kkKXbpQNiOZjMIqLl65y6lz17hw9T7f7zvJrbvPef4ql3OXb7D3wCEFt5oDh06p2nd59jyF69cfCCDvcevOPbX/eXZ/v4sVK1ayYP4itf9GDh/8joUL5hIRHsv8eQtZvUoddPEaMyeMlyb4DI%2bebYmw6Ua8Sy9iJYpinLuLHrsTZtMdfynGcDcbtm7eorE6xc79J9i0%2bwR7Dp/jtLrwwk0JoafefcmQP8%2bV7DXu9eUreAPACtXuxVqFpQI1ydhCSeLS5w/IDXQgW0bHNDWRohh3iry6U%2bTZlfJrlzlz8wWPn6ZpVh9z4PAZtn13hMtXHijQHI6cOMeOPQdYvHQNe/cd0Yhc5vqNO5y/cJ3HT54rCXc4LDrcuWMHixcvZcGCxWzYsJ7jh7YwOimJgQMThQuLWbZ0ubDiFFs27cSje2vcu7UmsE9HBjj1JF4JiLXvTLRtJ8L6dTSrRY/urRglmn%2bqUStr%2bJG3v/4Hf/0PaP7tv6n78Hcsyu9cp7iygszsdHPwxh7hcuFB%2btE9ZLx4SLZGIz0jzTwmJa%2beUyC9XyiMMPYMN549TJF9a8rGDKC4uJRTZ6%2bxd89BBfNIXXCdLTsOcvLkeV6%2bzOPeg1T2Hz7L0pWb2Lf/iKp9SXOvdf4Sd%2b4%2b4MLFq0rMYTas3yjAWsSiRUuVgE1s27JFADiGaTNms2zZMubPFzas28L2nQfx7dsJ766tCBAlRtl0JsGlO3G2HYmwbE%2bkZUdClYBg6454yz/cf/CYP/8bCaD/xU9/V/Af/5Pat1KC1ZKtlcbOUAVaUFpMrWxrzrhB5vuDrzT/GVKBKXJzL9NeUlBeQaFxD18YUGvsFt24hNy%2bn1N1fC/3nr3k6bNsVfoC3323h6vX7/Ld3uPsk6y9fOUWL1LyePQ8m5VrNrBnz34z6B0/cZajR8%2bIGm9x6OgpNm/dIepbzpy5CxXsSlHjZs3tOs3tSpavXMnqNavFDEqO0QWHTzI1aTAeHT8zBxrRrxPxjt2VhF5Eq/oxxv8f2HbReHQisFcbgesV3v2BmOx3THW/kFH6gZKaH7HIl10tVXsXaZXJoWUmBPHcsT3ZoQ6SweL/q2fJEd1l3LpKzo3zQm5Z5PxsSiWXq4rzqLt3g4prFzix/TvOXn3AA0nd3QdP8N2eo%2bw5dI5du/Zr7eXAkTNcuP6QJctWKEG7zBe0Z%2b9hdu85xPmL19m19xDrJFLWrtsgAbSZjZs3sU6UuUKYsXHzZtavNX4nEF29XGC6XJ/dw3dii0ApwhDJ4kgFHKHAB7v0Jl4YEGskQYkx/p8w1LIdV24/UtX/H8pe/yt5NX/leUELWUVN/H8fnB%2bCnuq40AAAAABJRU5ErkJggg==' 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His passion to travel, charisma and unmatchable energy has brought transforming exceptional results of long-term effect to the patients in more than 35 countries. With his own unique Healing Waves therapy, he now continues to spread his work globally both through private sessions, and teaching with his workshop series. Ambassador fell in love with Threefold Bruce is an internationally recognized astrophysicist specializing in studies of the Sun and its magnetic fields. He is best known for leading the development of innovative instrumentation for observing solar magnetic fields, both from the ground and in space. Throughout his career spanning more than 40 years, he has contributed to the advancement of our understanding of the Sun as witnessed by his authorship of over 170 scientific publications in peer-reviewed journals. He received a PhD in Physics and Astrophysics at the University of Colorado, USA, and in retirement he is a Senior Scientist Emeritus and Distinguished Scholar at the National Center for Atmospheric Research, USA.","linkedin":"","websites":"","countries":["Mexico"],"cities":[],"image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/carlos_mario_sanches_avila.36a08ae.5074283e1ed5016cbe1c214e05f810d5.jpg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/carlos_mario_sanches_avila.36a08ae.5074283e1ed5016cbe1c214e05f810d5.jpg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-08cb3081a820cbe9666fd94682806a87'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-08cb3081a820cbe9666fd94682806a87)' width='640' height='640' xlink:href='data:image/jpeg%3bbase64%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%2baWOrqHBMdXQXEZAjG0Z8QEmTIS3f4DSmOhdjjhWDnrgnBGM%2blPmx3iDfLc1Ntj6Xo7gyCNiPYjqD7GuS4%2bkIcIJBW4rh7irrTmr7hoG8Jlx2S/a3/ACvxOLAOBsoHGxH/AJXJqUdsAwbdHYi7iJ1VUrBh1L7LbrZyhaQpJ9QRms6ZiclAXjQM6PTtt8ygn7Ko9pc%2bNE5kWWLblhznPvJdSQPLhB3BP1qK44QyfTKWtUDuLCGGU4U/sO1WAcj8sqG4oP8AmJ8NfE/coTTinAlEdyOteOL%2b0FSehNGlvkRnYYWsMlzG/AfKT02%2btUTVkckzThx86mtRjvMKCBv16UJ3WGiU4plfQJJGd69lznyi4ph642%2bElwqDYZZW6rbrlXQVgG34sNLklxDrgGQ4kbKHrRKhrYGQuRYpAnSumMjTdq4jk/KNZP8AoKs6F/Du7puunWEpYdZMRKI6uYQeIhA3GKKKvkIZQRM06lGKt9kpZ%2bODATa7VNOwalcpSvQLScflIpmULeJ9mTfdC3iGQeaGFPMkdQ6gcaD9x%2ba8sTepWHRZ4rA/UTcRTfJUoMJfWodSOhqs5agt/hQSkbZSMjOelD8HWMaBYG5KRzpDyeBLY/yI/at0C63x6HJOIDRdwUJ5x8p75wdtvSqbxH9mpqsUn1GYZ2p5AhJHKQ6jccfdP61S6skojQnMK4kJQcAbbmqi06wdizl2%2b9RG2lPK2fZVxIJ7A%2bleZxadQa1s9jZw629LQHQFYBHECRt7ZolqJYKYvdcqAtOhvBpl5OkefJSkOSH1r8vQgAJ2/wCTR3WiFFYhRWo0RpDTDSQhCEjASB2rfVui7FCzO3WeWwv3JXxYCklKgCCMEHvQZM1sgNKMaOpOBkrcOyR3OBSkleIGqJj7jzV0W0y6cobaQkBCewyRnOKCy9a/skp0llx9Yr9TW9jRfivcLS7gW9iUVtBQzhpaeJH2CgPpV98%2blx5JtMuEIiMFRW2knOd8H9Ky1Hp1erVCTLkK/ih3%2bYcyoq9lev7UE/yRqVEgx0ROJKc%2bZLgCT%2baULV3HdnBlpWbtINmMj%2bQt1zdrU3aG2oq23XHHAoqQBxII71c/DRb0L1qi5zFJHkcDBXgcSsY2z33P2oXs3hjcH30G7ONtsjdSEL4ir69qOJtvRBgtx4yeFDeOHHbFD5UpACcwTU%2bqJNnHU6fqUhdEahv6LxAZfukp6MgKBZcVxBQCehJ3/NNJrVOAOfGP6pVT1VwsGRKy/TNS20z/2Q==' /%3e%3c/svg%3e"},"private":1}},{"node":{"id":"can_efe_aydog","path":"/people/can_efe_aydog/","excerpt":"I'm Efe Aydog and I study Politics, Economics and French at the European Social and Political Studies department of University College London.","content":"\n","name":"Can Efe Aydog","rank":5,"bio":"I'm Efe Aydog and I study Politics, Economics and French at the European Social and Political Studies department of University College London. I'm Turkish, I've lived 9 years in Ankara, 1 year in Florida, 9 years in Istanbul, and the last 1.5 years in London respectively. Current affairs and political economy are of great interest to me, I've been involved in journalism in Turkey and various political clubs/campaigns throughout my high school and college life. As I spent most of my childhood in Istanbul, developmental economics also excites me as Istanbul is a unique example that portrays development in the modern world. Ambassador fell in love with Threefold ThreeFold combines multiple interests that I possess and synthesises a unique, simple yet revolutionary solution to one of the most common problems of the modern age. ThreeFold indeed combines three of my areas of interest, energy consumption, impact of technology on society, and developmental economics. I am fascinated by the energy sector as I find energy to be power in raw form, and the reduced electricity consumption that the ThreeFold grid provides is relevant in an age of development. I am also excited by the impact of technology on society. The potential that ThreeFold provides by standing up against storage capacity monopolies and offering viable access to storage facilities is crucial in the democratisation of the internet, therefore making new opportunities that emerge more compatible with the needs of our society. Finally, the farming aspect of ThreeFold and the availability of storage and internet access in parts of the world in need will help developing parts of the world catch up with the rest of the world. All in all, I see ThreeFold as an opportunity to expand my knowledge in the aforementioned areas by working actively and gaining experience in the professional field.","linkedin":"","websites":"","countries":["Turkey"],"cities":[],"image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/can_efe_aydog.36a08ae.14fac2e886fec88cdad20615908f9897.jpg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/can_efe_aydog.36a08ae.14fac2e886fec88cdad20615908f9897.jpg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-d2837471a95b87b2882f17a787ec69da'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-d2837471a95b87b2882f17a787ec69da)' width='640' height='640' xlink:href='data:image/jpeg%3bbase64%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%2bW4yXQQyhBBHuTSd97hLbwhqijqLPk2K1doa5tyCq4woEljgShoKaVg%2bSiSP1FPXRGsrTrK2d7tDxKkYDrC8BbRPQgfyOBqnVw2Q6kiSlpiLZfRyCyvdyBy4VLbP39QbM9WxJtwhqbiOOJafKV5QtCiAR/Y9RRQtx5yXOiX1wXSorCSFJBByDWaaFAoooqEK1dqRv8Xu9k7s1IkswFqZkoYQVrBWUHwp%2bo7oNDGt7Fp23NQozM51loloLU2E5IOCACRnj5Uytc2Xut%2bbuoSsRioOLOMoQrdwT7nArQLquBJkuITGZdbdWSPiAJUlRPtyz7VlWd9jVi4NemCjFSqfJMQL5BuMATGXdxkcVb3Ap9x0qB1v8AC1DYYkS0uNy1zprEdCmVBWCVc/sAaipWiLclhmVJQ8h54rbdWw4rDaN0bgx6YPHGfEelbLs30yYutrQ7Z5S1xWS45K32woFAbKUgk/VvHgefOjhGMsYCtnOMXlD9YbDTKGwSQhISCfSudFFaRjBUbdb9abQ2pd0ucKGlIyS%2b%2blH8mqv7Q9r97vSnmo0hVst6spEdhWFqH%2ba%2bZ9hge9KF4/ii0B3JClZUTxKgPWue/wCA9pcDUevNO6pskyFpy5InvNlC3FNNr3Ep3sZ3yADy6Gl3c7I53z45fWhpwYcaCgQT0WAf%2b11bC4zM7RGpkMAd6ZltDAH0hvIT%2b6vvipB%2b792nKiLhGWwn5VjG8n040ja5O78NHSSjGDyZ7rKbhfCMhKooRkuOqIUkjlgf2TTe2cwGo%2bno8tLiHly0B0OJUFAoPy4I6dfvSsu8lMDTNxvtyaEe3RGFKbbVzfdUN1CB55UR%2b9IvQm2TU%2bgbWmDb3Ysq3Be8mPLQVhBPMIIIKQeeOWabpqfuaOGqv3dkS%2bNFLbZLtdsW0OKlphQg3pKcuwHVeI%2bamz9af3HUUya7iR81ZNzVIeJcOaI09xs7jZ3QrmagGXCSpSjzNepboDSik/SarYXkslsSuz%2bltn15ucZlLs2a2JaEuglGN9SAVAccYxw6mpzZ3fxfdUum7Wxtxt5S0NS2xupDiTgBQ4DxccYHAj1zS/iXVmFs6jtrKQ/JhtIab3kpJCPIK4HCiOHWt00/MYtWzeLOLbafgMqWoAjIWFKzyJ45GOdXCMU3JltvGEar2ktVrnXxjTsdwCFAAdeQg/M6ocAT13Un/akZLLah48lKTkVI3J2RLlyJUhann33FOuLUclSlHJP6moOWsrWB9Kevma6t%2bgPB6LXMkQ5jcqG65HfaUFtuNqKVII5EEcjVyOz/ALYnNVhqw6lUBeQn8iSBgSQBnChyC8DPkffnTFpSWcF08eifL3pp7BC/K2nacQxFf8MtKyocgkAkk%2bmBQ4yiH//Z' /%3e%3c/svg%3e"},"private":1}},{"node":{"id":"brooks_cole","path":"/people/brooks_cole/","excerpt":"The Father of the “ResonantBrand” method a career brand communications expert.","content":"
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\n","name":"Brooks Cole","rank":5,"bio":"Brooks is the Father of the “ResonantBrand” method, is a career brand communications expert, and has been supporting magnificent women and men and their professional and personal brands for three decades, serving leaders at companies like Disney, Time Warner, General Electric, Microsoft, Hewlett-Packard, and dozens of others. He has developed brand strategies for leaders like Barbara Annis, world expert on Gender Intelligence® in organizational leadership; Victoria Hale, the inventor of the “Non-Profit Pharmaceutical company” who is bringing safe and affordable contraception to the women of the world; and Jack Canfield, author of Chicken Soup for the Soul, The Power of Focus for Women, as well as dozens of other female-focused titles, as well as the holder of The Guinness Book of World Records for SEVEN books simultaneously on the NYT best seller list. He has also collaborated with Sam Beard of Sam Beard Gift who has worked with eight US Presidents from JFK to Obama, creating jobs in low-income neighborhoods; and Carlos Santana on his philanthropy Architects of a New Dawn. He has 30 years experience in communication design and over two decades of experience in brand development and strategy, digital marketing platform architecture and execution, interactive media, media technology and production, information architecture and software development for corporate and non-profit clients. Brooks is a patented inventor in information technology (Six Patents); is able to conceive of innovative intellectual property and supervise IP strategy and patent applications.","linkedin":"https://www.linkedin.com/in/brookscole","websites":"https://www.resonantbrand.com/brookscole/","countries":["Spain","US"],"cities":["Barcelona","California"],"image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/brooks_cole.36a08ae.db10a0592d84dbf87d922e2537483cc9.jpg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/brooks_cole.36a08ae.db10a0592d84dbf87d922e2537483cc9.jpg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-d4ea5d5018ba1bdf2010bb96de2e02d6'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-d4ea5d5018ba1bdf2010bb96de2e02d6)' width='640' height='640' xlink:href='data:image/jpeg%3bbase64%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%2b17WwNu50eclfDtMSFLKgUo0b/%2bE2xUqbM6r1WSYzzLLaE6wVWGwHb364KMk5akSkrlynFOakFKVEdTzb9McZeXzVSXqGdTZ2Q/imINSnZNXrfhKcbZdUrSWVqsNQHHptjdhx4zvhJnutoltpKVBQvo7YIkZUkQ0srioa8ZteolxN9dxihVsqSW2mXkvqEm9iD%2bLfof7YRW5UnAOI5UsnUZIzF99qVMXJcZW1GX8O0CXVoJsAbaVWJ27YXEiGhlCHG3NSCdCTp4P7bYelYpS001QqLyQtHKdZsr1t7WGEpWm0QpaWHHNZLYDmlJAQbm6R3t3xQRi6yW6hGxOsq3UUx4DkaqLdqDT7S0GMzELl0mwKupFrge%2bFo/H%2b6Wh8MuSmG0UBAlNlDgTcEJscGGaHHXWpzUa%2btaUMJtxb51X/qTgIzXLUzFpkdS3FvPNqJub208fv8ApibbA7A7x%2b4bGSRtIINJFQlPSnXBHS8uxJICUDrp%2bl9sOeirgmA0qK82I6E6UgbcD/jHNkqpuCahDxeVGSAUttbFRNrcYNckN/etcS1LbcXECFOGOp06QRsOD68YNWtV15227fM3a3lUoGpUxhsbnB1010OPSFOac%2bJhVVVPpaA88n53AAQj6nbGGM6znZXgvIC1K8qW17g9iCMUc05MdTVZLkKO6qO4oKHg6joFvlIG49DirQcjVJ6WhxUKQwwOXXSoW9tW/F%2bmNoKCAHAK9T5/PYQdYXNZSOcip0B2PpjUdzuNZYzTVlqU6xMQmPPbF2xruHU8%2bU/mLYVkuivzYUuqKalKjx1EulZAsbjypJO437YeFVyvTW2kNKb%2bIc8YWceGtRB2A/71GA6szKrCzfUaK/oeiMvBhIU15VawNJI7WUbjv0wxw6pTqtyN59P9gOIUHogMNR33jNfXqUpdhdRLm3TWry/6QnFPPuTxBqAckEvsOsIbaXaxSN9R9L3sfbBPGhMJzPGYb8yVEEA8gCwH%2b0YOatAYqEN%2bmzlNh0klpQN9Cj09sR0fB0jFdedSs53pWUGqlUnGJKhGjNgKbKUecpO/PFr4Jy0rLHgO0GlGXGS4Q%2b4py7ykgWuB1F%2bEjt64IswsR4yqOAFNPsIMVSQb69NyR784rVFiSksoYlgRCAB4LQ1ke6tv0xpqzMcMdJStKVMUgVH7de/WU6IarVqmupTXnWYqiLQSgINrfMTyCT09Mb65ziXPgW3VP33Tq3Wn0V/nEf3XGdYIQmU6pVvOp8jVt1CbYniQWqe0txthCXSk6lj5lH3O%2bA1CI6pYDcTIUEM1CI5KWhLfijUVkBI98Lz7U6w27JdaoLSnVzpPiS3WkqUHNASLahtsBYgdsbH2pJfn0IUqCAqZJICQrjYgkn8sD1MlScr07McGplbpZinwzHQVNMkoOnYcA6h5iPc4q8KKoxZmxkY%2b%2b0g8XLMAijODn77xgRcwqpstl91vW%2bVKDiCnSUp6H3sTj6lZolVPMrDLQXKY1lxbwOlWhI3NvxH0HPTGnPTSBV3Haw6yh51vSlMp9BbAG1wknk/22xTTmDKlDkT4cR1oTEN2XJSCgHr5T0UP5SL8b4Qp0mOwmWLFiZkZil6EGTOcUyyShTTSfMpDm41978kjtjaoFQS4oxpQCXmvmRfYK9D2I3B9cKT7Rc5Jr9WTTG2VISyypbGkWG%2bw1XPJ2/PDJmU1yXDjSYrhblpZRpWPxAi9j9b2%2bowWvS/GFL%2bcfsgSjBDrCD49LbnhnyrKrJtzf0x7r9XZgsMtuXS65wgm5vyfbC7nV%2btQW0fwIq3NRuuytvpiCnU%2bfUnFz6q%2btx93YDsOwHTGCiYyYYNWc4IxLEyoOufe%2bYAEhMRooihXBNxdX7DAvXa6qTR8wtPp8Ko1RbQsn5UtpAChe/bBlmGGw3kmrokkpipaKLJ2K3FbJA9jbCOzB8ahmC7HQl1SAp1ZTva%2b2m3Xg398O2aI6kkbGJXpCjXef//Z' /%3e%3c/svg%3e"},"private":0}},{"node":{"id":"brian_bogaerts","path":"/people/brian_bogaerts/","excerpt":"Brian is an internationally well-connected entrepreneur, with a passion for people and technology.","content":"\n","name":"Brian Bogaerts","rank":5,"bio":"Brian is an internationally well-connected entrepreneur, with a passion for people and technology, at his best launching and building initiatives from scratch. He comes with relentless energy and a solid track record at Alcatel-Lucent, The Boston Consulting Group and KPN, where he held senior management positions in strategy, innovation and business development roles. More recently, Brian launched and sold a few data-driven companies, mainly focusing on cross- and up-sell logic and in the web analytics space.Today, Brian is a co-founder at DataTeam.Services, a pan European go-to-market company focusing on international expansion (and other activities) for its partners. He comes with an MSc in electromechanical engineering, holds an MBA, lives in The Hague and can be reached at +31613934639. The ThreeFold Foundation is a future path to an accessible and sustainable digital world, for entrepreneurs from around the world to build upon. 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Cardiff","rank":4,"bio":"Brian has a passion for creating solutions that go beyond the screen he cares about the inner workings, but also about their impact in the world. As a detail oriented and organized person, he makes an excellent team lead. He keeps his teams working productively and motivated, foreseeing needs and challenges in advance. He was attracted to technology and science since he was a child, so he decided to study Computer Science after realizing the power of programming over matter. Brian is, by far, the best dancer on the team. A few years ago, swing and blues dancing was a hobby, but soon it turned into a passion that took him on several trips around the world. 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\n","name":"Bert Van Decraen","rank":2,"bio":"I strongly believe that if we dare to look fundamentally different at most things, we can find a better and more sustainable alternative to most of the challenges in our path. Alternatives that contribute to our society and ourselves. By the time my daughter and the younger generation can choose where and how they will live, what they want to do in life that they have a different system than they do today and can live in and with a healthy environment. 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qWRLI84kolCD24ws5f78nh8wtFPHN/NqekibuWqlnQrCZWEmfw1J%2bTFDGBMmckqfHTiPCfgF%2b1ZOoRKWxoOIlyyd/rl6nYNl/DfbusPPqAh6On7Ww/nMLOnYls3aqSmUri7FkX6waM2MWYGAw/Y//aWLYt1VHoCWVJl561C8xyQZl5AUAfH87BWXm8vXcGb%2b/v4SMFAOn4d/cN8/15OS4s5dbVVdx6YJRb1%2bV8fSW3ri3ju4uLBYQhLvUXYdXFkWZQUV5plASYQnmPmKZmjcx5Gcs3pJEqEbdX8slzhzJ4YpGLP23N5NcXXKwUsb53k5PCtDBf94On/AxtzCQyU4JRh08mKkgA6JkdzZl7M9i50UxtWbB49ABObzGwfTSOeZ3S7aMOjgsLju1QsXtrksy%2bJMB%2bNdUZEaxdrJEjhaMb9Fwc99JRnERMxM9IiFE%2bfApRInyG%2bDDO9hXw9r5uKX4On57s58vTg3x/cYTbl1dx%2b8oqfnhgPbcf2sDtm%2bu4dXOU2zdWcOvykI8FlwbLZMVGkaKKkvxhoqorhY4lbvKbdPQMuhhaYWTnSh3zZERXt2kJvvsuDkkDNs6JJ8cezssPlLFeVqT/pP%2bJ/8SfYU4OwCmROybkLnGXIoKrlqZw%2bEQWDzxSwG8fKOfKuJMnBckT%2b/Ts25nAPUd1PH7FyfXTFgFCBO%2bYmbUj0WxdGc%2bVU0auHMmhvTie9OTptFXIzBZMJ8PrL/PvT0jAFNzaMH65qoq39s7k76eW8O3VUSlsLbfvXyPFj/LDjfX88NBmbj%2byiVsPj8l5PbceHOX7azIaD6zggWWVZJnVpFs0ZGWpySgQv1Kvp21uOqNba%2bgV0b66xcmVMStDXfG05kRxfdTLlY2pdJXFct9WFy%2be9LK6J4myXFm/Aopd0mlk4J1ES8bxa2mKYGTUwqF9aZzd7%2bQ%2bAeDFi1m8%2bGi20MjJMxe9fPRSFa89nsmj5yXeHklh0/p4Nm8M5d6DKVw/nEupV2ytdgLV2SpxkHGysqajVYvQ%2bEtMLjNzbl4B%2b7pLZBQq2T%2b3kuurO/ng2ABfnxUdEA34/vJKAWQVPLEZfrUdnt7OD4%2bLFlyXEVhURJaIoCNFRV6eTkxaFHllKjYeaGf/kTqG%2buLon5XAlpFEDm1Wc1iicV1mLE8dSePz814%2buJDBt8dL%2bPT%2bfEYWqJkzI4mmKjFPubIR4ibj58y4m1XLUhnfkMzGZbEsG9QzOmjkpet5vHolkz9eyubp83Y%2bfbGaV2/m8uz1TGGFhV3jao6MJ0gwSuPQmhTOrBXfvcHL7uVOds/LwKWJIFp0YF93NtcGK3lstIOn13dxaFYx8wpEYNsyeHljC1%2bd6udrEcWPDs3nxe29PLy%2bm%2bd29/HuGRmRK0vZ15aGNi6ElMQIsrPiMLsDSBfB27Aqn3v3ZnH5hJO1q3WMr1dzcYeRZzZ42L7MyNKliRxuN/P%2bLi9IPvjbeAFbl%2bu5eaWQE0c94nXEgEmT/FyS9Lo741kwM5JtG5I4v9tBe2EC3fVxrFyo4qHDLq7uTeaxE1bevFnIYxfKuXqylPsOFPP0uSr%2b8EQtf71cxtu7y3j%2bcjNX%2b3N5oqOEA50ForTB3D9cyVNrmtje4GK42MqKKjdbGyVDNLvFEzSIFqzgizOLeX60hoOtAmZ3Ho%2bPtvLKjlm8fWge25vSZHVNx2vXUidGxy009uQEcHDQyxP7yzmx18yy%2bbH88mgqZ8aSODykZtPyGIaWquhvjuLYGi1PrbOzsiGR%2bvooblyr5Pj%2bHGKj70AXNQm/VDEGbr3YypSJHBgzcHKrmbaSKEzi/uxZkyktD2FsUSI7VsdxZrOVjaMmCUAuzm/O4f49eTxzqYTfX8hiebskv115nO1M48W%2bRq4tqqPZoeLZja08v7GdK/1VnJ5VyuleiaZ9NTzSV8Eb473cfmAT/760jNfWV3OsM4u1tR4uD8hz29r58swijs3NQxXuL9Y5mr4lKuYtTqS/38CF8Tru31rIlaMu5rTEs28olT/eSOf4Xp2s5FTula113/4Qrh4SZuw0iGeJYOFwGKuXp7J6iVU06m7KcqLxs0dOJXna3VjEWfX0RDCjKxB3wRRyy8RyFgUJ3abjdk5m%2baBQSj5497iZSnGI24dMPLQjnesHxXicyWRIutBUE8GuHguvr5jByZYcxmrs/GFnL%2b8fXMSH%2bxbxwfZ5fLh9Pp/uH%2bSdHfP5YM8C2QBbRPGX8%2bm%2bWfx6SR0nOgo42VPAE4MlfHu6j/NDZRSZVVzqK%2bSQWNolKyMkecZyYm0xewbN7FyRTpk3Hm3UNC5uz%2bKPDxfx2%2bMZPHYsgWuHI/j1WQ2vXXHx3OlkyS4aTo4lsnGpkfltOvZJM/1MsVPQBN9Bql4SYNE0GjoC6JwrgWhmCLVNMVSIN2hqnsbhDUZeFl04uyUdk2kCQ3PVvH21lGfvzaS2Noz8ojABy1/WaASPLW7m8YEmtjR4eGVrN58eGeabk6N8e2Yd351dx1cnVvH21tl8fnQJP9xUABjhh0sr%2bPLEIJ/tnceXR/v5Stwi11ZybWkl%2b2Zk89f%2bGh6dbRcGJjIunuXw0lSq08NJjJlCXOhkpk/%2bXz6/f2xFGt11IRzbqOKx43Fc2BnP9S0O/i3J9fn9Lt644ObZ%2bxyc2uaksywevziNfIAUbxL/X1sWwjIRj/Gdet8XkgsXizmq9mfBvDCeOJDGxdVOeksSKS4OJTMviP65CaxdrsOTH0BmUShZxRHEJ9zBqND4rV0LWCQu7ldrWvns6FK%2buXcNt86vk/Mq3hUWvCcMuHVJdv8jO/heVuP3Mga3H94iXmAz31%2bR18qa5NoKHhYmvLqukY8H6/mDdP3ps4VsnGvAqp4qnn4CqojJhEy7kyyrzPsOO6vmSYcXmrhx2MC9W6OozwmkWBLptU1pLGiM4PruFF47J7om4zyrRoWfKll2tiYIq2o6Vu10iZ%2bhdLfF43H5UyFRsmVGJIOLwtkwoCI3OQh1yERshikkJ06SqBsguV30wzmd4pow2iUVur2B4rQieG7TbNbWuLk0UMYHB/v4%2b1Hx%2bkeHeW/3Av732i7%2ba%2bMsvhVAfnhwq1jhDfz71GK%2bPrVUAJEV%2bNgOeXyTgDLEowOFvD1Sz5tDNYx1Gzmy2UlLRbSErLsJl10eHzFJPP0vGOty8OzZbJ67x8pHl7N4/3oOT29ziCZpqEmPwhA3lfKcUJ4/5uGLm9X8/Uox754tx8/sjZGgMBldwESxrf7olCN6isyUFKqbSnudih0rdGwfScIiYEUF34VO%2bZIhfiL2uEkUSZbobYhn3Xods0cSaF%2bYJDk9DLesLSXlHZmVy%2bvbunlj1xz%2bsnsOb%2b5YyK9FI853F/Hq2hn8VR5/Y6yVb44slFXVydcnh/nhqmQBYcXHx%2beJre3g63vmcU78ic0xidzCAKrqw8n0RBIReBexoRPlnsSD2KLF48v%2bH8/mqY3Zoi8VPLnRw18uZPLgQTNb%2bxJ4YtzN19dr%2beS%2bKv55uZbPr9Tj53ZGYIwSIQwXLYibgkETiDE5mNjpd6IOnsRgXSQHZEVeHNZR7Q0iTjVBIqjsYsd07IlT2bXaxNMn0nnznIfRNUnUdMaxfIHs5X4ra9tS2Nyazms7u3h150yujrRydqCRe%2bY3sKohl11tuRzqLeTJdZ0y8yv4656Z/GFNHV8cXSCjskiAa%2bG9Q7N4YKeDSxcN5OcEYbEEUVIeQVLsZOLDp0rekGZETsZrCCF02l1UulQUmKLJ00aydbY4WNGst27m8PsrZt45m85z23N542AlH5%2bu54NTtfhlaKajD1H%2bUjPZ99caY1KADwCdiEu0/924EqdwYG44e%2bfFs75TL6IzGXeGP0XFAeTmRLJ3iYVvd9fz8tFs9u5OpU5c2opZRv50o5JTotCr6538bryb5dUu3Anh9BVK6mwr5Hh7CZdmV3Gxu4zHlzTz3IZunhqbweMjNaIRHXx6fC73Cf2vjLlZNidQ9r2GAbmH1MRQ3OYQX%2bfV0UHoJHKn6cNx6kOJC5tIWOAECT53EiX3maoJxhgdwJFhGY8DXu5fY6MkJYwXttWKy%2bzh5BIXflmmYHLEGxemBJKuDxILG4Ba5iUpcgJJ4ROIDriL6tzprG4NpsQViN4wWQxFMOU1k2mpS%2bDQYjuvjRXy4NpMTo2nM7bMzMAcnYhQPrsG0qh2JrKpM4/5hans6SrgaKt0fFUvL8oovLV7ER%2bLLvz1yGJeXtPO6twUDvXk8PE94gq3tjHY6uTU9lRGpQGj/XEckZ9PbE2lJT%2bOWEmaiVH%2bvjFIkiJjQqcIKJMlhU4kUlKeUepwGcMJm34HqjB/UuMC0IZPIyF8Em0FSezt9TBck4xfoTWUxY1G8fHheGwhJCVMQW8M8/0RQxs5CYd1KmlZwdQU%2b1Mpau/KDKZPktbS4XgG%2bxNZtCCOtZsMPLQmh0/2tPHMxkJWN0uaHHCypstOZnIEVWka9vUW8cKOeby4eibvrFzIF8fX849LY/zr5na%2bvn8TX%2b8Z4LXNPdwzN5/fbG5lx6xsBofz2H24in0SbI5uTeTKSRsPnrIzMlsjzYqW4ifJMUGKn0xkiDQseprowd0kijAeHDIzpyqesKl3oI8LJk60Sx8bgF4bRKJsvrDoiZJcp%2bB3ZWc%2b1e4o2guicJtE5eMnkSjeIF4oFiPoauMnk2ycgqswlMCIO0lLmc7aARG83jhmNsdSKSuxu19i8nwr747n8/vDxTw46uHgUjfblzjoq0rBGBvMCvEED69qkb3eyOMLW/j70gXc2iqrb/co/96xjK/EE3x%2b33Je2dXD3u4cuhqdzF2UQ55Xcv9cG5cOpfHwGTfXjtv53YPZrJlnEiurfCMd5dOCEJn/MP/JkvAmY4oP5PS6DK7tslOcHoM2OljYPEnGezoqlax9Ee940a8ElWSB/kY99oTp5NqDSRE2pDhCUcdMIjl%2bCklRIooxAZh1Qn3xCoW2KJa2m5jfneT7%2b31%2bRgS9nYmMLDL6vhfYUy/UH3LxsOTxp7dkcmC9lXsW5lFoiqU4TcvjG7r49boZPvEbLHAwXuXh%2bsxy/rhxBn87Pp%2b/nVzEhaV19EjqW9dvZoNoSH%2b1iso0Na2lGh466eH0VhOLOo30NBmxaaMxJ0SQLJG7OC%2beTSOpvvFTfi6qiqOlKxmPPQaLKkyaOUF8w12EBtzpM0/RAki0sMbv5j7JzruzqC1PRGOUOZEjTZhgE0%2bgCldc1iQ0YjNVQVPYNsfN1Y1ZLJmvo3%2bRlYZGuegGFz1Vama3J/j%2bmFkuBum4iM7xQRtDiyK5vLSI8RYv%2bphAVrQU8PLeRbyys49zA/Xs6sjh0ZFGicYL%2bdeFYZ7c1MGCEjsPjRbx4cNe9izV89wZL5vnGGkqM7B0sYXNIzaq85JoqdKzQUBqLIiloVbPge3CkOtuTsja23KoiGFJphv21MqKtlHqUpNhCGdJTwoza5N8WyMqRPlW%2bE78%2bK9GnjjlxSkGSKv3x5AqxbsjSYhWXqSo6l0%2bpOJlS4RM%2bDkm8QhlJSHMW6BhUZ%2bBkSGrMCFMMnsYK%2baaObMnmyMbRRC3prF%2b1MKNDT3cWFzG3Jxk7OpYBmT9XRnp4NmxWTy/fRZvSk546%2bhiHt0yi54iC4%2bsrBSVrmOtFN1bo2Nlt02itpv57SpamvWyCZJprU5idJaFPz3u5Y3n0ti8Il7scSo3Jf9v3mdhbH8Bu%2b5pZbkAWZaj5YnzFRzfLPfTJ6t5gQW1uMdwqStC%2bULk5fstfPachbMSebOyxM%2b7Y0gxRxKlaECYqKpQJV4CU4x4ArPMjTt5OkVZ4VSViW40R9PWEMO8GUbJEoFs6ZPQcbSSpfM0jM03MNDfylP37OSJ5VVcHapkuNTmo2O%2bVUtrjp15MgIDtZn0FKdJ8Q6uDxbz7dkFPHJ2P61lDhGxODqK1cxqE3u7Rs%2b%2bbakS1w3sW6Vj1fxEieUG3ns1S15vwRB/N13VOk4fd7FgoVqA6CAzLZYci4SiIxW%2bv2InhwehCp0qIin1CLMjlO8E//myl09/l8bt1z2ckw9XRwWIoPyCoKm/IDZsCqrIKcKECb4Xp6gDfS4xSbaDSoTHY4oUdxhMgUdDeXYc57emc3NrJsU5ceiSo6iobuXF53/HjZUdPLWyjoeX1bOzLYdqi4osmd9yq4q%2bEgtbWzy8sKGZT3a38M1LV/jlb39LedZnw/EAABK1SURBVGEGwzPUrBxIYHSlmg0S1bdvS%2bbaQQMvnbFw79pklvUmc3mvk7%2b/WMqcOg1p6gjmNVtYNWCTFW3Bpg4izx7HktlJbFhi4t6xIrJTRTRla8SFiQYE3YXfrdfL%2beGtMj5/wcM3r%2bVQ4QljyuSfExEqRQdOFPoLXQLu9gWOyBDli86JTJ3yC5oz1dS5Epkw8edkOiV17apkqDuTwiy7CKaZ8GgtOQXV/PHPf%2beZB67ywEAlv1nXwa9G23hMfP0jAyW8sLqat7e38fGBHt7ZXMc71w6g/NsyvgtLWjYN9V6W90u2F40a35LM4OIYto9quLZDPP5aKwvr4zk7lsOle3JEhxKYUWgUA%2bdPclIgNaVaMs3RUo%2bW/HR/VvVrWNCUQqLUoI350Q/YkoLxGx8x8o%2bXKvn7r4v48pUSnrqShVOERSfGKFwACJl%2bt7x4mhiMSYT734lHPEKcaIPLGC3rMpTwKNELtR61zkpQpIGIWCPqZBtxCUbM9hx%2b89zr/PXTb3nu/tM8OVzB79a28MpYJ29s6%2bFP2yUjjLdKJqjmLzfv8RX/wkv/m9KqNnKKasjIrSQhySxs8LBxYw6jI1qObzXQ2yJaMlfHyd1Wesu1dM5wkaf8BTo%2bhExZm4WZWnLT4qT7iXjNcXK/Mr5ihByJolXueKyaEKrLzDI2/vj1zIuisSmSnpnxNLQmsGrIQKkEoPjEaTIGP/fZSsVyKn%2b6josOx6iNR50QT0RMEvFqM0mGNDQpGai0acRr5ENT3WgNThJ1dhK1Dk6ff4R3P/iaDwWE1x46y6%2bWVfP8aDMvb2yTVFjPSwLIe8/e8BX/739/zdKRMfLKWiisaqGougWVLpXYxFRS7VmUlxcwND%2bbpqY4du5M4Q/PlzHQoaVMZt2kiZCRFdPmiGVGnYtyr4ocWwxVBXqc5lCKMmLpmKFneL2NBQNmRsfL8Xji8Tt%2bxk5udTglorA1XakYnSE4M6WricFERUShStCSpJVCpSC13kGiXgpLlqKNGWhNWeIbckm2eFFL0Y6MQszOPJLNWRgs2UQnmFm1fj8ffnyLN//yGZ98eZu3njjPs6IHv1vdJBlhIR%2b99hw/8OO/Rx59gsqGHiobe2WPt1Nc3YHRminOLRVbWp4wqoBURyG29HwKS3Pp6shj8QIv/Z1WdLFRItSSULXBtFYZmFmlI8cQRnepmeqsJBoqNMycq8eVHsDCFQ4BIJ/GTid%2bW0dtNBRHU5AeTnGzpLnZBkE7UkbAgd7sQWdyo5Euaw0uNMkuKdSNLjULo9yM1V2G0ZZHXKKFaJURbYpLVmiRzG%2bR3HiuAGChb/F6Pvr4e95691%2b8%2b/5nfPbZx7x0aCW/FRZ89u5/8dk/PuSbr/7hA2DZyjHpeoeAMIuS6k7ySptkFBpItWT5PteeXohDDrN8vsleSIpN7iGjROx5Ka6MPOw2O3aD2GQR51m1skar9RR6RDsazcyr0aAOm0ZVdRyrlus5uLfQt2L9sovjqCiPJT1FTFDiZJy50SSnCOUc%2bVKoB60PBA/JpkzpbA4GWz4WV7F0oUxupJik5HTi1DbitTZiNXZhQy4p9nxhQK5vLPoXr%2bPt977k7Xe%2b4G8ffciX337Lnx%2b9LJlhNrduf8snH/6Z27e%2b4tXfv0Zt02wZv268%2bfXkFjdJYeUCZBZ2uY4rqwant0KuW0qqUwFZwMgoxS6Hw1MueaUKd04d%2baUtVDV0MmewjINn29mws42%2bNh0v3qhg46CdrWvN3HfCwnNni/nioRb8dq3LorhGJUcCNrMoqFnjK8IsFzBYFXrn%2bDqebM6WwvJ8Xbd7KwX5MnSWTCnaRqKww5VdQ3pugzxXJTdYLB0qEnA80tXt/Pntf/L2u3/n44//xtff/ptXLpzgV%2bOSA374ng/ff1N6f5tjJy9TUD6D4qou0jIrfYdybb2Mk1Ouly7FpWVWS8EV0gABwVGMNa3U95xbru3KqRHgGskv66CudREdc3vZcqyJvuE0cnKDmNUZzzOXSvnlxXxuHPPwx4sivJdr8Hv6TBHrVxqpnKGjoD6StFyTCFuGFCpFOAuk6AJ0UrxeZtriLhWka3AI2mZ3ibAj0/faWI2T9LwGMgqaccjNKCBYBCidKYede87yznuf89577/HxJ1/xyadf88m7b/HJ%2b%2b/x%2bRf/4J23Xuf7775l%2beqdFFR0kV/eiSevXj6jAqt01p5R7uuwO1sBQK7tqfQ1wZxW4jsrjynAewqbySlpI6uwhfr2BZTXddLWnkX7nFjmjaiZv8zFldMNfPDLel5/sJZnLuTxp0fq8bvvVCZv/KaAsS02Miv0Ms9yJFlweMtIFRAUtFNEeHQCgF0unp7XiDu/yXdzybZcYUkBCckZ8vpqskraSS9okjFSCqiWGS3ixOmbfPkNvPmnt/nrh5/zt79/Jp2/9ZPqf8Wt72U7/PENoe1c6X4vuaXtsv7qsXmk0%2bnl0uEq3z0oALik2P8wQDkUMDLkfrKKWqX4dnmvuD8BIL%2bsjbK6LuYOZLF6q5kFywxs2OZlx%2bFmzhwt5tXH2riwM41nzlTg9%2bxvSnjrhQr6ZiaQYNBJGPLITFsF3RLsmVWyEaqwCc0SjV7f3GcLxdIFbeU5k4hRqoyC3lGAWW4sv7ILb1GLsKgepzDF4i7n/KVHfcX%2b47N/8fs/vMWHH34kM/8dPwgIt29/73vu5Omr5JR2yurrIbu4TWa5HqsUb5XumxyK2Jb7HnMKALb0SmlIsYxZiY%2bNmdL1nIoZFFT3kCXvzRMQyut6REy7JA02ML7bS0tDLNU1WrplHOasLeLi2SYurkmj0B4hafCxEm5cykUj7ik6XkOCrDtlhRlFyJxZ1biFju78BpIEAJOzkDwp0iNF2mUeLXKDzpxaKb6cVLnh/OpuMsvacQsL3EJLl3Ttwv1P%2bdbcd99%2bx3%2b9/gHvv/%2bx/PbDjywQDfjyq29Yumq37%2baVEVC66cyqle6XCQhlJIsOOX%2biuXJOlc4ni/pb0it8jCupnUVp/RyK5Zwtv5fWzqSwopOimm5h1UyGV3gZWmWlZb6XsUN1HLos4exSOydWpJFtFABa2/XMa1VjSI6TXW8VR%2bcUY%2bMhTWZZASC9qBlPSSsaEUKDiGC2MqPKTYooKaOgMMKRXYtJ5jG/RrpQ3uF7fYaAkJHXxJXrz/oA%2bP6770UIv5A1%2bJVP9H7s/m3%2b/JePaO4e9nUur0w%2bW95nUeZcRsAsYpoiDHDJtRQAlDEzSGNSZAvkyHWLKrvFL/QI3Wf7flberxwFlTOobpsnwj6b3tkljB8tpWtJDuWicfc%2b1MrVh/u4ubuIQ0uy8du3Jp2nD5fiTTMQJ4pusuWI8MmOldVjz64mo7gFb2kbSamZPwEwgyy5iFeKzJJu/weAFOlMrjAgS9BXaOmVMVG6%2bcDDv5NZl1Jv3eKjv33F1//%2b9v8D4Mlnfi%2bGZ6aI3wwyi1uFcQ3CrEphmF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He has over 20 years experience in Board positions of international operators in Europe, including the role of CEO of T-Mobile in the Netherlands. As a Commercial Director for T-Mobile in Macedonia and the Netherlands, Eircom in Ireland and KPN Mobile in the Netherlands, he has successfully introduced new business models for growth and value creation. He currently is the CEO of Artilium plc, a London AIM listed software company that provides (tele)communication, IoT, billing, and identity management solutions to enterprises and telecom operators. Ambassador fell in love with Threefold I strongly believe that new technologies can help people to make this world a better place. This requires neutral and equal access to internet infrastructure, all over the world. 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Why ThreeFold?

\n

TFT has the potential to solve the problems we all have with the internet.

\n","name":"Andrew John Brauer","rank":5,"bio":"Former chief technology officer for Huawei Africa, He was the CTO at Business Connexion (BCX) for 12 years. He has over 40 years of ICT experience in research, and introducing new technologies. He has also specialised in business and technology strategy across various fields including networking telecommunications, system management, software development cloud computing. and Renewable energy.. 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BUANBTjTvM/KghgzY6FZdq83DBmI/LFMHR5gpcatKgNXM/wpwtEOztRPHzg4%2bnI12hOaJcdmCMA9maELoJxcFuBasyQBH6WlUcjbIzrN1pk0k3E/RfvVX/Vu2rwZsoJQ4gymTGxAQ9nl6vQkWyF%2bIDrBHrswtNSZ541itaYQUBqCL9m/HyAmv/Mql/kbUv1P8Ej3eCJz7FVjrUymxX4MuuUtrhfNrfVAwUR2K4Yj%2buCTPEVnjekIsLDWUEQIPLzeXo02Qh0d8Zfm70AF72sN7%2bPvwt3kdXchhBi8ejy%2bWyVBelyBll6QpnKOpcXP%2bqBMAoy32Vr2181sn4hAhOKSK4YqL5tFoG04poiPcUAGq3VFQMQvW5gQhx%2bgTRPlaoiLDDFxx21vo1NEFVWD9Fde%2brwGwzDQ2Hm7HqGDysTcPjthyWQiP%2beL4LD9tI85YyjJQJ%2b0sr3MaJsa8eX/XoMdVQivH2Wlxt1eN8YyUushRGKISpIZ7wcLFhF9iDfXY7MFiSgrYgL/Qle2LzXotkgEn5hf0V%2b5aC6mu3mxWGiGQKAMiITQIgyt9M9v5JRf2FZZQqOq22RgEOX1%2bdqZPUN7XGTVrKiWMZcr8u3MMc2YEWmOYkt0IGzNH7L/Sxc5xpwTyz/lldOkbz92K0KBSPOSH%2by2in1Idvuyow1lyJpvhQnCqOw9W2Khxrq0eQiy1KU5PQUZiBo4UJuNCmw2UK4WWWQsH%2bQHg5W9MIuaMtLQZXDKUofO%2b3uK6Jwg8P26RdX55UYlicUAa7dQavlLgpiQqjN%2b52KACsmGgxXbvlomS/V8VkZUbpEqIEtj7LAyyeK0Nfhj/SAm1gyAjBtapozJ8spcEpxxqt73enOnE4LwEJNC2lfpY4ddANs3XZtMbNeM1W%2bKg2h%2bNvAXJ9nZHtsAOX6ktxaeAYnO0dYKzQ4ERlITrzDuI0BXD0kAHX2irRmhuPaPb%2bA74u6NewdPSl0O7%2bEF/3F2H9Tp2kvdIGa7eudY0ToNQ5leUi%2b2tM4MZnXWoblCpfJ9cbG6mUgvziNN%2bbNm6htyLMEtF83pmOddL2aGYY6otiMdWcjqUhOrJzekxqY3GpIQcGXTl27vwUlVTq0YxwPDpRhx/OtuHlMSMeNxTgenUeCv2ckG2/DRdY4zNNFbhYQWCMlZjqPYaLXQ0Yri/HFfqBa3SEp/TF0OSmo4QWeLAsG1eqy9EfF4i50Romxagmz6gkS0x/IlCKndQAwXA1%2b%2bu3hQ94C4C1mXpZ8yYzYTIQy2opmEAyOcT1O42YHyrDY20axjSJKEsMwHhLJtbPsMWc0%2bEBB5TloRY8PNOD3uI0TGoSMM01RyP0iq3wh6NGPKHdna7Kx5G0A8hw2YmaEFecrUjF9dp8XCEQFzrqcamzDqOt1bjCtni1vginGypxuJH6kxQOnbc92gJ9OEJnSPEzaZhI0Ko636zTAW7eaWXG6xWhn1VYvXG7CZt329RpcEYRhi3Vn1T2CCUAMwpt5EFnTLRSjMYKFXSlvRifN%2baiJM6XPTsLL07TEg9XY3XEgLXRw9gYPYbnNDq3qxOo%2bkXSCr/qo%2bfo0uFxbQEmyplFbTEGyrNgPOCH9rRInNbm4BLrfuxYJ653N%2bJ6exUNURUHo3ycNZZgsL4KA4VJOPjur5D93q9wp5Mt8LZSpkqLM%2b38KgCsswQkACr1t0rgbrt8bqaIxptNka3sq8IoNEB8ZmXGsKUDslOwDF6c599sYzUJgTitS8M6fcD3Z7TYHCHNrrDfjx3H86EGip%2bGPd%2bAP10%2bgleniH5PLea7NJisysE1bSlH30qcKEzE4ZwDOF2VyXrXYvJQA8Y7DBinAF6nQI7SG1w05tEblGOUXSLy17%2bEZvc7%2bIYGTGzQmJLzHwFoUINXzN7qzQalqxGYFw8Oq8OQAEAViKXpt0zQlNINTC7Q1AaX1ZsLKzzwxg0e1JiJvjhvtCb7Y/4ohyEy4DU9wAYt8PcEYI1GaPlcM/51Zhh/4kD0Q389XvQaMddWjumKTFytLmDNl6M3Nw4nCuLoBdI5Dhdiook60CVAqONEqMFofQEu6HNwg8NRL8VR77UT54rY/8%2bLEV6nBq96fXXvf5NZXmO9CwssEimGIrGjLQAQ06BIutQAxTmp0%2bD0m%2bfLb9lgUSZyJpAHU4Rmc4ZqXxyNuymh9AE5eHQoA5v95WxzXfjnsT78PDGIHzkK/%2bvMOfzbxGn8RAHcOM6L7a7B83ZRGtm4XJ6D6w06mhnSuygZ58ozcEmTgYkWHWaOdFIPajDaWMrHIsmAUbLhtCYVNziITXfRTY6Ja1ZZPK0OQ/L6yFAx8or9/zGNYvdvtUijtCaHoXaZ1P8IgGmWfosJW%2b1vRlFSqRmCUlyixuaaknE1zBFzHGieHcnFAlnw/ZARP12iFb46gJ%2bv9eFfrg/gz3x8zclwkdRfO9rMz%2bvoEcpxobIEl7QV6M1JQG96FEYIwAUyY6zJwMwb6QhLJQOuNhfjYh1BqC0kWNm4WF2Ieydpum7Vyf5vEj659aWuTbnpoWjXOoVPeIJltTVumACQ7W767fHRsKUByv6AMkwohkgFQwJQLx9XRqqwdqiUgRXh%2bZF8LJ4oxjK9wA%2bnavHz%2bW788%2bWj%2bBOD//nCIawfr8HmsUa8un4eC%2b06Ciinvfo63GisRUfMXhi8LHC2IAGXdUW41qjFJQJ0sb5EDkRXOSiJDZKh4gScLWP3aSjEs6vi/oRRMtMEwJowPap4rzPjMnFS%2bCiId5pkLMIZbooSEPcGV96i%2b9v1r7xm2BIUZaIyvEH5Zp082eINHdb7a/Ajs77YSxd4sgTLLIOV4xr8kW7wZzLhNak/z3l/rrscX9Rk48VAF77TFmK2vAiHkhNwNDWaKwZVnuZoD7bB5cpc3Gg14goF7yod4GhLJW1xJS7XF9IPZONuXwHmbuiUIU0Ga7Lvb%2bYWhQn1ip8RgiiCpiZIAG41SyssdrzfAsCwZXffiKCqAaYyIdoKwiZV5XO2oKVzVXjZR4s8aMDTY4VYHaykLa7EDwRFTIJz7YX4jhrxeuQQ7lUl43MK2jW2soHsJLSmHCQI0RgqK0RPeiza9rtQ3GLpK%2bj%2bKITXGPhoG5nC8fgSW%2be9vnL29lplr08tRVOSVmSdN6jZb5RZX5bsqOV3WtTeXyu7gSwHtk0zuZc2qd0adVem3myAmERQvj5r8tG1Wz1XmqQZxTgtXKzCwogWT3sLsdRfhhW6wu9PGzj4tMshaH2wDj9xCFobbsb9zlIOPGxrHIJas2JxvDwXPbkp6CvMxkBZJoZL4lgWgvZUfwY%2b2qrlrEAA6gpxnwCs3TTKLXzTjrYSvJIcsWQpq1OueC5i2LzbTFfYtBXHitw/qFGGoXl580CvWF7R86f0bxigLtPJVuVUZVCFRzFJ4u81HnzzQSeeD5dxCCrBKgHYHNbi%2b7MNBKQaC/1afH1Ew4nPiNvdZRhvKmAd5%2bBwQTS6KrNhSI2C9uBetGRFo7csHRf1whGW41IzPUAL3SDV/3xtEe4PlDN79XIqld7ERHuR6Zm3tEy9ZnHrT4JzW/UEKltke2ScZuKL8%2botMUn3SWWiWlWFUWyEmOZp8b6gmOIX9MqIOaW0RUGpHx50Yf4SmXCSDDjNUXSIpXGG2RrkfNCchSv1GbjLCfFaC2u8swzX2os41NAA1eSiLjsWFfFByN3nhar4MAwKkyR2g2iLr7RVyyUA%2bPx0Ba1s3ZvNGnXAkWDMKu3ZpF1yfOdYvHanXgKwerNWTaB%2bq4SlFV6UQevVgUi31UtNWmAKflXeXmrcop1wWvJ9HnSDNfbiXqe8izzXV4KVYRqOYYJwqhq3u4pxKC8EJ4r3c4BJwTVdKsbrs3GpOhXdaeHQhnmiJtwP6T4OCLbbjjQvS/SXpkjhG2H2L7XWkAmVOM%2bO8OgSA5o1bJWsTIoEwNSelcAVka6TrBCPSvaVz4hfja1MapU2qGTaoGRdvT%2bg1H3t1l1jcfA1VV0VkeFAdEvUW6385cgKEd282yLbzArr8/lAicKCs1VYGajC1Zp4BmgFY4AlRnNiMcPJ71L6PvSEeKIzxAsdUcGojwhBw8F9MMaGonafK4bLE6X6DzeS%2bk3VOFdXzFkgh7UvsqzczleEWysDNJXC6q26N5s4qjkSmyTKzR/dm%2b2xGeUHIWaSDjPqmDv9Zmd4bUa9WcLX197aVlqToyUBEJSSJ9HKCxKqq9RWPeYva/BdTw4WpQ7U4E5zJk6keeNZTyWWj%2bqw0MVxmA7vHtvdA0MJxquLcL66lE6vikpfRmNEh6jNwjl6/gFDEc7Wl3FIysWIMUuO6qvqlpdMDoFYf4sBIjFiWjWBsqz%2bAmZlRmW5BMCojvqiC6hiIW5/ycyr2%2bArW9ZSyf7WkqaCc8AdJeDlWbWu5LBkkO%2bJk39zPBtPjhdicbACT48U40tOi6/O8Tt9NXjcXoLP6/JxW0ddqEjGmZIkDHEyHNEX4TInvotGuj3a3uE6Gh9jMU4b8tFfmY4Lhgxa3xp5PtN%2bpRBsURJyrL%2blOlQheDeVfYxV9R6B%2bKGEZLe6MyTufok2aiaDnDG1P8EArcKGLVa8VU%2byzTSoNd%2boKqpRqTOTUEo3xmnvEk1Pexq%2bO5qP%2bWPFWBsgG4ZqsEFvIG6L3acQzugyMFbD6a%2baA5DIOpVfgDBi5GLLO0PaDxKA/qoMDHFKPF%2bTgYUb4l6f0nlkwuT0p5fgr6oucP1Og9oh9G92tNW9wi2tmFU6giwBEYQwFuL58rROtcbKb27Eo/g5zNqtenWUfMMARRyN8hcYSxNVpBi7iZjMBOqk5qPuDDxsS8e3PQVYErfPBrXYGCRYQ7XynsDz47X4sk2Dz2hxZ%2bjyphqKOfaW4EKTci9gSF%2bIU/pcBp%2bOcwToVHkmbvTX4vWDRuUmp9wA0UnhW1HvcJkYoCRUUXvlPmG1Ku4iBmWJpJrJA8woACiDj36rvaxsUUytfdUCK7XWoHQGkzESZmq8UtaaBJTa8OxkHr7pYOtrScXjo8VYP1uL70ea8P0ZmpKzXVg83oBHHZW4TwAmGewMre/1lhqco%2bj160vQx/Y4rM9jeSThvC4XJ4sSUVBUj4kRfv8mLfgt5a72mmxvxi1XuGbyBbMGZRNEbJdNaJTY5DCklOyaaT9gTd451apGwmSE1CFjSq%2bColfp/WYSXFE7iCwd1UCJk8ps3DRg7lwZ/X8uvqYg3iMTHveWsTXWyVvky/0N%2bLatFA9bi/GAa5p0v0wBPFNbiWOc9HoqsjDIkhgk/QfZEs9V5uBkwUFklpxAcEoLQn2t8XSCDu%2bmUXaE1Rk1UTeNkqHrsvUp1lgMTKsiPlkO%2bi2tUEpAfUPZ9TEqqi68wNY8oAQvSmN1Vump8lGUgtoapZ2eqORJFNSVbPB712vwrJOt62Qxvj1egAddufjqUDF1oQLfdpfgQUMu7jbl4mZTPs5WpKEnPx5dhWnoLk5HL93hIJW/rzgR/UVJBCETh3NTEa8ZRWHPHH7zriUCfJ3xZMyIF3cUa6ywVGHEmip2q9KvqB5gtlYVahWYW2JLTDU6ooYViugUIVSdoGh5K3JeqFG3xfQSZVMJbG2kiO8INs28RUmi/fgQ22FPEc1RKR5zSnzQXYSJWip6dQKGNfH0/nHoyD4AY9I%2btGYnorsoFcdKk9FfnUHjlIiT9A39hak4mZcETWYZ4uq/RknfS3geqMbf/cPvEXUgDPdGNPjhtl7%2bMnR5RqtkX72ZI9goW7ZMitL%2bNmjmlP2BRqEBal9lBlemKCwM0NQRTBsgsiQmtVuiJ9Bdv2kCQC2RyWoJktg5UlgigBC/AcjH8458LJ0ow7MBtsTBanzbX4XPjpdjjCPyqaoktBUwcA5BA1paY6p9vyaVwKTgJIEZyD2IgYI0dCTHIb5wCEntiyjs3YR/2hG884cPYOnkDR9/H1ztLZLiuMwYFHeoTomiOwhzNKOV%2bmTaFldWg7onKFwRVXLF1AkEAKoILquaIHqq9ADC99803Wsz7SDp5U/lJRimGhPG45YBU0eq8LgxD0s9xVjkiPx8gGbonAEvrrRi8UIzPjtagzPs%2b1caqP7s92eqs3C6Jhv9BfEYyo3BmfxE9KbuR2aqETFNz5DW/hwFx1/A/WAzfksA9rj7wdo9EPbuXuhtycH39xrx4q76q5dp1ZuILiH%2bAUP%2bXkjpEgIAcZ1myoXr5O9uZa3L4FV3OK30VwCEiWkAAApFSURBVMmAaXW3Vbx306AYjFnjVj9enVaESLYe1tYPd2sxM1yCkobTeNBZh/mObCww6wvHKzFPe7xxnm10pAWf99TgJjvBbFslRbAQZ7V5GChJQ39eDEZKkjGcEYPydA1iar9CcvscUtufIbdnHbt9MvDOR9tg5ewDa7cA7Hb1wU4Hd%2bRl7MfX1w14%2baAFr%2b41YUMVvBV5bQZZupt3FfqLGMwE9SUIQsQY5JL0ATplq2lW0QSTd1YcH9%2b7qVcAUHeKFcHRyaXsyurx6rMG1BQfRErjBAaPXsPzhgw8pwA%2boQH6jsPR4gDb5qk6POrV484hLS4Z6PWrczBM8TuRfRDnqQMXqfrGnCokNHyF%2bNbnSGx9ivRDy4itfYDffeqAj3fZwMLRC7ucuOzdYenoiR17XOHi6ozU%2bACc6crG/HQDXj9sxct79apA1yvBq47VTPwOcGFM/ANEhbK9PKvsssptJrndrIifvK10q05lB%2btMMGVKHaKmtZIhS6y/Tfbnl/cb0NOQCd%2b9ochrvY6W0X/G2Uqeo60Aj6j83/Dx20PleHJMjy86qnHDWMrpL4f9PhODFdSCwmTc0FAbirVIafoa8S3PkdD8FAktz5BxeBW2kbX4/ce7sJMBm3NZOHky%2bx6wdPHh8oKFgwt%2b98GH%2bHiHObx9XVFRsB/X%2b4qxysBfPyQz7jcrbnFWNUIi%2b8uTlbIFChGULJh9s9MihdGk7iooQlFl6ch/XKjEJutd0P7zixo0a1OwNywM3iFRyG0Zw5HPgPL2WxjISsBiZym%2bbS/FVy3FeNjEQYiUHyxKw4mCFJxm7z%2baFYPh7CicqOtERttTZn4eic2PGfwTJHXMI0p3F/%2b0OwgW9q4y6J32XDau2E0mWDl7w9KZTHB2wyfmO2Fl60hG2OPDnZbYZbMHocGeqC2PxcQgJ9VbzXj9eQvMpGILEMiApYlyrgos3ijn3xppbRVXqFeWqH2hpiLwWaX1vSTV19mHp4eKUJ4bBb8gP/gGhiA8IhJugRHIap7C4VmgfRpIKRlCQ0QgnnZU4FFLGe7T718j7fuKEghAPIFIxNGEQPTou5F3dBUJ7Qy%2b5SkBeIL4psdIbJvD7hA9PrbygL1XILYz%2bB32bjC3c8UuRw8CwFJwdIO1qxc%2b2LEDFjZ2sHZygbWLKywdnGBp74xPLW1gbe%2bIiDBfGEqjYbYux0bxfwAapQ1Oiv/FIRgEQQIhbzroVIrrZJt5cdtAGjVingPGxZ5c5KZFwN7FGVYuHgjdH4u9ERF8jIGTdwjS667gyG2g7caf0ToFRCa3I8t%2bN%2b4aWQ7tNZgxFOCcqPeyVFwoiUd3Yz9y2eZSuhaR0inq/hniG76TQATkXcE/7IrAHs9QWFH9zR28sZP0303qW7n6wcbNj49kgQTAHFYOjuwOHgSErHByhr2HFxw8fWDjSrAcXWBuZQuzDWFoJJU18lFxgwY5zMgfGqsmaI3Uf8kWI%2b7DfUaL21aTgIhQH9g6u8LWxRO27t4IiYlD1MEEeO8NRnB0DGnpgdiKAfTcEQD8O9on/i%2baJoHg%2bGZ4vfNbdMUE4bquAKeyojHMEmhrOYPiU39Edu8G0g4tsOfPsf6f4CCzH137BXbtNeAj5wQ4%2boURbNa6HevfwY2Z98QeV18uHy4v2Hj4kPY7sYfX5siA97grpeHg4U0QvOHg5SPBcOJ7ZorTYxcYL5c6ILaLFoWZIACbVPOXd4XvN%2bLr0SoMtmciJzUc7l48qYMzT%2bAGJx7Ijih7UvAi45PgHx4BT/8gRMQl4KNddghIbsBhAcD4v6Nj4v%2bh8fqf0TgO7Mvqxbbf/CMiLHegguVy6OQ9VIz8C0oGXyP3xCaSWe%2bJbc%2bQRB1IIvUDiq5hZ5AedoHZsPf0wy4CYE4NsCDIls4e2OMRKLNvRQDsvAPwkbkFdpP2Tl5%2bsOU1WpOdTp7%2bZIQnARLLC44Ew0xQfumGRlJ%2bZaoK39%2bpxY8P27BOAbw/Uo6%2bxhQUZUQiINAHjm7u2OPkKoN28vKFPalkR3o5eHojKiEJoXHxCIrYB6/AYIQfTMRHFnvgHVuNrlsqAwiC0ILG0Q2EZnbiU/v9%2bGRPECkbg7DcbtRd%2bzPKTv%2bEbNZ/SscC1zzXcwmAV9Y5OMV1w2lvAqw9fGFBwdthR2q7eGMXWbCbpSCYYOXkBls3H3xAAHbZ2sPZJwAO3v6wIQscCJw9vysYIR4daJ7MNmdr8Io%2bemNag%2bdjbEl9RegypCIjKQw%2bvkTK2YX17Q5Xb1%2b4%2bvrDkdm2JYLWBMLBzYsn80RgxH4czMxBZCLVnxoQEBWNfSnpePdTK/iRAQKAluv/hm4%2bNl2ch3tYJqw8Y/Gpw37s2ZuNTxwi8b5VCDyiq1F5%2bgVy6PRSO%2beRRhDEYyLLwCP9DLyTO%2bG6N4KM82HQ7uwEFDx6AAsbF5aDokG7HF1ktj%2b02AXzPTZw8SUAPv6SNU6evrBjediR%2bnaujI1sMLt/rhwDTSnQUMHDQ33h4iFq2k3Sw8nTCy4%2bvvDw84ebX4ACADMvasiBLBBi4ujjhwOJyYhOSsE%2bsiAocj9CD8QhiEB8uNseQZk96GTgncx804VnMLf1h6V3PLzjKmDhFgensFxYuByApW8K3t0dSEe3H%2bX9y8jsYRm0PacWLNIDfEsAhuF2oIzn82cAvhQ%2bb%2bx2VpbwAbtJ/d3UIpFdJ98g7LC2peJbw9UvSDLAloELAbT3FNfvS4FmLN5%2bMHNzc4IdW4UDUXVkvbjJgAPgzmCdvX34GMDgg%2bAWsBeuPLmzb6AUFmfS3pYIBkTtx4HUNOxLTsWBtAwERh1AWDRLYd8BfGTtiNCCfhz6TGjAa/xhmzX%2b4hd/j/f3RMEjMh8OIYVwPaiFuUs0LLzT8aHtPvzlL/%2bOCu6AvO6vkHFkHaldCxTAz%2bGVOQjn0HhedABbYACsPQNY94oFtuSyFgLINmhNsbMhM3eK/r/dnMH6wU5djmSBgwCAcTj5iOP4wmy3nQPcRYZ9/eDJYF39A%2bHCD7n6icAD4cnAPUJoaoJCJZruAcFwIXp2rB9nHig6KZWZT0REvFgpCNwXzeCjERh5AB/vtsUBzVn0fgnY%2bafB7L/8Eu9YhMMh5hgcQ8uwh6/t9E6jFhzANtdk/PZTb/zlL/4K/%2bk//zdsd0lDVud3SO9cRET1XXiS/k48v6hdW1HHQvAY8G6WgKWofWcPqQHWLFcrN2/pBt//dIfMtJ0XS8A3mEHvJTsC4cQYHPmaYIbZ7j17CEAQfILC4MX25RkUDP%2b94fAJDWc7C4VvWCR8wiPhRQA8gkPhExwGN6q8Pctg7/4DiEnNwH7WfmxyOvYnpCA8NkFqwl7qwKdWjshonUR%2b123817/4a%2bzwzINP8gByjyzCO7ED9sG5cIwowYfWEdjukY7/%2basP8d//x//C33/ogY/dSvGuVSzS2h4hTDMBzzgN2RgkL9w5IEQGYuMuFD4Qtp6iLPhclCe1ylFQniz44F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h/PhIaH4%2bH5l%2bnQeNvPlDv5Qj1r40Vz/L6q0oCukgQUOwPpGWokfk%2bcHUZhQz6fnpqNjKJc3HnsdB/GsIDZ2Fz4AxEzvDH6vHeCHJylFgyehT2LAjCuY0ROLOOBHDedgbL9RO8sXHyOBxaOBenN63D2W1bELsuDBnHDuLKrkgEjBsv%2b4HwlWEozytDXXk9mmpa8LDlEYLYPP3ji6%2bkMvp/y5hG4fp920eBb76V6PtNX6KfEoptFfVeozDoU28KPwOaf5kBjU/HQKOXC9S%2bZixgPu8iQKF1QvW9BQxSU8fX/%2biNZWxfC3PLcTslC1npedi0djNWsmqMCp6LQHdXTGAf4cqCZe2MAKz09MRSL0%2bci4pE6bnTKDh1HPHLl2Dn5IlY4%2b2JGS7OWDNjNvYsnIeEtctwcccW3DgQzYB4CCumTWP3aIOx7l4yI9TRBVrq2/Co7QnOJ12kZgcqAjm13JeCd6FfHyW%2b7fdfUNHs5QnNT/wx6C9zofHRVAz6%2bxgM%2btKdgdCC/qMuTVxoW5o7Na6mphiFJQgC%2bnz9LTat34LSwhppBWm3MrFmySrsXrsa66n9uSyXp3p4YwQzSOzGLdgWEIBIpsWME0fRnJaC%2bpvJuHcsBgkrl2HzzBlwYsaZ7TMNJ6N2Yuv0ibi4LRy3D%2b9Bybk4xISFwo4t75iRnnSDVBZPlbhf14on7c%2bQeu02laPJlE7h%2b/ZHH5p8374kQI5K9KFV/AkqOr0mQetvc6H1EfGpP7Q%2bnwitL71Zv9vQ/0kAta0qhFdT6wEeZ2DU0NDAN19/jfXhm1FeWoe71P7ZxEuIWLISp3Zsw55VK7BvVSh2LVqCKJr5yZWhiAkNZVpch5z4U2hOTUHjzWuovc7swRR5YtkKREybgdiITUhnsXRhw1qk7I/i3FiUX0zAbbrC6OEj4MbyOOVyCgqzitBQ1YSnHd8x82SwktWUwvdjkOtD4fpQ6z3xARlKqOh9EQjdTxZB97Mg6H4%2bFbpfTIXOlwyGfeyoeUEAA6EqAx6rQw1GfQ2OagIkYRBTy9e9v8GaletQWVrPRWTh4J4jCJ27AJdiDpGE7TgeuQnx9PWzGyJwev0GnNsRjaRtQqh4tDLlNd28jhZaQtXly7jJ/iJ1zz5kHD6M/JPHUH42AcVnTqL62jnUEIXn4zFznA9mMhBmMNvkZxagqrAaT9ufI%2btODrOSNvqRgP79BQn9FOjbTx6T6Kc417/fe6gY/X0xDD9dDP0vZkP/yxnELOj9g67Q116WxkJ4oXWhbU2mvEGE2BZEaJKAvvSjLZuiUEYXuHE5FdGRe7Fq9jxcZa6/dvwoLh3cj8u7o3F5exTSDsfi2sHDrPejUJBwGs03b6HxWjJart9Ae%2bZdVF1JRmFSEqqSr6DmOnHrChrSklGfcoVWcg7FZ%2bOwcvoM7JizAAVp91CaXYISQmSCnLsFXJuWFFoK2b%2bnsAOV6P/hOULF/O8rYPb5Ihj9YzaMv5pDBMHgq%2bnQ7DdE5n81QYC6QttdBGiqC7AWYGEhXCTmwFHkZhXjyrkb2L11P0ID50kLSEuIR9bpJGSePIGsuJOs/k4xn0fi/I5d1O5FNN9KRc3Fi6g7cw5tqXfQyQ70/p27aLqTjpasDLTcvY3m9FuSgMrLiQyEh7HKbwp2BgSiNDMflfkVkgBRD7Q1tGPYUGe65Lfsa1QVVtC/34cEsCYY8CeoWH6xEuZfhsCs9zyY914A86%2bCYfJVILT7OUoCRNTXoNCimtJklaU5iCDTYtQgAfq6%2brhOf8xMycb1iynYtn4HljOKn9u3F%2bf27MFNaj07MQnZpxKQTMHjw9cj7chREnAe7RS0PS0VlafiUXLsBFrTs/Awpxgd93LwIDMdrbdT0JSSjFqaf%2bnZk7gdux/Ri0Kwb/ZslAv/ZxosY/YpJxHfPXyB5UtD0avXV7RYDQwYMECSIEYFVP9XqFh%2buQoWvZfA4utFsPx6CSy/Wgqzr%2bZBt5%2bzrP5kBUiBdTR1oM1SU4ulsYC2tq7Uvnh/kH%2bvGClX7%2bDGpVRsCY/CPDZGiTu3I27zJpr/btw5ehR3WNkdW7ocy728sJ7p7Pr2nUjbtQcH5gQhlc1O%2brbtqKVVtKZS8JRU3L95g%2b5xBXVXzqHyQgJKTx/D9f27cGjNSuybNQtlWYVorWthDKhCWV45Ou8/xtmkC9SqiFnqGDhw4HvhBwqwYON6/wwVCxJg2XsZhRdYAavetIjeIdDtP0KauNC2NhsjUWeLeluHozYJ0KPmRb6dPycYpUxHt67eZst6E4d2xWLORD8c27yRZW0kzrLsvbZ7F65t24qY4IVYz1pg5kg31gJjsZnF0p7pgcg%2bGIP8mFjk7T%2bIpktX0HztGhrZFNVfPo/qi0koYyAsTojFSQbT8IAZOL5kMSpzS9DR/BBNVc2oKa7B/ZpWFLM40mOjIzSrqqrIXqKxE1BkM3VJjoCaEio2fw%2bHVa/VsPoqFNa9VxNraRHLoDdghBRei6YutK9H4fWUDYeAeLGoPnAQ9u%2bOQUVhLdKu3cWVM9dw8tApBJCAaKbARGaBxMjNuLR1qyTgyu59CGN8EH28o5E5gidNQRLzfd2NNLSlpSPnwEFUMjvUXziHuotnUXvhDCrPJ6Ik6TgyY/dh1fTpOLByJdIOHpAEPGYB1NH4EM1V99FcfR%2bVJTUwNjKj6Q%2bUbqCmrFxlGS/jGYO6mgLqqoq3zyp2H2%2bHzWdbYft5JOy%2b2ExsISFrod/PXUZ5bRIgBJYEsCsUo%2bgOBSnmxpbISLmHwntlSL%2bZg8tJyTh97Aymj2fpO2cOEqj9uI0bcJo4sHoNQqh998EOmM3GaM30Wdi6YBG2hCxix7gJWfGJKEpMQAEzRxXTX9W5eFScZWw4fQrZJw4jbn0Y5o8fj8vRUai4dAm1RVV4QgKePHhKS%2bhAa0Mbqktr5bsBVWpbBGnhvprdjZvCmjU4qqspHvwIqNh9tAv2H%2b/CkL/txpBP90rYfboVRt%2byN2A7rK3UvhC6C6I1FpnA22Mcypn%2b8jJLcDc1jxZwHWdPnEPwrGDM9/NHzLq1OLx6FbYtmI/x4qMJewcs9ByLaP9AxM1finOh7AXCNmBrcDAtYzaOr1%2bPrNhDKDp1BEUJx5Affwx58cfZE2xC5PwgLPXzw4nwCORfuIrG8kY8bn2MZw%2bf4Vnnc7x8%2bj1yMnPZ6xu/d1nptrowNmTLbmgk5RAK7YptAir2goC/7YXDJwcx7JNYOP0tFkM/3sdM4M/JWt3mLx8gKF%2bFiycqwqdC5i9GXUULcu%2bWIDuziGnwOpKOJmFz2Bb4svzdOG8ODqxYioUTfDDcwgoT2chMt3FAqNc47J49B3vmzMNmnynYRJdZMMYboYwJZzZtQkHcEdw7wTQasxcpMftwJGwVVk31R9C4idi2KgJp56%2bjtboFjxj4Hj94Ikvhn79/g22sRwZ8M5DuSUvVUSjNytySivKEq7MLTLhuPZIis5jSIlQcPt6LoZ/EwPnjkxj51yS4fXQWI/4aD7Nes6HDCbqauvJCRnqKx8gC4iGj8K91q9ejue4hinKrmAnKZDpMPJrIHv0qpo/zpeATsHvpIgSx%2bfG0tkaE7zTsoHXsm7cIiWHrcD16FxJWR%2bBE8AqET5yCBVzokVUrWQnuQ9bxQ9T8RsRvjsCupYsxb%2bx4zJ3kjzi23fdusEagzz9g7m9v6MDD5k7ZGA13GA5V9vlC80JhwlI93EZjWXAIfFlBikdlBloKKxBpXIwqwz6OxYiP4jD6ozMY88kleP39Gkb/NRkWny2BjtL/xcUUX4co3%2bWTABFYwtduQNv9pygvrkd%2bTgXjQBZb4QvIup2HFRRqsosbwmbOxHymvilOTtjCvv9CWCQKd9DPD5xG/dELqDt5HuXxrBF2bkOE/2QcC12Om/t2InlPFBI2hePoutUIp7VMcR1N7YfjWvwFVoHZaK1tZRpsQwvHZyyFTx46wf5lgHxYI9YshBdvjmZOmYZVC0Mw1s1d8c2BiF%2bUS0tDSYD7X07D438uwvuz65j0RTqmfnUPkz67C%2bu/hXOCvtL8DRUfNCifp4uHjyIGBFOTbS1PUVHehFKSkJmiCIQZt3IQtWEn/Nw9MWeMF%2bZQs2unTsM8bk8a4oipDk4IdhlD05%2bOQwsWIil8DTKO7Efyrm04vHwRzm2l5jeso7%2bvQfTiEMybOAmhs%2bbg8vHTyLiUgoq7RXhQ3y4JaG/soBW0w2/MRKh9019BAGOAeE/p6uSCWb5TEDRlMlzs7eR7S/EcUKsnAZ7/cwnef7%2bJyb3uIaB3ERYMqETgP8pg99E2aGsYkAB9JQHiqw1T%2bVLRzNhcBpoZUwPR0vwYtdWtqChpwJ0bWbjKcjglOROnT13CVDYtfm4eGGU/FGHUYtTixRhtPwTGOrowo2sNNTTBcrrJxagtuHPkEM5v38ZWORBHVq/ACWp%2b%2b8IFCGFRNX30GKbLrSii5gtu56KWhc%2bD%2bgfM/S140fkSCTGnYK5pIF%2byitRmxBrFyW4IxnuMQdB0PyyaPRVTvEbB1tRCfr%2bkw7UL4bVZ2ap4f5qMCb0yEPB1KRar1SLcsgNhZg8x4tOD0FY3pP8LXzKWgpsYiMfOZkw1loygWli3ZgOePnqFOgakwpxyZKbmsCBKx63kDGQzMC4JWgJnBr3hdkMx19cfCTvY4y9cjGDvCVg3NQB7Fi3DXba9TXdu4yIrxh1LliBkwkRmhQU4sHwZVjAo%2btKKwmbNxr3EEyx/i1GaVYrWimbm/w6p/aqCKviO9oG1iP5Ma%2bJB7lBrG0yk2y0IDETYysXYuoEVKElwsbGV3ymJJ9jaXTHA9/NMzPyqCIs16rHJ7hGOBL5GXPBbTDO5SAswVnygpCceOZtJyGfvRgoryLydjSed36OMlVj%2bvRLkpBcwDmTjblo%2bmhs6cT7xCpztHBmcHDGJlhARNB%2bbguZh95JlOLJmHRIit%2bHywUO4HhODYxs2YvXMAAR4eiKQrjJ/3HhMowZneI9F4tbNyBe1QU4pGkob0cnA96SFRRCD346NO%2bBq6wQHrsdIcxBsTIzgM5qBb0EwNq8Lwy4G0l1b12Ll3KlUhq18JK4nnx7rSKj4fpGBmb3zsVCtChFW7Tjs/wrHAt7AVy8JOupG77/QMlS8cbU0t5LMRYRtxA/fv0VtZTNK2ZMX5lYwD7MeuF0g3aGJBJSV1GH6RH/YWdrBy9kNM0Z7IZAaXeIzGaEMTstp3uHs7HYsWoywgNmYNtoTE1xGYrq7B2Z5j8cE11EMgIHIYkrMO3MKdWx62us70Mnq73n7d7IBunztJqaMmwxHFkCDjQwxmsE2hP3F1vUbsXtbFHZGbsDG0BDM8BmDwWaWMjjqKgkQo4rn52fh0%2bsa/HvfwZz%2bRVih14glak2sBaKgN0h8o2ckv9ETWhcfJxnqG8ovO1uECVILVWUNKCuqQVFeFVviUhJRicaaB6itapPPCaNWh2KEgzMcBzvC2doO3mxZp7t5Inj8ZMwa5YW5XkxvzO/TPcZjjJMrvIa7YerosQjw8uGxMawk18mHIgWnT6IxvwQvHr7Ey44XePnoe7x%2b%2biMaGlsxY8pMDDe2wqghQxHAoBcRGoboLVGIDAvHIrrB5FHucLSyld8tCGWKwN5NgGu/gxj11TGM%2bUcSxn15Gb5fpsL7o2RYfR4sCwrx9lhET/ERpSljgPgWJ/XmHXz35AfUsQavZkUmCCjOr0Yea4GqsibUV7Xi7p18%2bXwgielt1rhxGGYzBMNth2GEnRO8HEcwQ4yB11AXjGJG8B7ujgkjPTHOyR2TXb3o996YPHI0NrCcvnv8AErYCpeeP4X7Odl4%2b%2bM7/PrjW%2bIdfvnhHR53PEf4ijB42g/HBFpX8KwgbGJtEbk2AkF%2b0%2bAivlIhOTZG4qtXcxjTnQ20DWVw19XSh8oIm80YprEUTqqhcNeORIDTMYw12QmzgR5MGQoCLMUnJXqm9GVn3MvIwasXb9DMNNRQ0yYFFnVAMS2ggLVASX4NSgpEeVyMfFrElZiD2B4yF97DnOFgZgsnawd4UPDAsZOx2D8As8f70twnwNfVE17DRmKCswemuo3Biil%2buLRjE7V/jMLHoepKIjqK8vHbL3/g7c%2b/4e2bd9z%2bXeKnVz%2bjtrwG1y9ew%2bE9hxCxYi2mjZ0EG2YtcwpsbSpe4dnKT2kkASIQShIMoDLFbz38J7f%2bgy4AAAq6SURBVC6Gj0cQi4ZV2LA%2bFvODNtJc7OQ3tWYG5oycRnBzdkdxQRl%2bfv2Wpv8Ubc2P0FhLU2cpXFnSKIUWY301m5LyZhRll0ty0k6fR%2bya5QifNQOT6Doj6AYjrOypfWfM4SLn0hUCPMdh5ihvjmMRwopw46xAnIlkzZ9wmMIfp/AJqL4cj6d1Nfj93X%2bUwv%2bBd7/%2bs5uEf777N/71%2b3/w5kexvg5cu5CM0KWh8gGqiZ4ZtS6%2bW1J8TiPSur62AioREQewa3cSNmw4iKA5qzF39mqMcZ8MfS0ypEkz0dCDMzVWWVKNX2h2nQ%2be0exe8ibP0d76nHWAIILWUP2AVsHWlAGqkdZRXlxLq6hESXYxTlEY8W4vesEcLJvog7meHljKMWLmdETNn4edC4OZ/2dznM8aYCk1vxHZJw/S9I%2bh%2bmoihT%2bF%2bpRLePP9j1Lod7/%2bgd/f/gu/y23FviDll5/oGrQOQc5//gDn/BOd7U9x42oaVi1ZDQfrIUztOpIAY10Tad0q27ceQmzMGURtPYjguSswaZwfvKkND1cWMCNGwWOkB5udfLz96Z94wgD07PErPGXqe9r5Co%2bJTkbiB61P0NL0kIHxIe6L/pzbojYoY46uq7yPzKs3KNgSHFm5ALHLF2B/SBAOLV6A46FLkBgRivOR4SyGNuLari24fSgaOacOSeErLp5E1cUTqL15Aa8ePcHvv/0Hv735XQotCegBhTUoiBAkvPnxV4m3nP%2bvdyTj13/TMuuxenkYCyUTFk060q1VjseeRNzxeBzcF4PoqGjs3LoD0duisT0yCutWhTG/F/DC/8TL737E9/T9Z09es/1UkCBqgMeMxp2Myu1tCrdobeqUZIgYUVPWiAqmyDoWLrcvJuP4ulAcXhqEo8vm4djyYBxbsRBxJOb0%2blBc3b4Bdw5sx71je1GQcAil545K02/NycBP372mkP/u9nuh8XdK7f%2buRNe%2bIOE3znurhLCKn39QkCGI%2buO3fzNA34M3M42uOoPgnJn0/Wmz4Dd5Kvwm%2bcGfGEdf9KQFnEs8j99%2b/RdesdV89eoNXpCE509fK4SnNUhLeKQg4REtob1VQYK0BObrBpbI4rm9eINTxUCZl5aLK4ePID5iDY4vW4Bji%2bfiOIk4HbEKd2L2oPBMHMovn0Hd7Wt4WFaEV52PJfnvuAYp0C9KAijk70oreNdD%2bJ5WIOZ1kfDrm9%2bkVQgyfvrhF/zx%2b79pyS9YKG2BioiKhjQFY1HpMc1pqmoz4I1C8sUbZO03vH71ixT8u%2bc/4MVzjs9eS6EFAZKERxwfE50v6G/PZW0grEBYQGNtG%2brK6mW5WpFfiUoGyjIi/3Y%2b0s5cRuGtdDQUluPp/Q78SC3/RKJ/fvUrY81veEeN/0aBxMJ/VUb995H/jx5Ck4zugPhHd1B828MKeuIXkvEjSfiF1/z5h7dQMTMSn5fastCxlNgWGY3nT14xooIm/5MUXOLpK4nnxFMh8MPvZA4WggsCHj96gUcdz/Cw7Qke3O/EfXZoTezWGquaUVdaj5qSWtSW1nGsQ2VhLQpYM3Q%2b%2bI6L%2bqcU9C0X/avSf7v8%2bK1S%2bJ6QJLz5XSmsAu%2bU%2b8Lfu7Xe4zddwVFuk4A3ggS6xOvXPysIMGaqG8Ycn3YzQwYaofWnT77Hc2r7mVLgpxRQ4IkQtPM7CvucAjzFo/ZnNH9uEw8fPKEbdNIN6AIND0hAK5pqW%2bST28bKJjQIVN9npdjKgNTAeZ14Qy389PoNx1%2b6A1c3flKMwod/5vmfe8wRQv3y029KvJXo%2bVth6kLT4tpd6LqGOP6DAI%2bpmJvYsOMzxun48/QNUJPfSY0%2be/q9JOEJfeUxBX5MASU6hbDUNNOL0LYEtzs6iLbHeNDSidbmDklAc30bYwEhHlwIcLuFx9toIY21rawkW/D65U/sKX7CjyxmutC14K59cb4Lf57z4byf8ZpzXnWB13798kcWbj/g9YsfFXipgDj/PUcVHfbRM/wDpZYfUThBQDeEpoV2adqd7U9kThV4yO221kdSkHYBbj%2bg8G0tSu03KoTvgiCjrakDD3iuveWRvEYbx/LiOhmMXj5/1Y3vGQvEgr%2bXeC33u45LvFCc/zPEuRff0U0Fnn9PvJJ48YzbT1/K8c8Q8%2bgClvKdvjBtoc1OmnSHFPSZNPHONoVmhZDd4OJb7lPQpnZG/HYGvQ5q/aEcxb4koKENTfWt7wngeXEdcU1pMQ8Uj9KExYgFPnv8HWPPC/YYL%2bR%2bN7qOdR1/9lIu/IUQ8tnLbjx/%2boJWq8DTJz3A6/bEsx4Q%2byrioUYHfbeJC26jUAKtXNSDFoWgAiKoCbPuQktzuxSwgQIqhGylkG1ScGn6SuGb6lsU58W1ScDDtkeMEwpLeUCyy0sYHCsapRU8eviULvaMwVWBx3%2bCPPboucSTxwp07XfhUeezD9DJaz7seCJHCW4/kpYs8FhCpay4CjXVrOHr7kshmhpaJe43tkm0ND0gKHCTYr9ZgOcb61pQW83Or6aZTREDW%2b19Br2W96h9f0wQJK7R3iKs4BGv9UBaUBULJNFAiQWJ4z0hgmlHW0/w2AOe46K78FCJrn1xvv1BZzfa2qjM1g45Cjxgj9CFtvvtEir1XGRxUQVqaxTC1FGomqpGhWBCiLr7UlgFFEKJ4%2bJ73%2bpK5vgKarGykQGtSR5rUP6uobZZzhW/k9bAvv0%2bSWxpFsJ34N7dAmzZFI0MFketze3KBXFhLcIC6Vb3xbz3aOV5cbyt9eF/QQjZ2tIhz8v5LYrf3L9PZTVTcc3vx5YmoVxhlS0SKpUUoDC/TH4ZXllRh6ryWlSU1qCCY01VA2pJxgeoVIw1lQ2o5JzSkiqUl1YzrdXJY%2bKcILGbCJJWX8%2bxXozNEm3U7ro1m1iXRyDtxl35u5ZmxcIUi%2bXimkgc0dhEEpXb4lhzc9ecVsW%2b8pxEI%2bd3g79rUNy3Qdy3jgqpEwoSihJrFGiAihAgN6cY5WWs0tjxlRVXopjVmbCKSvbYVRJ1EpVltWxxayVJYhSCF3FuUUE5hCuJ88Iqqqvq6R4kquZD1PCGYkH3sgowL3ARZk2dh5WLw5B6I51W8ICENbKTbFYuuAl1tR9CHKuvb1ISqdz%2bX%2bYJ9LynQHU1LZXrqq7kGitqJKrKq6EiBMi6m0ehK1BCFOaVIp%2bE5NwrRCnJKCMRAqUSYr%2bSwauKZFVR%2b5UoyC9FTnYh8vm7Es4vLyMRvElVZZ1EZUUtUSNRQTLFQtLTspAUdw6H9x9DgH%2bQ/D9BC92juqJWscg/oaqqTqL7WPWfzivvpUDtB1Dcm/0Iha3g2ipKxfoVEHKp5OYU4c7tLOTnFlP4EuRR8By2vxnp2XSNEhQXlKCIYwHPCwh3kVovEiiTBNzLypfI43lxrKxUQYSA2BZECouSvyMEkcKCSmg5N9mrXzh9hQurkuhaXLm4RmlV93X%2bfygrq5T3%2bjNKS8SfJ4VFl1HJREGplEegMK8YKveo/ZSb6dIKcil8VkYuMu9kIy01E3k5hYzS1C6Ry7Y4hxCE5fOH%2bfkkhBDEiX%2bSZGZkEzncLuD5IgrKGxUpUaggKo%2b/zaW15NHC8kl2IY9lMxheOn8NuXSLUkGqWFyBEuIahFw8UaQci4vKu491n1POLexGiQIF4j5cK9dUkFskZcnLLpDI5br/H7AUX%2b0eFI21AAAAAElFTkSuQmCC' 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He quickly thought about how unsustainable our current financial market is and reflecting on how can we make this system more devoted to collaboration instead of competition. Believing that digital currencies can solve a lot economical problems, he joined ThreeFold because it is perfectly aligned with his vision of enhancing people’s life on this earth. Being an artist-painter on the side, he is creating an online gallery which will promote and support international artists whose inspirations come from their deep connection with nature. He has the aim of bridging the creative world with the business world.","linkedin":"https://www.linkedin.com/in/alexandre-hannelas-741681112/","websites":"https://threefold.io/","countries":["France"],"cities":["Aix-en-Provence"],"image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/alexandre_hannelas.36a08ae.2b9b6bf3ed9620217aac381482eb1c08.jpeg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/alexandre_hannelas.36a08ae.2b9b6bf3ed9620217aac381482eb1c08.jpeg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-bc11ae0706d636f6fab428e8c0bff227'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-bc11ae0706d636f6fab428e8c0bff227)' width='640' height='640' xlink:href='data:image/jpeg%3bbase64%2c/9j/2wBDAAYEBQYFBAYGBQYHBwYIChAKCgkJChQODwwQFxQYGBcUFhYaHSUfGhsjHBYWICwgIyYnKSopGR8tMC0oMCUoKSj/2wBDAQcHBwoIChMKChMoGhYaKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCj/wAARCABAAEADASIAAhEBAxEB/8QAHAAAAQQDAQAAAAAAAAAAAAAABAEFBgcAAgMI/8QALxAAAgEDAgQFAgYDAAAAAAAAAQIDAAQRBRIGITFRBxNBYXEigQgVMpGxwRRy0v/EABkBAAIDAQAAAAAAAAAAAAAAAAMEAAIFAf/EACARAAMAAgICAwEAAAAAAAAAAAABAgMRBCESMQVRYXH/2gAMAwEAAhEDEQA/APQVDzNhqIoC%2bJEvtQq6RdAOua1aaJpdxf6hOsNvChZmb1wOg7n2rz5xFxhx/wATyNNZedpNiM%2bVDC/lMyn1Y9ScfarY8Uo4peG4xdJEbZbmN5HkbAXByPnJwKiEUloLRZJLmDy25%2bYXGD96S5HIrFpSuzR4nEjNt2%2bkVnacX8c8KThzf3QQcsTASrj75r0T4Tcex8caLK80aQalakLcRp%2bkg/pdc%2bhweXoaqfiBY7vSryOykjnkMTYCnqKi34f9c/KfEezhdysOoK1oyg8tx5oSP9hj70bjZnll%2bS00C5nHnDS8XtM9dUlZnIrKYEjYUJfJuwaLrSVdy1Gto6iE8eWv%2bTwtfQE7SwXa3Y7hzqq9M0cQ8PG2kuSXkdmMo6rk9B6gVd%2bvWa3ljNaucCVCuex9D%2b9UnaWVxa6lcxTT7ZYnZXLJuwQe%2bazeWnv30bPxtS00/YbY6Q1jp7tJcvMCDgO5YD4z0qPcFaLb2vFnDmmQvbpObw3plbAfagOffJOAo%2be1O094lnbmJ5mmfJA%2bT7U7%2bD3CaXnEep8UXqfRuEFohHIgBcv78%2bQ9warxJqrbbL8%2b5jH0vz%2bF2ocilrFGBWGtQwhQ1KxwtcFeluH2x1NnQG8YMwx6VA/EXQY5tKutQsYymoAqXdJNu5R1yOhOPvU1kbAZjzxUI4%2buZJbSG2QqSzb2Trn0UY%2bef2oNSqT2Gx05peI38BeH6ybdR19XcsAyWznnju//AD%2b/arCnvFgKLZKqJGNoAX6cdgO1N2gW0%2bnaJBZyXEkw2gFpDkj2Ht7V1hjzeGEqDlCyk/NM44nHOkgWXLWWt0x5stUSXCzARt3HSnHIIyDkVHI41SSTHRTjPenKylMcnlk/S3T2NWqOtg0zZn2tSXcuQAKy8jIXIoUtuxmln9BUjjeqzW%2bFbblhn49agNrL%2ba8TZ2s0Jlx9JxhEGRn2P9%2b9SXjG/NnpcgjcLK6lVPYnkP7qM%2bG6LJdXdyVYHYkaknORz/fGKntqQk9TVFhAbtufQCud3ttgt3gnylbcAOZX1/iioACK3uADGVA6jB9wabldirYFduoUFD%2bor9%2blEMcHcPQ5pg0%2b8OoPa4G0Fj9PbaSP5FP2QXK1el2cTP/Z' /%3e%3c/svg%3e"},"private":0}},{"node":{"id":"ali_mohsen","path":"/people/ali_mohsen/","excerpt":"Fortunated to have worked in different disciplines for the past 20 years and in complex environments..","content":"\n","name":"Ali Mohsen","rank":4,"bio":"It is only natural to seek a world of justice and equality with consciousness and awareness. Being part of this wonderful community sets the path forward. Fortunated to have worked in different disciplines for the past 20 years and in complex environments focusing on diplomacy and conflict Management Resolution, Anti Corruption and Geopolitical Strategies in the MENA region and West Africa with an extensive network in the private and public sector, we are dedicated to help expand the Threefold activities across those regions in a sustainable and progressive momentum.","linkedin":"","websites":"","countries":["UAE"],"cities":["Dubai"],"image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/ali_mohsen.36a08ae.4a787aa6356010f23741f7f8482caec4.jpg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/ali_mohsen.36a08ae.4a787aa6356010f23741f7f8482caec4.jpg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-b017b319f2fd98178a1095b5c4f26d42'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-b017b319f2fd98178a1095b5c4f26d42)' width='640' height='640' xlink:href='data:image/jpeg%3bbase64%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%2bmW00N4sZfUxJKdWkRElX%2bNFbY4hES5pcGR7aNh5lAonfo6pFtnx0Du3ZLceOMjBGs4P%2boNBIeHOIF2Fb6m4vtBXjPi0gfSnk9oEO/2d%2bI8gxJxZVhCzlKjjklXmR0puiWO1tRiy3DaDWMaSkHb70idofDcNqA4/EYSy4z4khIxkdRQKNtP7rF/uj/tVKAf0xUmsqyqbBUeZWnPzqqwThsUFD4ejvxLe4iXoDhcKvAdsYFI3ay6D7nVgDRIO/wAvxVEuslEV5baklKwcEDH5qXdqc6M/boOHENuNP6lazjIx08zyoO3gx5DU%2b8lwAhLqVDbP8ore8v8AtV8UwlWkOsghXkpOR9zSTZ%2bM7PCnzXJPtRbdWlSC22M7AjfNC71x8JN1bct8YtxUnP6pBWo775HIb8qB6iRBFjyYrs7U864NuqRvyrG521TFllGTJU82tpQGQMcjQm3CPcEty0zwdaQrvHHwFtkdMem9B%2bJuKUiKIUd1T%2bFAd9tlQB5npQBWYyIV7jx2llaWnEJ1Hqds/WqTCV4Kl8B/vbmw8og6ngon1JqkRHMIBzQEb7xfBdW64z3yGd1HvDknPnUb4lvTt3uBecJCB4W0f0prTiG4k6Y7Z9V/YUuqXnn55oNic7Zr3D7sTWA6dLWsaiegzvXOFYNaJ8XxFBRXuBmFNl5qYWEaQrTkFPxHpSheG47E0xoiu8Q3spzOSo9aNtXVY4FCFP6nkvmMhHVKdOoK%2bAGR8qWWkb786DRgrQoKSopI3BHQ02WC/OBQYnK1JVgJcxjHx/NLbTer412ss%2bYoFeS%2bXnluK5qOawUrbavKlD1rzncb0GyFZA866GzXKkitkLx50BbvD7qQ2FbF8qKc%2bSQAfqa7uHI6JNyDbrYdGhStBOkHG/PI6Z60EQrO4FEbe87FfQ8wrQ4nODjPSgYOJILVvupaZYDCBqwjVqIAUQCdzuRivkFCXAM1wPSn5rwckuFxzGMkCiMBOnGKD//Z' /%3e%3c/svg%3e"},"private":0}},{"node":{"id":"ahmed_thabet","path":"/people/ahmed_thabet/","excerpt":"Wants to build beautiful applications that don't invade user privacy.","content":"\n","name":"Ahmed Thabet","rank":3,"bio":"I believe that life is a chance for a soul to grow and for me programming is one of my means towards this growth. I want to build beautiful applications that don't productize the user or invade their privacy. Giving users their freedom back and assure them complete control over their data. What I've seen at ThreeFold being part on the team for 4+ years is a lot of great values I'd like to see evolving in this world. 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\n
\n\n
\n
\n","name":"Alan Laubsch","rank":3,"bio":"I believe in healthy living, individually and collectively. Risk management is a common good, and my mission is to help spark a global risk culture with ecosystems perspectives. We live in an era of interdependence. The global systems that sustain us -- financial, economic, and ecological -- are fragile. We face tipping points that will affect many generations to come. To thrive, we must move beyond binary thinking and learn to sense a full spectrum of risk, hidden and visible. As in healthcare, our best hope of mitigating systemic risk lies in early detection and action. And we need to do this together.","linkedin":"https://www.linkedin.com/in/alanlaubsch/","websites":"https://generation.blue/, https://protect.blue/","countries":["Portugal"],"cities":["Lisbon"],"image":{"type":"image","mimeType":"image/png","src":"/threefold/assets/static/alan_laubsch.36a08ae.0073b1b223d93188012aa7d1a7604dd5.png","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/alan_laubsch.36a08ae.0073b1b223d93188012aa7d1a7604dd5.png 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-be3342ad19dd10fe67b81531349355af'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-be3342ad19dd10fe67b81531349355af)' width='640' height='640' 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iZmCLC3QUfUvGPrcpSbLAxNYMbAfCjK9ycmYz19AQ7c5bi7qEd6CwvROmVc1iXk4G7Jw/j6%2bVZ2BwejJsfbcQQ9UfHgDdMFkdY39SkSqBBSoBWWAPg7LWfFQCPCcAODQAteBE7CU6bq7XANSBevvxV%2bW2pcfHcOgs9xpZYiVoCUM32J2UwMDig20miK5vka388eRzr0xIRSw3wYCn4ODogk3W%2bPMATV7auxuGCHMTREfrZ2yLawwU5IX5YT0E8vj4PRae%2bQxstdksJR%2b7L5/CEj7/Nz8JW2uUHLINXogHqOnX7Gc%2bn9jFrOa5LGaitOg5osgUnJXCeANxUAFADdn%2bh0wBd75xQ06BYXQlMqK4BoQGgXCE9gdZvNX1ooemppyUWQRQzJPogU2MbGSBieP67r7EsKpQ%2bwAvhrP/cyFCsXxqLdTQ9T44exJPvDuDz1ATEujkj1t0Zab6eWMeucPLDVSg5dwKtpU/QJTa76AEBOIoDeWk488FKNN298br%2btW0x5Vh57Y0trairb1BdQAPgRwLw442buHX/vg4AYcCzZ7o9vuGhYQWAtgEiyq%2bZoBdT%2b3FaGWidQu3H88ta6QfqyALZI5D9Q3GMchZQS6MkInl0x%2bfIiwhWBiiJtb85PRkfZ6ZgC91f8ZGDKDl5DJ8mxyGJZZHGrpBJj/DJ0khc3fEJSs4eR%2bPD2%2bioKEL9/Zt4dPIIGZCBn3d9gt6Gmj8BoO1qiWA3NDXTA9SrTVbxAeIEL99/hJ9u3cLtBwSgrIwlsB0zejk/9zBr/X19GGRPHafbGyW9JWi1wTC1XyBTo/ZlmknSieIkapmhYl6ctEIxSgPMuty2tQog3Th9YA/yI0OU749lkJsy0rCNXn41DdCTb/bgCgVtNwGI5kQY7eKE5aH%2bZEQs7vJvxfQA1dcvoZUlUHfvJm5/uxcHaJWvskM8m9oj1K5H8y1Sfg3NLa/LoLW9g8PQBC4/eIxr9AC3H5BJBGDnTgLQJqc4dFPd7XRxcsGdbRhiFicndK1Pxt9JfpGIzPR%2bqyE9QNdXRQCKHtxBA8VwqJOjJwHo5ed00TaPsCVeP3MSyyKCEOflgTBXVxzf/hk2paVgBcXv8dd7cWfnZ7izezuWenvDycyMbtGdZiiFHeAgCk8fRfG542gh/WvvXMe9U8dw/%2bRRdNKNvnzFJEyVoiRCBHpyYlyN43VkQD1BaBIXODDEsniBnx4W4vqdu7ilASAM6GCPbKRaNlNNWxrq0EE6DzGACbq5Ifb5XhqeEVL6%2bdNRPJftM4qgWGIZjgaZ3U6OxOXFj1FW9BhNnA8GGXgPzVIHwRSzNEJGFd69g5WxkQhnhoOdXbBr4wYUJCbSAfrh8LpV%2bCgzDesS45Dq7wt/B3u4siXKhHiZNH9AO/zw%2bNdoenQHFT9fRjuv89lL3eaM6JFuXnmuAn/xfBKTnFJb2PaqhP71OiPU0zegxuErBODqnXtvANj5OQHo6qGXb6Wvb0Sb7OFRuCbZ43/77ZVu86OT2ezpwThb2%2bTTMQZPkWRrGyRIA3SEPWx3NdWVNDyP1TlAJ5nU2SKfVac2Tkb5WdVlpViXmoRQ%2boBAZ2dEedLX%2b/sj3NMToQQllUCsIECr6BUywoIRxDLIjw7HdxtXYG9%2bGm6zFdbduYpSKQWKrTqp4givCbI6xGFSnpMFL7jaqD/Vdbqt%2bsrKSrVF39nTpwPg7n3cfviQAJTrAJBDijZaxe6uLgbTqdaIjMYTui8ZZvbHJHhmX3aK1Nb5xBhGBwiKHKjyb02N9Xj08B4ayIDxQb5%2boBf9na3KB8jFNtZU44PsNESw1SXSD2RznI0m3b3p/HzpAHPYErcmJ2JnXi7yaHa82Salaxzbsg6bORvc3Pc5am5eQcm1i2gnQ%2bWQRcT22aRugtWO8NSuMMtC5pGaujoFQDW/u47327u68dOjojcAlJdjl5RAc7scZ/Wgp7cP3T29qn09lUyTYirr4yOqtt64wV9YCpwQpyj3jK%2btY1bucfLrZNZf8PUCTg9LQRjQKRdDhuxYX4DU4ACEcbbPio5BvH8AfGmNQxydkEAmZAcGYUU4y4Rjr/USE2QQlCMfFGBzfATuf7MbVaR/ybULHMj61NmEBPmcHUw7FZaupVozy6FLTrMbdE5QzgcaFAN6cfVxMa7de4jbjx5NAcA2KIeV0ie7e/sVELL9LTUlAUs3kMxrblEAGGOLlNb3%2b7QjKWl5RSyBLtJ/gpSXziKToohRY1Mtge3A8b27kRcbgQA6vVg/XzLADz429gi2c0Scsxs2xSbg6Lq12MyJMYLD0TK2zU/TE7CLbrDwxCGUXb2AwkunycZhdUosO1iiRxK0BC8gvBA9ICDdTGZTWwe/u0kxQEqgi89df1KCGw%2beEIDHbwBoZovop0rK8fPwyJhigrQ%2bbTNE6/%2b6nv9cOT9BXfPdcl%2bmQqm1DrUb1KV2igYGBhWbOskE2bJuoSBtyExFLmt7Lem%2bLi0NkS5uCLN3RKqXN/bkZePYxgLszKUgxkeqriEj88nNK/H4h0N4wNH4yfnjatNTKC%2bfLf5lcvKZYqssSZAkRPyMGCHJvNBfDnAUAIVluMkyuPP4CQGoxK7dOzBDXihn9/Jhcs4nbOgfHHodpBb8pLK/IwoczSMoRhCQtrY2lBNROS6T7bDO9lb67zZ1dig9WdavtNFnjhzGptxMbMxIQVZEKKK9vKj6Dojz8cJasmNXTiq%2byFyK7yl%2bX%2bQkY3tWIq7t3oIHx/Zy%2bFmDyhuXlO399ZdfMTR1eKOZH51he3PKJT%2bKUMET%2bKbmZgXAz8XluF1YirtPCvGkogq7ZUOktk53kFlWUaHO%2beRsr5PlIMhKJxAAtE0GaWkCgIa0LAFjjC2moamFo2ctad%2btBpHKmiq1KSFnilJW/WSGHKacOXKELTAW6SGBiPX2pC9wVvsDH8RFYf%2byTHyzKhslpPyd/Z/hhgT/3S5c%2bGw9zmxajkpqgHy3suUvdT%2bq0OYV7SxT/i5gyPFdIwOXlij3ZUfoZkkl7hSV4Q4BKKysJgC7qAE0DI00DCUVlWwdDWhsbVc/J5k%2bFWrzgtSaqLpmj2XsfDZ1WDlKp9XVN6h%2b%2bVEnx2RNMoW1qtFYsjVAykpHEde5Y%2bN65EWGcQr0RYSbCxJokD5JT8K3a5fh9oHtaPjpJIq/38NJ8DO1MXpgWQp%2b3LYelVdOobWObnNgBOW1jXj2/MXUkPaShmtcHX7I9ch1yh6ArG62vy4u2RC5XVaN%2b6WVuFdYjMKqGnwlJ0Md3b2qRcjxkZyhtfPx%2bNOJfzt/nz4xypdoG6WyBydfLmdvT8maYd6X3wHJzpCcIqujNJaCHKvJadI4DVZtRSnWpqci0sMd4R5uLAUP5MeEY%2b%2ba93Hr0HZc2/sJfuCUuHNZKrZwLD6Un447fK760nEc2bEd%2bes/RkLmSjxiRuXfL6S%2bHIGL2ZHrkmuReORESEZhiW9wdAx3KmrwqLIWDzkIFVXV4is5Hu9kzYsO1DQ0Kfp39w%2bpzE7fGpv%2bKwyN9rJeH6MxaPkCAU5jhxpLaZomn44qAyWbpNI65VyhsrkLn36yDck0PQEuLghyc0V8gC/WJMdia1YSbXKcEsEMzg5bEqNweGUGru/cjE9WLkNgcBTC4zMQmZCBPAJRVNWgjswH%2bbnyyxM5ChcGN7G9N9IGqzKg0Pdx2LtXUYvHlXV4VFqO4uo67D2wFzNa2jvV73bKqmtR3dBMJMf%2bbWtMy/70rTNNA7Sak%2bBl4/R38eesz77hMTyqaMTZnwvxw41i7D91A1v3ncKe84Xwj8/B8uXLcePoIcRx%2bgvliJwU6KvMz6bkGHaBCMR4uiKFY3FeaAAyQoMQ5B8MJ68QeIXEwTs4misKgVFLkbbqI3x5%2bBwu3eKwxNbXzhIT99rEUhYAGqhHTYxP5oEH1fUoqmlgB6hASU0d9h3cp3OCInoNreybbZ2qlkX8/tNu8fQtdI0NL0WY/viNQY/jpwdl2H70Cgp2nUbihv2I33AIUQVfwSdpHZI/PISlyzdj5nx95C/LU709KzSQwbrTDvsi2d8H6UF%2biCQgMhN42DvA1t4ZFo5ecPANh3tQDBy9gmDn5gM7V294BIQhOCYF7oGRCIjPxNpt%2b3DrSbkqvU6WQFNzq9oQUd2JADxk8CV1jShkByil3h04dAAzukj5vqFR9A7RAwyOqEy%2bnGKAluW/bpdrwEjwr%2bgMB5jt768XoWDHcfjG5SAsezMiczYjZvlnCE5fC/%2blK5BCMIKWLoO%2bkQneW7gIK5ctQ%2bnls1ibkohAJ3u1L%2bhlZws3a2s4cxgyXmIGQ3M7WLv6wcknFM7%2bEXDwDoGFvRvMbJ1g7ewJJ%2b9AOHrSUIXFwT8yES5%2b4QhOzseXRy6gurFdASE/6JIyEKP3uLYJ5Y2tKKYAltU34uA3hzBDzsyGxp6qeVmrYS1gbXvsrz9Fef17Iv6tl6BtOnCWQX%2bIIGbBjRfqH5sFn5gsuIelwMqFrm/5p4jJ2wJDU2ssNDbDvMVmyM/IwO0fDmPbijx42NjA1doKrlZWcGHw8tjM1ByLCYKloyfsvYJh7eYHcwZvZGEDExtHBYCVkwdcfILVsnX1gidLIzAuE9787pi8Tdhx%2bDyKKmuUQZOhr7CuGRVN7QSgFuX1TTgkAOhm6edTXvrFn3aGtR0hbQtMtZipDiBbaC%2bZ/YOnf0b0%2b5sQnJAJZ98Q2Lr7M1uRcAmMhbGVA1yC4uCXkAdTe3foGZtjwWITLDS1hQsp/MXaFdiUlQY/miEvDkaesilK6vva28PO3BL6i5ZgoYklzAiCsbUTDEwtsZgAmJIBOhC8YO1CIBzdyZIQeEcmwS86HQEEISS1AKE5W5G%2b%2bRDOUIekBJ4QgMrmdpRQ76qaWvEtjdkMbSNUBTrtdzcaCPLTs5HRMeW1xS6PT/XaVy9/QVVDG1IKtiE8KRdurEMbFy/WqwfsKFbmDh7QX2LJi0qDc2Ac9E1tMH%2bxKeYvMsUic3uY2HsjxNdfTYeyG%2bxmbQMvToZ%2bjo6wMrPAAkNjzDEwxlzDJTA0s4HeEnMCYEEG2E6B4DwFhD3sPfzhHhIPn%2bgMBCa8j/CMtYjI2oCwtNUIWJoPv%2bRVOHzhFiqocVUtHSit5ZTIjvfd0SOYIS5O2%2bCcrv7Tf3cj7NCUX/shkvxt7/ErCE3Kg1eoTpzM7F0YuLuq20XmttA3sYKVWwBsvMKgz3qex%2bBl6S2xhpG1KxYRlMVLLGBAYAyYbf1FxphnsBiz9Y1U8PP4nO7WmKVDAPh5%2biYWCoDFAoS5NSwc3AhAgNIHR5aKC0tQ9MIjNJHgp8AnKg1eESnwjM7Edz/eRDs1TzpALUX/yPdHMUN%2bOaH1de1o7O8OSF7/gJIgyL/a1h4kr/4MAVRhR6lBN18sIS1NRaRId30JjJkzc/KBuZMvqWyNuYvMMGeRCbNqwkBs1O3MBYswU28x3ltgqJbKusEStebx73P0jVk2pgoAPSNTBYAhS0GfGiFlYEUtUGywcYIlwbdy8eb1hMAlIFKB4uQbxnKMVl0kMmcDHtW0oaqxWQFw7IdjmNE/PPra1U0/G/zr7%2b%2bm35d/X/1wFREZBWxNpD6DF%2bovtrSDqZ0rjCwdeLHMGLNu7uwLEwcvKrq9yv4syS7XrIVGKvhZeovw3nwDPl6M%2bXyPvGauRv8pIASA%2bdQOPQqoACu3i8wJrp0LFpENRpZyn%2b1SAKAuyP0l1g4KGAHIkqDYCkv8o5H14S6UN7Sgnv7n%2bxPH2Qb7BtXgo4ndX1vedAbogv%2bDhqMXKWu3IzgxmygHwXIqC4tIyyU2zsyONS/YjICwRu09oUfqGtu6MUALBqzL9uvg5%2bljNoM0sHBUAMxmxgUM%2bZvczjMUJhhROwiEkRlfQ2GkHhgRbAOyQYRRgjW3d9VdA8tCABF9sHTyZHJ8uPzgIK3ULwK2vnSW56%2bjjW3x%2bMkfMKObAExM7aZMPw/8u6UBcPDUNYSmrIRvVDLbkw8pz6xb2SvKG1GtF4jaMxgJ2sCSgVEM9YUBi3UBSvCK/gxyJplgQKCkPN4lGGrRKAlIkv05U4wRARVNmL%2bYYJlaKRbosU0KEMb87sWW1ByK5CILa5hMZd%2bc%2biAlYesewLLQlYKdfwzW7ziM1p5%2bnDpzSkRwXJ3layI43fz8dUnw3YOjyN74JfxjUuEWHKNQXmIjLcpaAbCY9JfsS5QuF1oAAAkvSURBVM0b2bgqwZvHzC80s1dZfm%2bBUN4Q78wzUGu%2bkSXeYbBvz57Px3qvg5/D4EUMZ%2boZqsDnsQTmUCD1yAJpp3MXG7OsrCmGdooFC03MmX0rJZDGluwyZICIsgBgw9bsoACIgUtoMvI%2bPoimzj6cOXeGPmCqDU7vBH%2b3ZLNB/j2%2bW4iIlOVsO1R%2b0spMzAmDXmBMcaLyCxDzKHQGzLihhYPK%2bnxjSxjZusPQykVl/J%2bz5uFfsxcw2wb416wFeEvuz11IABYqBsxm/Yv4vUcwZusvVmyarU/W8HkJXoCQMpDgFRO4BARDM2ulDcZkxRJrCrKdi2rHNm7%2bbM3BcA6IgWt4GjI370djRy/OnT%2bLGX8dbv7T0v4HR9WeQ1gfnQIX31BYufoQaRfVp%2bUiJfsLKFLz1X1HFbhQe8ESGxhaOvOxlar3t%2bbo4Z/M%2bD9mzsPbcxbi7bl6XLrgpSPMpRC%2bO38hmaCvPksEcaaegWKWEkhqwmILexX4vMVilsyURzBkaQgI0iKlLAQAC6UD/rD3DoWTAiAdGVsOoIEAXLh4TgeAFuDfBf762In0f9bTh2t5q7E9PB5pbH3mdsy%2blaNSfD0Gq4LmfaH/QvZ4CUQYoG/KTLHtSfbfJf0l4/%2bcOV%2bVgwQuj9%2bZK7VvoAB7b4EBn1%2bgykA%2bbyYfzyIDBAD5mz4DNTCzIhhGBJ4tcol0B/EJlqpFij8wIjtMqEfmtMtio%2b28w%2bDEEnCLSEfqh/tR29aDi5fOv2HAf2WB/J8e0r/r1n2cSMzESk5hWXRfdgRgoZmtcmuLmBEZXkTpF5rYqlsJRrIuwc82MNEFPEdPgSDPSwn8c9b8qewbMLMmDNSY5TFPgbGAoEonEG2Q75BykMeG/M45BkaYTTbMJwB6xqaKDaID%2bgRBykDE0USEkDbaylnaYPBrBqRvOoTq5i4CcOENA/5b9tV90v/x7kPYH52MDK9ARLDnerDn6zHDc5jpheYOmMug50kvX8zgGbAEpJTfwFQF9I5SeEMYiBbom%2bAf781hOSxQz0vg8xaZq8dvkxFzDE0Vg94hE6QcRFfkVkpNOsJ7LAlDBr%2bYoriIArlY7ktXYAkaUYekJRuSAUtoyqydOT4TAEd2ANfILKQJAC1duPTjRd1PZf9j0K/pD0x09%2bFk9ip8GhaPeNa%2br5UTwtnzLXlhkdbOCGQpmMnFiXixvb3DQN8l5ecQgJl87h1mWepd38KZCm6B/3tnNstgnqK%2blMYCMkK6wz9nziXlFysGCWjChplTnkA6xAK21HepDXYM2JPBOhMAD9Lfm57An2URSg8QQ4cYzw4QwvbsTIO2xNGLlpyjs18U3KKyWQIHUdPaTQD%2bAwP%2b9NvBKQC6LvyEnRGJWEOLGcnse5Ly7qz1YNLtc89ALKPgxLME/NkNnJg5K9bvEmZxIZkgtP/f9%2bZinrG1EsT/eXs2/ufdOQxOj8Ebq%2beENRL8OxREybw4xbcolLLEO4hQioucyWXB2g%2bmDrgTBA9S35sA%2bBKMYAIQTT%2bQSgAKnN2xiSPy557%2bWOUZAGf3QNj4RcM9IhOpH1ADCMCFi3%2bjAdN3e7Tsj3GWLlq3FR%2bGxCLF3Q/BzLzjEitmwBJr2WfXO3khwcwOkXwuhCwIIkXDeBvNv3vy4k0JgC8fp9t7wJD0nvXubMzl7YKFYnBokswcGKCBAukddoFZU6D9a9ZcVf%2bzmf23hAl8vR5FMIyB%2bjFodyMTtTwIhD8fh1H8BIA0W0csc3DBWoJwwCcQV0IicSAwAsG0wtZBScjYfJBWuFcngv%2b19dEXyEFEzYnzuJiQhRV%2bYQhh3ftQYW0pcHE0HFs5B6Sx30vwgVRpH7YsHwYdxCz68taO1PdmAFspRv58bMjMO/C5pWRPKhmTQyGN4fsNmelFpLywZh7F8i16hX/MnIO3FxgqjRAA3qJPsKMY%2btAL2FMEPRm4NwXQl7UfxBKIEADIyHjWfyZZ8LmHL44HhuKEfyh%2bCo7A9ehERNIIpW79Rhmh/1gCWvCS/fGOLvyYtQp7wxORyXbiTeo7M7M2zFImRWYVA4hi/QZPBe9NikrgPqS2PQO1pajlEqgo0Ye3Z8GUdR9Pur5v5YBl1I0tZE8E3%2bvM4KNYPlFS16x5Y1J%2bIUGxZsALRD94fwE1wI2u0J7dwJvCF8zXBlH1fVkGgbwvK4hMSCILNrl4quwf8g7EMd8gXAuLQXVCCq4mpiN389eoau3F5SuX3vynqb9thSyFsl0H8X10Gtb7hSOBte/K/m7J4G0YZB7FL51ZDKfQ%2bbHmPZhpV2bMjcuB4mbFFhfC59P4nkWkvfG7c%2bHOIDKYpXS6xtU0URm8deJzPnxvNAHwJYi2DNicwDnw%2bXCKnBHLYRGXIwP3IiD%2bLLEYGp4wBu9KQFzYDl0XGbPMTJl9G6wi/T9wcsdWZw8c8PTDUQJxPTQKj2OXoi0tC/s37cXlonpcv3r5zwC8PgKX/0vI7A/WNuBMUi72cejJZvaD6PQcqc7GVGkrPSNS3w4x7NXBpLvnVPCSSQeVeV4w11L%2b3Yb1rv/2TNjx1os1nMY2lUH3mEcWBBEgVwYaQEB9yR4H0tySwZuyBFz4Wg8%2bt4DiuISf5c1AvbgSCGAsAbBfuAh2XK4UxQAJns/nci5ZwXE4n7PAZxTB/SyDUyyBW%2bExuB%2bVoAC4sWknTt8tw/Vrl/9shdXt1P6fAFB/%2biI%2b84/CKu9gxLGfunOstWb2DZhdMxqXSIIRxuD9ePHuEjyfc2TwdrxYW1LWn1T25dL713uwoMBZcrmznlNYQqlU8XjWsiff58rn5P32pL0FWWPGJQC4EgAbft4stkwL3rrys8L5nihehxk9gR0HJT8jKQV5zhLJrP000j%2bbNngFAdjL4L908cLFoHDcIQBPYhLRkJyByi1f4OeHZSyBi/8%2bC6jHcsvh5/ambVjtEYQ0J28GbwMLBm9GlV7AAcaYPd2f2ZPMefHCXBiEBG/DwK1Y5zZcbgTK%2bJ1Z0CcAZhQ/I7IgkO9PZa3Gse4FICeCZc%2bMy/ssGLQps20iix3AiUEa87lZfJ8VP1s0JoLvtSZjfFkKkQw6hPUfRgBieD%2bNAORT/PI5Dq%2bnD9js4Io97j64zfqX9SgyHrWpOejavA3NlbW4cPkS/h83Y6nG3167VQAAAABJRU5ErkJggg==' 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Skilled in Negotiation, Coaching, Sales and Management. Strong business development professional with a Post-Graduate, focused in Sales and Marketing Management. I believe in the great idea of the ThreeFold Foundation, it nurtures my believe we can live in a better world.","linkedin":"https://www.linkedin.com/in/alain-andries-a04a9110/","websites":"","countries":["Belgium"],"cities":[],"image":{"type":"image","mimeType":"image/jpeg","src":"/threefold/assets/static/alain_andries.36a08ae.cc1da9a3b5bd28d6332d9777304b3e69.jpeg","size":{"width":640,"height":640},"sizes":"(max-width: 640px) 100vw, 640px","srcset":["/threefold/assets/static/alain_andries.36a08ae.cc1da9a3b5bd28d6332d9777304b3e69.jpeg 640w"],"dataUri":"data:image/svg+xml,%3csvg fill='none' viewBox='0 0 640 640' xmlns='http://www.w3.org/2000/svg' xmlns:xlink='http://www.w3.org/1999/xlink'%3e%3cdefs%3e%3cfilter id='__svg-blur-d1f9fa14ee9445328b570c2d10524521'%3e%3cfeGaussianBlur in='SourceGraphic' stdDeviation='40'/%3e%3c/filter%3e%3c/defs%3e%3cimage x='0' y='0' filter='url(%23__svg-blur-d1f9fa14ee9445328b570c2d10524521)' width='640' height='640' xlink:href='data:image/jpeg%3bbase64%2c/9j/2wBDAAYEBQYFBAYGBQYHBwYIChAKCgkJChQODwwQFxQYGBcUFhYaHSUfGhsjHBYWICwgIyYnKSopGR8tMC0oMCUoKSj/2wBDAQcHBwoIChMKChMoGhYaKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCj/wAARCABAAEADASIAAhEBAxEB/8QAGwAAAwADAQEAAAAAAAAAAAAABQYHAQMECAL/xAAyEAACAQMCBAMHAwUBAAAAAAABAgMABBEFIQYSEzEHQYEUIiNRYZGhMnGxCBUWUnLB/8QAGQEAAgMBAAAAAAAAAAAAAAAAAwQAAQIF/8QAHBEAAwEAAwEBAAAAAAAAAAAAAAECEQMEITES/9oADAMBAAIRAxEAPwBtjNdUQzXJCc0TtY%2bbFIhj7jTalbVOP9A06doRLLdSLsegmVB/6JAPpRXxAuJNP4QvGgJW4nxbxkd8sd/xmpJacOQmNFnkZpCPe%2bVTUvpqIq/g8weJ%2bjO%2bJLS%2bjX/blVvxmmzRNa03XIS%2bm3Ky8u7IRyuv7g1OtM4OsHRRIruSR3bFFP8AGH4f13S9U00uLbqrHNGTnAJx9jmqVy3iC117layhFawBiu6WDlJGO1aCmDRMFxYtjuKP2ABxS/anJFH7A4xVNEBPicE/sFqhYc5uVIGdz7rVOFu4beUdV8elOPifZj2/S77LEOrQsD2HL7w%2b%2bT9qnd9aI2XBOcnfJ29KFS14x3hTS1FF0meL2ZLhnxCMZcAn%2bKeIZLW%2b0oMpDIrJksMeYpK4Z0WK/wCAugZWiMcpYNnZtsYp00Syig0QIpcAIF99i527UJeMbtfqQvcxdzQ2RMGjtwgVAMYwMYoTOu9OpHFYhWz4Io9Yy9qTLjVLPT15r66ht175lcLS/qHi1o%2bngpYRz38g81HTT7nf8Vf50vcKtxLa29/w/dLdNyLEhmV%2bYDlZQcd/t61FTMzRNy5Yk/pHf96D3fHuo8Z65pun3nJbaW06lraEnDkbgsTu2%2bNu1EunLZ3bRS5Vge/zHzHzFD5Iwa61/Sk8CyySaPLbuk0sSLnp5GQfPz3PaqZooUwRKCSoUMM7HH1pB4BDQ2plEYMYyecnAo5r2utw9ocGsgc8Ml2kPTO3WQhixU/TAIPagccu78G%2bxanjY4XLDBoTOck0K0jjLR9eYx2F2vtGMmCUcknoD39M12u%2bTTuYcjTwvcXctxIZJpHkc92Ykk%2bprSJD861Bt6wTvRjAwcJPniCz37Pn8Vd%2btpVzZrbas5SVt4XjGXRsdx9PmDsa898OzCHWLVz2D1bjZrPq1kLce%2b/IzkbeQ3odrQ3D7WFU8PdNElnANdMYTm%2bBbDZJG75Yn9R8%2bXt%2b9JP9QvE3tmtWGlW7/BslaR8duo2B%2bB/NMnETB4443yFgA6fISvKwAwwx51EOOrozcQSqWLvGgMjHuXbc/wDlXxypeI32Xr3Qdc3hIWRCVmQ5BU4xTpwt4m6pYhYr4i/txgfFOJAPo3n65qcdQEHPatdjL8fHkaM1opuH/9k=' /%3e%3c/svg%3e"},"private":1}},{"node":{"id":"al_morgan","path":"/people/al_morgan/","excerpt":"Seasoned tech marketer. Beginner’s mind coupled with life experience. Champion what matters.","content":"

Why ThreeFold?

\n

Threefold helps people apply technology to achieve their goals while protecting their privacy. Distributing compute resource broadly reduces the risks that always accrue from concentration of data where it can become an attractive target for criminals or unethical government.

\n","name":"Al Morgan","rank":5,"bio":"40 year infrastructure technology marketing veteran. Participated in the UNIX, database, client-server, WWW and mobility stack wars. My goal is to help people understand how technology can help them achieve goals. I want everything I touch to be simple concrete and true. 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sy/FocNdzt9kJiAUMcZ1ggNMGVgNhzCUqNlOM1jrUPr4zjwwuH8Qk3vg/PDOD9k3344NQAba/YAEfw/olD%2bPj0Ybwz0YXrB6twuYXmp6sS1zvLcKWlCBeacnG6jm1AAE43ZOJMM1dkjsRx4QkkP0AWVMdwPBKEyigcKQ8jA0LQVxwkaUFdqgeKVQ4oT3BjK9ghnp6gNTucrtGfrtETptvWYi4ZoSNOjv6byTB7nPYMZIABBAtE3NUOPAoAHM22IibAETeZ6LvnD%2bO9qQHu/YxTvXj32EG8d7wXH58ZkkD4hur/NW3yW0facKWZpqc%2bF6/21OKlzgpcby/FxUbuAfWZOE0WTDWLaZDJqieT/vHqViATJmvZBpwAAoBRCuFwRbjUCr0EoSnTW2qBUo7EPAJQHe%2bF3kIlyiNdEeuwF3JzA8y7TwAwowV3t8GdZ4pngNHwtNsHDybvIdsDd4bbNAgCDFdOCCfzbQj3ssaVsQ68x8q/P3WIlO/FW%2bMttLqtuDXegQ/YBl9fnsQPXIffnejGjc4qXDjAkVebgxsd3AOai3C%2bnvSvogWuSMZ4WYLUBmcIwilOhhOcCEclJtAHcAyOV6swUhEpMWGsOhrDBGOIYLTl%2bqOY/V%2bsdEBdshfqEjxxIMGLe0QksuTmCLEzgd6837EF5kgAaGn%2b9hT5r9tAw8veEHKCIMLTdq8UAhABhLsNwaAQhnlaYepQA96/NIwPznHLO8lVd7Kdle/Ht9cm8d2Lx/DXF4/j09NDeLmrBhcbCnGiPA3jhQkSEMe5QI3mc/HJjsJAJpefLFa1mInW0BE2ZuEE3eE4neEw9WC4MkZqAwHCeLWSjKApIgCHykI5Dv2QH2YtgdBdEIomgtAQ74m%2b3DBUhTkj3N4ECzXFknS/mgVamvecCHdZYV9HI/g4GEECYhoMCQTBCALgThaEeVjieHc1bp09hD%2bf6cNHZweoAaT%2b2X5S/xDboAdvDrfgans5TlSkY7IkGWP58RhIj8DpqkwcyVGiKzEQHQn%2b6EimoqeFoC09BAeS/NGQGoCWzGAczGOCmYHozFZwMRKJx3JfiKVlpkiyBXoKAtBIDSjgGCxXOXJUsi1yQtAQ64FWakAnf6/Cau80A%2bZKAGhra/2GAb9mg4a/szEECN5M3nsGCNEWBMCTTHCnMfLh4yONhXiD3v7d0314j8m/e7wTH5zulbTgrdE2SfHHSpLQlRyCwSwljuSq0JsaxsrHoY8Jt8T4oFHljQMx3qiIdEeShylCZTsRye0u1n0/Nz47lEY7oSbOHV05gRILjtfHEQDBhCh0ZMpxIJm2ONZRWpU7sgJRp3RBscIGhf42GMqLQZC1EXTm/Ld0RUl7%2biKKuHL0n0DQCHQxRoCLCfyc9pMJAgRD%2bDjul8DwJAMivWxQl82eJACvH%2b/GO6T9%2bxTBv1w%2bgs8uHcGbE%2b2Y4pgbr0xDPyvdFOOHnrRw9GdEoD2eBiaJCs7K10V5oCzYCdk%2b1lA5GsLXeCN8TDYh3GEfV10blKo80ZoVguY0f1Jbjr6CIEkDJqqFGNId0gy1pnsSIEeyIQRV0Y6IslyPWNvtSLDfhUEC4G%2b5F5q//y/1tUVttTPUugcAM88lEQx2M4FCAsFYAkGwwc/JGP5OJvDkclSUEIyPXz6DF0c448faJQCEDrzDyr98pBGT9dlU4li0Z0aiKSkYVREeOKD0QWs8KxTugXqOp%2bY4H1SFuyDT0wzxTvsQIdsNT8P1kG19ChYbVzMeg6vB8wiT7UBhqB1/lz8OFYXiCL3ARHWkFMPloejO9aHocSvlttiXF4JUVwOEmqyF0morBnKV8DHfJU0BNQOEPda6C4A7R%2bIsACFuxghxN0UQgQgkE/yd1WzwJwP82Q4KR2M055KKLaV4abQdt0734xWq/9mucs7mSGQrHBHvYQEV/1%2biuyVSPa2R5SVDaZALcryskO1pjopQR9REuSGPVFXaMXmDFyDb9ARk257FjtVLse5BbZiueQQKi80EZwsyfIzQmuqJQdrg0YowjFWG4nCJAgPUgYPZPtKkON%2bRg25qRpjpOqist2GoMA6uRtswdxaA%2bb9JWH0hVXv2dQmAcPZiuKcphc4MIW4EwpXrpguDCQVRH/zt93EHt0VhhBzXDjfjzRO9OE13d6g8BWUqHyTKraGw3gunnWthv/U5%2bBhtRQSfp7iaoykuAEMFsRgsUGIgLxI1Sk/4Ga6Fy/an4bZrLbyNt7Ly6%2bBvsQNl1IgjlakUwRCU0et3ZnhjuDQUwzRCR0qDJAAOlwShmwCMVSpxvj0L/WRBhPl6FAVY871JsN65DvPv/2/o62lJZmjm6rFIVEpeS3sWBHGVWQIg2scSUV4WiJRbEAhzAmGOUHfOVHczBLEt/OkU47xt0JgRiau0uG/S/Z3uKOcYikdeqDv8zXfC6Lk/YN0KXWx6aCFMnl0F6zWrEW1jiJuDLXSHvbhysJQLUCpak/2pAVZQ2e%2bFH3eMSNk%2b5AQ6oyE5GP1FcaS9Ct05wUzeD4OFwRihExwuDZZCgDBYpD6FPlElAMiULq0diHVj9SPRlR0J483P0Qr/jwSAro7W3RUXj3XUz%2b8yQipfS6gIgtJbAKGOiGkwQlypD05GCGFUJipwiV7gFv3/1cEGWtBoeO5bD8ftL8B83ZPYvfpBGD%2b/GpZrn4TVC6uR4GyBL%2bgKP5ka4jpcgIkKcRo8Ds0UxGhumQqjDUgiy0qDXTkZfNGRGoweimB3poKJqS%2bYDJeE8BjIYxDBCGELcIymeZABUTRRKWjgTiDOK05yserIicb6xx%2bWLproinsJpkegBIAIwQYpdKXnmmIxEgCkKGyRGChDrJ81Ynyp0IxogiExQrCBLRFMYUz2t8Mpuro3WNE/nTnEkeWN4khvTDaVoSUrHkUR/ohzlSHEwhBhFvvQn5%2bCn2%2b9zL2gm5sgAShNxHBBDLo4EsuDnZFIfYnllEml3uR5W6EmwpXC6Y2h/HCMl3PqlIZjlJvgUGEgIwBHCILQgO5sb4yUReAYPcJYpQqXuwpwhm6ynO22XHcedOkB1NWfYYAOExaJ67El9KWjtrYeAdDBfE1taGSEOiAlyBZJBCHOz4pA2EihJBCRgg1sBykokF3FSXh18iDeONaDo40FePfMYbx1bBCjNQWojglGsrstYuzNUR2lwBujfRIAb3A9PsudYIIeYbw4HqOcGBOlyRiiT2jjh26mjnSzBY7k0vYWqmiiYnCCVT1WEyMBcKQ4GENFAWyJAAkAEUdKQjFaHkmfkIAzrek4f7CAe8BOaP1eAwsk%2bqvvJlFXXE8dukxebyG0eNTkc01tXQkEjWxx%2bSnUHhITAmRICLRBfIAaBMGEaLkVoqjy4S77UZEQiMvCEp8fxrev0PefPMQZnY36uFCUhflS/Z3QmqLC1YNN7P0R/PjKZfxxoI3uMIPJkarFiThWmsJjMo7SLR7j8URpKk7TPZ6u4rEqhRY6ngtTCqYa%2bD6xEHElHikNIQgKasBMBEm7wrEDBKohCWO1aTBY8xi05/5O6n8xAdS30IjbaQQA%2btDRXwRt/cWMJdBduBRaBGO%2bACCfe3VOhDPS6cRSg22REmxHNtgSBBm1wYrawCATIjkhkv1sMcU9/wMC8MVV9veFUbw20okrXfWYrCrAVGMl3p08wjiMLy%2bexN%2bvX%2bA22MyksmiNuegUJko7wvGyVCmOFSXhRHEKzhCAs9XpOFebjgtck6%2b25eFiSzpO0A1OTINwSLQCN8JDBKC/QCEZpcm6BOmcYi/b6%2bmHF5P%2bc6ZvsJqmvwQCqS%2bSJQgW1va49tIrMLWQYY4mwdFbAI0iJedzlCuywhwlEDLCHJAaRBAU3LcDbCUmxBCIGIKgol8YrsuiCeqTzvr%2bcHMKt2%2b9iL9en8LXV07hx5tXcfvtV/Dt5Sn8cOMS/v7SJdxor8cUW%2bR4aTommPB4QQL66RQbIjzRpvTFUDq3PtrlSc7xYxTJk5WJmKpNwWkuR8erCEAFW0OcGWLiagCC6AoDUU9DdKgkEue6ishcR%2bhT/cVdZro6WrM3U820gK7%2bQsxj3wsABofHsGHzDj7XVwNQGuuJwmg3iQWZIQ5IZzukSWxwYDtQF/wpkLSq8YwoV2M0ZITi9clO9nibdP3vu2sn8NMfLzOuEoAreGd8ENc7GvHTazfwyZlJTFUX43RlPkZyEzGSl4AxAnA4R4VsVzMkce2uCHBAq8oXPdSBQ1yQhrLpAPPCMVIQgVEmOFom7iMIlcbiEHv/UBEXJ26FRdwK80JskBnqhscfWAB9zTnQ19WWANDT07sLgJkW0FmwRKq8pu5CtR5QB2YBEFogIivcUQIhNcheAkC0ghoETgd3E2Qo7HGlv4bLUDc%2bvzCCby5P4ssLk0y8DxebKlET5o%2bDiUr8cI30723H2ZoSnK8r5lKUzCUpBsN58RjMiUE2XWMwx2i02TbkctusCnFGk1KOzkRf9GWQ4hyHA5zzg4Ucf/lq2h%2bmNR4oDkF7li/qkz1hvWUVlszTwCLtuVg4Pfv12PcieTUAbAPpOC2ErLiW7gIJEJG8BECJyh0F0y0gIlMAEGKPZLZBvMQAawkAMSKjvcwQS9d4uq0Y750Ud4EMMPGDuNZRhbHiVByICkCCzAS9afF4d3QQZ6pLSP8SHoswWpCKw7kJGGXP92apUE4TFcVdw9dgLQIIRAKXoiJ/W1SGOqFRWnHlOJhOZmT50Rz5SbQX5wnFtcM2AtBZEAoXo3VYOPe/sVRffZOlHhmgp6e%2bj1C6n1AK/dnxJx6Lo1B/kbzwBBrFSo9ZDRCRIWmBAwGwn24B%2bgN6BBW3uCi5GaK4uo4dyMYtMuD1I8243FaKI9z96yK8kO/lgHDjnWhSheJ8QzUGMznuspPRzcnQmx6DjuQI1Kn8aYn9OTb9keJpgxArA9riF%2bC87UmEmG9GJv9GKReiOpWLdOtMF5M9mOktAXCILdBbEEwAAtBbEo1ALlUL55IBOvOkO0319QQAOncAoDPLAE3aYE3JFKmNkPAGwhxpFCjdSX1nCD%2bQGS6mgSPS2P/JwQIAtQgKc6SkEEbTMgc77kWJSo6XDjfiXEsRjUssV10mz30h0cEE3jvXc001wsG0OFSHBaCKLdHEMXkgRoFoWt9w6z0IZcS5WSLF2x5x7lYItNwN9z3r4LLrWfgarUWa3ASVUY5oIc0PZvpIDBAt0F8YhK5cBZewQHQXRUgt%2baDOfVisPUe6K1WPK7C%2bnkheW70HiNtjdbSl%2bwPna2lKoaWtPesIxc85Bt3Y9y7qxBmi8skEIJG9Lk0ACQDhCawQ4SmcoTF8rLZjtC6HgpTASvkg10eGRK7PPvs2sZrr4bt/J2rjI1EY4gOlPVdgZ2sEmOyA5571CDTbgQBGiADBncxys0KwrSF8TbcTiJ2012ugctyNKhU1gQC0pnmiM8sHAxS/rlx/LkvcCPOC0JkbIrXu/vWrsYPW29RgCx5f%2bQD0BQhCDHWnb6UVt8ZOg6A5ux9M64K2MEK0oBnsu5Tg6cSDHJDEiA%2bwuyN5a0RwDIZyQRJb437u8IVKcRNDEDJ9WXk3cwSIzW7XOngZ7UCEgyWqKYRFkQr4m%2b6GbMPTsFr7BLwMNyPUhssVk84IEJe9fZAT4olAbo8ma1bBYcez0kmSGJc9OJDoyVHnioYkN7RlyNFDBhzMCUBbpi/6i8PRJc4JZgbBx3wb1jykD9m%2bbUiPjcBjDy%2bXbp9RM4EgaE9vhAIArTsAmBFBkbyofBIrLpKPD7RDnDT/bUl7mZR8JPf6cO4GwTRDoVTszU8uhwsTzqGQJdAlRtoZwdtoM1wMNkC25Xn4mRsiwcsVsW4OTMZWAsHfZBcra450HyfkBnkgP9QTuUzea/9WGD79EDzE/YfrH%2bP/3YxUP3McSJYTYDfUxDpxW3RDJ9ugNd0bHRRFcT5QnBTtyA0liG5Ys0ILW554AKPdzVAF%2b0Jn7n2znmBmJ9DSEqEzm7wEgHCCaaGkfbAjEghAfABpz6Unxl8kb8OFyFKqvIgQJqpgpUVseGIZ1j26FLlRvkjytkWobC8rtw3m65/AztUPYd/Tj8Jm8zpW2wLxbo6IJQjRduaId7VBfrAcFUoFUimYbtzfd69aimyFGwojveC863ko2F754Q6oSyIDktxRTQDaMnxIfWpJiqd090h/UTh6GW3ZwahNDsDOx5dAtmstjve1oKehAkbbN0kXTUUr6EneYB9QmH4AAAwoSURBVOa8gI4Umpq/gKEhkhcVj2PSMaLqgvLC9FD1w8T5AU8LhHpaMnEzBLiYwtfJFOuffFCav5FyO%2bRwI4z15IRwtYDdjhdg8PQf4LRrM8yefxo7V3JFfvpxhFiaIMaRGmJjjJwAjj87E4Ra7IGXwUYUh3lR1UW7yOFtvAkK6%2b0opj2vT/ZCTTxX5SQPUj8QLWleEgO68xSMYIkFnTkhKI5yw67HFyM9TC5dHhugF5ns74T5nh3Q/P3/0BeIkyPaUggWzCSvpaUrgaIhKh87m7xMSlxUXFA%2bVJwTkCpvJp0q83U2hZxK//zqFbSeGtj01Erp5ujUIOEkvRHubA7ZtrXUAGvkhwQizdsT6QyFiSFct6yD3dqn4bz5efju4bgjAzr4gQ/SE9THK1AcIacgmiDaxRBFUS5kgBeZ4oimVG8ywI9a4EEGyKXzhb2kf39xFHqLoxFmtxNWm5/A5bEuTByswwVuoefGBnDsUBc87W2gef/vuCFSD3RmQNCabgd1aIjqqwhAtJ9MSjxSqD17PoSVD6LoKdj3ga6mEgA%2brL6brTGeWbUcS3XnYKnWffCw4geOD0FutD%2bB8IS/tRGTkKFcGYb2jBSc72jB8boqHFCFo5qiWMbJUMHNsTEuCO0p4dweQ1EXH0BNcEOmwgkFkR4ojfFEFc1QhdIJLTRDzQShSuWE2jhXCYye/FD0FUWiuzCawvkUDpan48xgGzrKs9FTW4wzR3ow2FqL0swkPL3qIWjNuY9OUWeWDb98yYIAKP3UVY9miOTDuf4Kygd7mEuJC9r7iWsHBMDL0QTONkZ4YuVS6e6M5Qu08NiKhYhXeCFXFYzyVBVKEqMQ5%2bWCiphI0jYRrakJaEmKQUNsOGqjg1DJ5MtDvfjYD42sfANX7MIQVwmAHEZ5Ans9MxQVKg%2bOUo7BdH9UinuEQm1QG6sGoCObK3FZLCpiveBpshmTB%2btxerADlRmxuHp0CH%2b%2bcR4n%2bjtwcrALrVUleHb1Ssz73X9JN1Xpaouv5OjMtoVGhOh1QXkvHuXWTNxCCoW7ORM3mQ1vJ2N4OBjDydqQo2YJFhKAFYv1sFh3PvZtWY8SGp%2bWsjyMdDSwHwNQTAa0pCeiRhWB/AA50jwckOJmy6Mt3Z4t8vwcUc1RWk7qi/OCpXSG7UWJ6CxJRHMOHWMSgUj1R0WUM3L9zWiMHDgWRRt4ozUjEIcrkxDhZMiR7Y6a3BTU5qfh7HAfmdCJS2yDCrrPwYZKTHS3or22DBEB3ti85hks0JmPOQRDe94cPuYUCOeYC2XVwwhAiCR2rLzoeVbex5GVZ%2bI%2bDE97I7jZ7YeD1T6semix9MWnZYv0sJyxcvkStoYl2msqcLizBTU56WgtzEZbbjrqEpTII0NiHCygtDVFLEdhqoc1k3JCGe1zDv1AmYqOMSUM3RUZONFVhbZ8JQ6kBKI82gVJbnsJoCUqIhxQE%2bNGLfDmMsSFKDcash1rYL13B7wdbeFqZcqKd%2bPT16%2bjNT8dRREKNGfRhlcVITsuHFdOjeHyqXE0VhVD7myLZx5byUkxBxoh7PdgifKW7HkLJm8uJe8rnJ2jOjwd9sPD3hju9iawtdiLh0l7sX0tFV%2bOWrQAj658GA8uXQxVaBCGe7twfGgA3bUV6CovYjKZbIdwpPk4I9bZCnEulsgOcEEpR2gBvUBOsDvfk4je6lx0lqWjrzoT7XlKVMZ40WAZEqz9yPGzkL5LUB8vpw7I0ZoVhkQvGxitexa2xkZwtDCHk7kZ29gDL44PcXpEoT01HgMFmfzdLEZ5Lq4cG8b5ySHc4sp%2b8/IZ9LceQFJUGDSCPNVJz0SAq1B89bgTyXuTBR72%2b1lhwQBjyMwM8OCyBdMALJC%2bIvfEY4/hweXLpG%2bM5Wel48ToMI4ODuDUUB8G6irRUZiFzrx01FAfapMiWN1oHEiNRmGUP%2bozY3C4qRRDjOM9B9BTmYGapEDkKuyQ7G7MMJJ2gwra3hqKY32iHwoj3GG9%2bRlY7NgKZ0sLOFpZkKF2UMk9kOtLPZK7oUUVieH8bLaSCpdG%2bqgPcShJUaK5LBdXT4xguLMRDcW50FAQgAAm7kfa%2bzF5P0F9AuBNBsiZvKi%2bJwFwsTGEi%2b1%2bWNPRPbBUD4u4gi4hAEuXLMaDKx7AimXLOWp0sW%2bPAYb6evHWKy/h2pmTGOlsxlhbA8aa63CwOBvdJdloyIxDbZoK/TX56KzIxpmhNvTXF2K0oxLdZakoV3nTYluT/saIku1Atp8Vk6czjPclM7zpOjdB5WlP0faAPSvvaGMFN5kMVfEJGMnJxQCnT0ecEu2MhpQYjLfVItDeHCf723C0pxlV/PsXRvqRExUCjQAKnr9InIovQPBxodo77Wfy%2b9XJO7DyXFZcZWoALPbvUIvfAh3pi5JLFlEPFi7CQsbypSuwauUqJMXF49Lp05iaGMN470GMd7WitTgHZdwPSkjPSk6LilQl%2buqL2CoFEgB9dQXoKEmjsvujJJwbqjgzbbsbcdw%2bxePyKHfS3w9R/Dymax4jqHXobaiFlZEhHK1tYGdpCaXcC30ZmZgoLsDRkkI0KSNQGh2MymQlt1hL9FQX4vO3XsJAfRnaS3Mw3FgDDX93dfV9CYA3x506eSMmbkjq75PC1W4vXLjKusiMJACWL9bFkgV6WLp4EZYtWUYGPIQF%2bgthbmaJzvZOyCysMNTTjZ6mRnTUsKp1FShPi0ddTioyIgJpnkJRGB%2bK5pJ0tJRmoLsmD%2b1MvioxBCV0hEWhrkinEYtz3IcUd1PkcT8poT9IpFbZbXsW4bTUvQfKcXZiGG6kvoWJKazNzWFjwuJZmiPD0x31kTRLeRkYqChESoCnNBVO9Lbg5tQ4W60ZWREByI0IgoYfjc5/Sl6Ei%2b0eOIk7StkGZobbCACTF98QXbIEyxYv43E5ffcCbFi/EREh4WioqcPFEydRnZfL8ZSD2rxM9l8MDuSlcUT6IzMyAIUJESiggSpJDkd9DvszJoDKLeeu4Iw0CnMSP1Myk8%2biTykMcUGKtwwu3DZdjbZjmKP21s2rbLMXEejrQ%2bDNYGlmLh1lFrTs1paoi4nGsaZadJXkIsrNDnXZSfQLTTjZ146jPLZQl1IDvKDhSwB8XE0k6gsQPB0NZwFwt98L6S4y272c/waSCdq/ZwsB0CcDFkhJL9BbhJUPr0J4MBOvbcDI4DC%2b%2b%2bIr3Dx3AeEuzohhnxbERnJeeyMvJgwJAR7IUQahIC4UOXSPRbEKFEX7IivQBZl%2b9AqscqyTEWL5GRLdBABc0z1t4LF3E2x3rIeTCT%2bLlRmSYqNRW1WOoEAFzMwsJPZZmlvCfP9%2bKJwc0FmQg9NdbUgO9ILCzgKNFOHOsgK8eHQYBZxKdZnJiPF0JgCudzDAeb8EgEjeTSRuv4fJ7yEDBACCBUYw3rONHkAHDyxZga2btsPZwRUDvYP48a8/4OeffgZuA7euv8JVNwL2mzYjzMYS9RxJRcoQZIX5IS8qgHuDL8MHOVyEipl8ZoATUuQ2SOYojqcAK%2b32QWlvyO3RjNukJfxMd8LkhSdgy5lvs38fkyQTjY1hZsrKW9owZLC0sIEVH1sTDDkFsSE3C4V0oybrn0NGeCAaCMB4RyPp34ZMtmF7SR48TPb9AsCM%2bInqCxDc7EXlDdj/1ACKoJP1XjhzDzDYvhHPP/UsFL7BSEvKxKHuQeBf/Pe/P%2bNf//gJf/38K1wZnURDfAqUVjYINzNFrp8ch6j%2bFax8uSoI8e42UDnREHnbkfLuSGXyMRTcaP6dCAIdbLETweY7EU7h9TfbBcuNz2LbE6tgsH4NfQhpbmUNW5ktrCl%2bVta2sLFxIBiWMDWhDphbwYHAlKYmIVruAldjAwpeHkbbDuC1s8dxvJeToKsFHWX56ikwk7xgwEz/C%2bq7SSEEkOovM5QssLMNJ4XcE8qIWORkFKEgpwzvvv0evv/m7/j5x3/h28%2b%2bwg/f/g0XD49hpLQK2e5yuG/eDD%2bupmMVBWhPj6WvVyDb3xUqusokNyuKnbieaCzdUxBmaQA/oy2Q79kIb8Mt8DXZAdmWF7DzyVXYs%2b4FBLi7scctmLw9w4HJ28GclTc2sSD9rWFhakGGsm1lNshPiIGr6T5kM8kjLbW4dvQIbp6ZxPs3LtEiV3EilODC8AD%2bDwcRgBz82l%2bwAAAAAElFTkSuQmCC' 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Ambitious problem-solving Web Developer leveraging powerful set of technology skills such as React, React Native and Redux. 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\n","name":"Adnan Fatayerji","rank":1,"bio":"Honored to be part of a team that has the potential to make the world a better place by connecting billions of people to a new, accessible, data sovereign and environmentally conscious internet. A social entrepreneur, plant based warrior and a sovereign digital economy advocate with a passion for music creation and collaboration. Adnan has been based in the United Arab Emirates for the past 20 years, during which he has built successful grass-root businesses and invested startups in various sectors. At ThreeFold Adnan is responsible for driving the ThreeFold Foundation Ecosystem. 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RXKAC4ubmJ1ysBqKiokLF9vz%2bAubk5UAkKQpAU0NPTi6HhYfT2dOHmjSKkxoeh%2bpI77kbYojLKAZWR9nhwyQvTJUns%2bRl4QgCPCWCuKAFPbqbRDHGnMp6WphNIAhbyOCNcjWLvpxUmPMkJshtMsBYIBzhKCMMZXlIKDKS6oSPWDtVhVigNt0desB1S/a3haarB098PyzMHkORtDB9HMxxXUhL2V9wIUURHRwsVSwCoBBkL%2bLsBDA4O/g6AUMDg4ABzvw1XL6dB94wqNPesw3nl3dA5uQcGSrvhqq8CV0M1BBiqoMjdiJaV7SubJ1sYz7YYg2elaTRHYZIiHl1PxWyuMEIslPnsAnzOfL6YFaKkljhB4zPM3j/AmjCQ5okBKqGPKdEaZY3KABPkeZsgw8cc/uancV5lN4yVd8BS6xCyg61gY3oWm77bzNF4mdQGc3JywFgkAJxeZSzi7weAu3x%2bfl5KgZGR0ZcFBXlQO3UCq77%2bHEf2boE8yBEZwfaIsdWFh94JONKV6akchLvWAQSqbMHRreuge3Q33DmxFXheRH24IxrCHDDBwGeuREv%2bYP56IqfBOEwXxKI/1Q89Sd4chEKkljjALtDLjtD/GkAPr5sirXEv4ALS7M4gmv/XUe84Tu3ZAK0Dm2CjcxRXwmygramCNWvXSXeIVq78RkHZi0OUADD/ZUzldwMYGhr6DQBRBCcnp15Ghgfhk7/%2bBWtWfoVb11JJtQ4NNDWVchdku59HvJcloj0tEe9hgjSL4zj%2b7Qp89Oln%2bPCTT7Hpmy/gcHgz7GlbY4xV4E%2blBJucQZK1Hi47nUOp70Xc9jFDses53PA4j1bmuQDQLyBQBV00Q530AU3Rtij3NkCssTJcdY/BXPMQNPZvgvLO9YRxApkB5tBQPY71324Qt8HEHWJxQ1ccogSAtUDGeP4cAJECAwODL9taH8BMVxXqR/egqeEmh6EKNBPAbeZ9AVtRqJ8HbH19EJOahLu0x2obVuBD2cfYvOZraKz7Am67V2LFsk9guncDTn0vVWgc3rwOxid2w4GTnNbhnXDVU0GU2Wlc5rhbS6m3MuCeRFe0yO1RH2mFunALXHM6A3e1vTA4tgOah7dDbe9GaB/cDDdDJURZa8Lw9FGspgI%2b/PAD6X7AsKhZr2uAuNfBdPjzAHrpA0YnJnEt6xJCLyqjqfEmWpvvoJ3V/QH7eEdOJG5E%2byHY3R6FfM5I7Q14G6pjzTIZQgyVUeZ2HnkW6nA4thnhmrsRyuHFnaeXwBzOdDiLJHtD2Oqo0M6qwu2iLqz0lJFwUQU3XbRR5W%2bM2hAqhCdf7qmHOI29OLXhG%2bzftg5HCHL3plU4d%2bJ7eBpyIDqzD5bahzgFvgLMwUchvAwLeMrSqM%2b43g8AdwkAibEL9L4cGBxCY20lQi3VUFmei86mcnTSx/ewjw%2bypw8wlzvSQ9GWGYXOtHDIbY2w%2bstlSDXXQl%2biL0o9zeB5aiciDI4jykAFWbaGyLY7h0gXc8RF%2b6A4PQJlif6o5HNzAm2gfmQHzI5/j3zHM7jpdhbJF44j4PR%2b2Jw%2bBuUju6Q3VNawHm1c/SU0dq%2bHh/5BmChtg43GbmzeuI4APgAHH8XCwoIwbylLk%2b4fAqBkfgeAKnhJCBgZHUNkgCuyLgVh6MEt9ORGoI%2b9fJTDzXhpMkbY37vZ2no4IIVYG2HzV1%2bgMcga44leiNE5DqWNq%2bB9aj/kRqeQ72SCQlsTpAe5wzHQF9ZBgfANC0RxUijnfXMYqx7Cim9WQGnnRthqHKAqVGBzUR9ehGZ0bCcOb/wGm79ejgMrv4TOtjUw2L8B%2bke2wEFzJ7Z/t0ZKv6jISMWjR4/eABCDHuN6fwAPHz6UAHC9JAQMDg2jsa4KxbSkw%2bUpHICi0Un3NlwSj9GbiRii%2bektkNMWpyGCCvBjB3jE/j6R6Ikc9mvlzWsQdPoAUqy0cIM9/JanOWqivHA13AdJgZ4oT45ES0o4ynxtWByNsPW79fj0y8%2bhpnoEcX62uOppgmIHTXgc3wrdrWtguWsDnHZvhM7m1VDdugqqrAeutMS7%2bX%2bWfbYcl7OzfwfgvRXA/Q0A/tJL7ujv68PA0Ahu5yajNNQUE5zrB1kDxujqpugAx%2bjzp9jaJq8n4zLzvifBG3OZIRiIdEIxJ7Zdq75AiPpe5FhpotDdBLVRrujNjsDkzQyMX0tGP687U0LQzQmzLsYNewngwPYNSOHQI%2bpAfaApqryZNpp74Xd8OxJ0DsJt33fQ2rIG2rvWYee6L2GvtRf7tq7FqtVrUF5epnj8%2bPGbLiBM3sjIyLsB8Amy17tc5A%2bDfwNALBZEDLKyFsUHwJWyLvWxxEAG5396/RkqYObGJenObSnb2mOOy7NpoWj1tUS5hQa0v98Ag90bcM/TGA3hTuhkqoxcT8Pk7WxCSMVIoRz9nBzHOEhVyT2xf%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%2bMpDUWcwGHo4JLKI9wR6KJGoaS3DGW4Yf%2bRA/0JriikypoibLHPd8LtNQW6OUwlWuhCZvDW3H24HewObUDZ2iyxFxwUumIeGMUfn5%2bitDQUHh6er5RANXw/gBEAflXAEIBvf0DGL1/EwvladLI%2b6L8Mn4oz8HslRhMX43F07xkPLlKONkJmEwMRAcBlLvq45qNOgrMT/H0XdGdGAQ3LVWEcohqiHDATe%2bLcKOkbZX28XRNMZkuBiIfDKV4oTfRDd1UQkOYLe75XEBzsr/0/5M4Ajue2gcj%2bgUnziDnj26GqcZ%2bnFQ5CXNzc1D%2bEgAfHx8JAHcZH/vzCmAavCQEUQ%2bkOtBDTzBQlY%2bFinQJwI93cjBH%2bztAI/O0NBMvrhHIrQI8K76M6ZRQdES6oJInX%2blpiFIbTZTa6WOOBfL5zSsYyYjkzB/MUdcLzREemOL1wyuRmMwKpQIC%2bTNf2mE3tMkdURdsgSoW15GG2%2bhix0g6Q2NEG22ptg9Wp3ZzIBMfs1GC0smTsLOzkwAEBweDJ/9GAVzvBjA%2bPi57vUsKYDHkNDjyUnhqEfzw8Ajq66vQyVx9XJmFp5z7F/Li0RPtgWmOtk9vE8DNyxKEx7lJGEkOQlu0G%2bXLHI5yxD035q%2bzCQYTAjki83m3svGE0n%2bSK4pmFCZSAzGa5s%2bROBQTmeEY5JTYwfxvjrJDtY8xGjPZOepuoN7PAmWu52F6YifshVE6tQteF05IH8w6ceIkHOztGbinIiAgAO7u7hIA7n%2bcAhMTE28APHny5A2AoSEBoB8trU3ITo5ACy3w46oc6XZ37yVvjPHFTxUmYIBzwRhBDGdEcJQNwT3a2ssWWiiwM6Cvt8JdtwvolvtggLVhviARz29n4bG4J3A5DJM88WEGPMJ9LCsEI%2bnB6LnkIb0Z0hRhjQpPI7QX0i8k%2b2I00hU55towVdoJK9U9sNPcB29zFehpHsdJKsDW1laywsx/sPBJALjLXFxc3g8Ad/nTp08lAFzSDZGm5kYU5GUgjCam6WoEntXkSG93t6f4oTc3Bh08tQepAWhM8Ud1gg9q6AGKA6yRYKaGSxe1UOhyHvWhThjh48OsDaPJIUyVbDyifZ7ODmLwPhhMI4CsYGkNsQ50xjmjNdYBDcFmqKShKo/2RnOoM4LPqkCFVd9SZRcsuJw4YLmaqkJX/RDU1VVhYWEBKysrBYMGq/%2bbLkAwfx6AqAEDg72ob6hBKAuU1dlDaMgJx9PKTPRkBKApMwj30wLRmMadEq5PCcQ91oObMR4oj/NGaZgDioRkg2zRIPfAgxh3FjZ/dEV74lExCyYHqQk6yj7prXFvtlI/DIkOkOqNthgHFk075r85CkPdsOGbL/HN55/gs0//Cq29m2Cnxn6vsQ8e507A0VQduqcPQ0dbHRcvXhSFUMEWCFNTUwkAdxkfezeAycnJ3wGQjNBgP5qaahEdaA8HSq/mcgQWy5LRfZlOj6uWJ1efJgL3RQ39QHmMJwqD7FAR74NyFsFcGqVbIfa4y45QEcKAIp3RSDc4kBKMp7TOk1n0C0me6CWEAQY%2bmOaNbra/Dvb%2bByHmqIt1Q4CBFj7/6C/4fPlfsW3t17A4uQO2BOCmdxTuhsdgpq8MbfXDuHBOB2YEYGZqqqAKYGxsLAHgLjMzM3t/BYgasNQFuKO9vQWZ7O1ezmYoivPFIgei3qJYPGDO3otxQVu6eJcoCl05Ebgn90ZJiAPuXfJDVbwnboba4Va4I8pC7SXHWBZsg8ogG9SFOuAxbfAkc14E3M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RXKAC4ubmJ1ysBqKiokLF9vz%2bAubk5UAkKQpAU0NPTi6HhYfT2dOHmjSKkxoeh%2bpI77kbYojLKAZWR9nhwyQvTJUns%2bRl4QgCPCWCuKAFPbqbRDHGnMp6WphNIAhbyOCNcjWLvpxUmPMkJshtMsBYIBzhKCMMZXlIKDKS6oSPWDtVhVigNt0desB1S/a3haarB098PyzMHkORtDB9HMxxXUhL2V9wIUURHRwsVSwCoBBkL%2bLsBDA4O/g6AUMDg4ABzvw1XL6dB94wqNPesw3nl3dA5uQcGSrvhqq8CV0M1BBiqoMjdiJaV7SubJ1sYz7YYg2elaTRHYZIiHl1PxWyuMEIslPnsAnzOfL6YFaKkljhB4zPM3j/AmjCQ5okBKqGPKdEaZY3KABPkeZsgw8cc/uancV5lN4yVd8BS6xCyg61gY3oWm77bzNF4mdQGc3JywFgkAJxeZSzi7weAu3x%2bfl5KgZGR0ZcFBXlQO3UCq77%2bHEf2boE8yBEZwfaIsdWFh94JONKV6akchLvWAQSqbMHRreuge3Q33DmxFXheRH24IxrCHDDBwGeuREv%2bYP56IqfBOEwXxKI/1Q89Sd4chEKkljjALtDLjtD/GkAPr5sirXEv4ALS7M4gmv/XUe84Tu3ZAK0Dm2CjcxRXwmygramCNWvXSXeIVq78RkHZi0OUADD/ZUzldwMYGhr6DQBRBCcnp15Ghgfhk7/%2bBWtWfoVb11JJtQ4NNDWVchdku59HvJcloj0tEe9hgjSL4zj%2b7Qp89Oln%2bPCTT7Hpmy/gcHgz7GlbY4xV4E%2blBJucQZK1Hi47nUOp70Xc9jFDses53PA4j1bmuQDQLyBQBV00Q530AU3Rtij3NkCssTJcdY/BXPMQNPZvgvLO9YRxApkB5tBQPY71324Qt8HEHWJxQ1ccogSAtUDGeP4cAJECAwODL9taH8BMVxXqR/egqeEmh6EKNBPAbeZ9AVtRqJ8HbH19EJOahLu0x2obVuBD2cfYvOZraKz7Am67V2LFsk9guncDTn0vVWgc3rwOxid2w4GTnNbhnXDVU0GU2Wlc5rhbS6m3MuCeRFe0yO1RH2mFunALXHM6A3e1vTA4tgOah7dDbe9GaB/cDDdDJURZa8Lw9FGspgI%2b/PAD6X7AsKhZr2uAuNfBdPjzAHrpA0YnJnEt6xJCLyqjqfEmWpvvoJ3V/QH7eEdOJG5E%2byHY3R6FfM5I7Q14G6pjzTIZQgyVUeZ2HnkW6nA4thnhmrsRyuHFnaeXwBzOdDiLJHtD2Oqo0M6qwu2iLqz0lJFwUQU3XbRR5W%2bM2hAqhCdf7qmHOI29OLXhG%2bzftg5HCHL3plU4d%2bJ7eBpyIDqzD5bahzgFvgLMwUchvAwLeMrSqM%2b43g8AdwkAibEL9L4cGBxCY20lQi3VUFmei86mcnTSx/ewjw%2bypw8wlzvSQ9GWGYXOtHDIbY2w%2bstlSDXXQl%2biL0o9zeB5aiciDI4jykAFWbaGyLY7h0gXc8RF%2b6A4PQJlif6o5HNzAm2gfmQHzI5/j3zHM7jpdhbJF44j4PR%2b2Jw%2bBuUju6Q3VNawHm1c/SU0dq%2bHh/5BmChtg43GbmzeuI4APgAHH8XCwoIwbylLk%2b4fAqBkfgeAKnhJCBgZHUNkgCuyLgVh6MEt9ORGoI%2b9fJTDzXhpMkbY37vZ2no4IIVYG2HzV1%2bgMcga44leiNE5DqWNq%2bB9aj/kRqeQ72SCQlsTpAe5wzHQF9ZBgfANC0RxUijnfXMYqx7Cim9WQGnnRthqHKAqVGBzUR9ehGZ0bCcOb/wGm79ejgMrv4TOtjUw2L8B%2bke2wEFzJ7Z/t0ZKv6jISMWjR4/eABCDHuN6fwAPHz6UAHC9JAQMDg2jsa4KxbSkw%2bUpHICi0Un3NlwSj9GbiRii%2bektkNMWpyGCCvBjB3jE/j6R6Ikc9mvlzWsQdPoAUqy0cIM9/JanOWqivHA13AdJgZ4oT45ES0o4ynxtWByNsPW79fj0y8%2bhpnoEcX62uOppgmIHTXgc3wrdrWtguWsDnHZvhM7m1VDdugqqrAeutMS7%2bX%2bWfbYcl7OzfwfgvRXA/Q0A/tJL7ujv68PA0Ahu5yajNNQUE5zrB1kDxujqpugAx%2bjzp9jaJq8n4zLzvifBG3OZIRiIdEIxJ7Zdq75AiPpe5FhpotDdBLVRrujNjsDkzQyMX0tGP687U0LQzQmzLsYNewngwPYNSOHQI%2bpAfaApqryZNpp74Xd8OxJ0DsJt33fQ2rIG2rvWYee6L2GvtRf7tq7FqtVrUF5epnj8%2bPGbLiBM3sjIyLsB8Amy17tc5A%2bDfwNALBZEDLKyFsUHwJWyLvWxxEAG5396/RkqYObGJenObSnb2mOOy7NpoWj1tUS5hQa0v98Ag90bcM/TGA3hTuhkqoxcT8Pk7WxCSMVIoRz9nBzHOEhVyT2xf%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%2bMpDUWcwGHo4JLKI9wR6KJGoaS3DGW4Yf%2bRA/0JriikypoibLHPd8LtNQW6OUwlWuhCZvDW3H24HewObUDZ2iyxFxwUumIeGMUfn5%2bitDQUHh6er5RANXw/gBEAflXAEIBvf0DGL1/EwvladLI%2b6L8Mn4oz8HslRhMX43F07xkPLlKONkJmEwMRAcBlLvq45qNOgrMT/H0XdGdGAQ3LVWEcohqiHDATe%2bLcKOkbZX28XRNMZkuBiIfDKV4oTfRDd1UQkOYLe75XEBzsr/0/5M4Ajue2gcj%2bgUnziDnj26GqcZ%2bnFQ5CXNzc1D%2bEgAfHx8JAHcZH/vzCmAavCQEUQ%2bkOtBDTzBQlY%2bFinQJwI93cjBH%2bztAI/O0NBMvrhHIrQI8K76M6ZRQdES6oJInX%2blpiFIbTZTa6WOOBfL5zSsYyYjkzB/MUdcLzREemOL1wyuRmMwKpQIC%2bTNf2mE3tMkdURdsgSoW15GG2%2bhix0g6Q2NEG22ptg9Wp3ZzIBMfs1GC0smTsLOzkwAEBweDJ/9GAVzvBjA%2bPi57vUsKYDHkNDjyUnhqEfzw8Ajq66vQyVx9XJmFp5z7F/Li0RPtgWmOtk9vE8DNyxKEx7lJGEkOQlu0G%2bXLHI5yxD035q%2bzCQYTAjki83m3svGE0n%2bSK4pmFCZSAzGa5s%2bROBQTmeEY5JTYwfxvjrJDtY8xGjPZOepuoN7PAmWu52F6YifshVE6tQteF05IH8w6ceIkHOztGbinIiAgAO7u7hIA7n%2bcAhMTE28APHny5A2AoSEBoB8trU3ITo5ACy3w46oc6XZ37yVvjPHFTxUmYIBzwRhBDGdEcJQNwT3a2ssWWiiwM6Cvt8JdtwvolvtggLVhviARz29n4bG4J3A5DJM88WEGPMJ9LCsEI%2bnB6LnkIb0Z0hRhjQpPI7QX0i8k%2b2I00hU55towVdoJK9U9sNPcB29zFehpHsdJKsDW1laywsx/sPBJALjLXFxc3g8Ad/nTp08lAFzSDZGm5kYU5GUgjCam6WoEntXkSG93t6f4oTc3Bh08tQepAWhM8Ud1gg9q6AGKA6yRYKaGSxe1UOhyHvWhThjh48OsDaPJIUyVbDyifZ7ODmLwPhhMI4CsYGkNsQ50xjmjNdYBDcFmqKShKo/2RnOoM4LPqkCFVd9SZRcsuJw4YLmaqkJX/RDU1VVhYWEBKysrBYMGq/%2bbLkAwfx6AqAEDg72ob6hBKAuU1dlDaMgJx9PKTPRkBKApMwj30wLRmMadEq5PCcQ91oObMR4oj/NGaZgDioRkg2zRIPfAgxh3FjZ/dEV74lExCyYHqQk6yj7prXFvtlI/DIkOkOqNthgHFk075r85CkPdsOGbL/HN55/gs0//Cq29m2Cnxn6vsQ8e507A0VQduqcPQ0dbHRcvXhSFUMEWCFNTUwkAdxkfezeAycnJ3wGQjNBgP5qaahEdaA8HSq/mcgQWy5LRfZlOj6uWJ1efJgL3RQ39QHmMJwqD7FAR74NyFsFcGqVbIfa4y45QEcKAIp3RSDc4kBKMp7TOk1n0C0me6CWEAQY%2bmOaNbra/Dvb%2bByHmqIt1Q4CBFj7/6C/4fPlfsW3t17A4uQO2BOCmdxTuhsdgpq8MbfXDuHBOB2YEYGZqqqAKYGxsLAHgLjMzM3t/BYgasNQFuKO9vQWZ7O1ezmYoivPFIgei3qJYPGDO3otxQVu6eJcoCl05Ebgn90ZJiAPuXfJDVbwnboba4Va4I8pC7SXHWBZsg8ogG9SFOuAxbfAkc14E3M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RXKAC4ubmJ1ysBqKiokLF9vz%2bAubk5UAkKQpAU0NPTi6HhYfT2dOHmjSKkxoeh%2bpI77kbYojLKAZWR9nhwyQvTJUns%2bRl4QgCPCWCuKAFPbqbRDHGnMp6WphNIAhbyOCNcjWLvpxUmPMkJshtMsBYIBzhKCMMZXlIKDKS6oSPWDtVhVigNt0desB1S/a3haarB098PyzMHkORtDB9HMxxXUhL2V9wIUURHRwsVSwCoBBkL%2bLsBDA4O/g6AUMDg4ABzvw1XL6dB94wqNPesw3nl3dA5uQcGSrvhqq8CV0M1BBiqoMjdiJaV7SubJ1sYz7YYg2elaTRHYZIiHl1PxWyuMEIslPnsAnzOfL6YFaKkljhB4zPM3j/AmjCQ5okBKqGPKdEaZY3KABPkeZsgw8cc/uancV5lN4yVd8BS6xCyg61gY3oWm77bzNF4mdQGc3JywFgkAJxeZSzi7weAu3x%2bfl5KgZGR0ZcFBXlQO3UCq77%2bHEf2boE8yBEZwfaIsdWFh94JONKV6akchLvWAQSqbMHRreuge3Q33DmxFXheRH24IxrCHDDBwGeuREv%2bYP56IqfBOEwXxKI/1Q89Sd4chEKkljjALtDLjtD/GkAPr5sirXEv4ALS7M4gmv/XUe84Tu3ZAK0Dm2CjcxRXwmygramCNWvXSXeIVq78RkHZi0OUADD/ZUzldwMYGhr6DQBRBCcnp15Ghgfhk7/%2bBWtWfoVb11JJtQ4NNDWVchdku59HvJcloj0tEe9hgjSL4zj%2b7Qp89Oln%2bPCTT7Hpmy/gcHgz7GlbY4xV4E%2blBJucQZK1Hi47nUOp70Xc9jFDses53PA4j1bmuQDQLyBQBV00Q530AU3Rtij3NkCssTJcdY/BXPMQNPZvgvLO9YRxApkB5tBQPY71324Qt8HEHWJxQ1ccogSAtUDGeP4cAJECAwODL9taH8BMVxXqR/egqeEmh6EKNBPAbeZ9AVtRqJ8HbH19EJOahLu0x2obVuBD2cfYvOZraKz7Am67V2LFsk9guncDTn0vVWgc3rwOxid2w4GTnNbhnXDVU0GU2Wlc5rhbS6m3MuCeRFe0yO1RH2mFunALXHM6A3e1vTA4tgOah7dDbe9GaB/cDDdDJURZa8Lw9FGspgI%2b/PAD6X7AsKhZr2uAuNfBdPjzAHrpA0YnJnEt6xJCLyqjqfEmWpvvoJ3V/QH7eEdOJG5E%2byHY3R6FfM5I7Q14G6pjzTIZQgyVUeZ2HnkW6nA4thnhmrsRyuHFnaeXwBzOdDiLJHtD2Oqo0M6qwu2iLqz0lJFwUQU3XbRR5W%2bM2hAqhCdf7qmHOI29OLXhG%2bzftg5HCHL3plU4d%2bJ7eBpyIDqzD5bahzgFvgLMwUchvAwLeMrSqM%2b43g8AdwkAibEL9L4cGBxCY20lQi3VUFmei86mcnTSx/ewjw%2bypw8wlzvSQ9GWGYXOtHDIbY2w%2bstlSDXXQl%2biL0o9zeB5aiciDI4jykAFWbaGyLY7h0gXc8RF%2b6A4PQJlif6o5HNzAm2gfmQHzI5/j3zHM7jpdhbJF44j4PR%2b2Jw%2bBuUju6Q3VNawHm1c/SU0dq%2bHh/5BmChtg43GbmzeuI4APgAHH8XCwoIwbylLk%2b4fAqBkfgeAKnhJCBgZHUNkgCuyLgVh6MEt9ORGoI%2b9fJTDzXhpMkbY37vZ2no4IIVYG2HzV1%2bgMcga44leiNE5DqWNq%2bB9aj/kRqeQ72SCQlsTpAe5wzHQF9ZBgfANC0RxUijnfXMYqx7Cim9WQGnnRthqHKAqVGBzUR9ehGZ0bCcOb/wGm79ejgMrv4TOtjUw2L8B%2bke2wEFzJ7Z/t0ZKv6jISMWjR4/eABCDHuN6fwAPHz6UAHC9JAQMDg2jsa4KxbSkw%2bUpHICi0Un3NlwSj9GbiRii%2bektkNMWpyGCCvBjB3jE/j6R6Ikc9mvlzWsQdPoAUqy0cIM9/JanOWqivHA13AdJgZ4oT45ES0o4ynxtWByNsPW79fj0y8%2bhpnoEcX62uOppgmIHTXgc3wrdrWtguWsDnHZvhM7m1VDdugqqrAeutMS7%2bX%2bWfbYcl7OzfwfgvRXA/Q0A/tJL7ujv68PA0Ahu5yajNNQUE5zrB1kDxujqpugAx%2bjzp9jaJq8n4zLzvifBG3OZIRiIdEIxJ7Zdq75AiPpe5FhpotDdBLVRrujNjsDkzQyMX0tGP687U0LQzQmzLsYNewngwPYNSOHQI%2bpAfaApqryZNpp74Xd8OxJ0DsJt33fQ2rIG2rvWYee6L2GvtRf7tq7FqtVrUF5epnj8%2bPGbLiBM3sjIyLsB8Amy17tc5A%2bDfwNALBZEDLKyFsUHwJWyLvWxxEAG5396/RkqYObGJenObSnb2mOOy7NpoWj1tUS5hQa0v98Ag90bcM/TGA3hTuhkqoxcT8Pk7WxCSMVIoRz9nBzHOEhVyT2xf%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%2bMpDUWcwGHo4JLKI9wR6KJGoaS3DGW4Yf%2bRA/0JriikypoibLHPd8LtNQW6OUwlWuhCZvDW3H24HewObUDZ2iyxFxwUumIeGMUfn5%2bitDQUHh6er5RANXw/gBEAflXAEIBvf0DGL1/EwvladLI%2b6L8Mn4oz8HslRhMX43F07xkPLlKONkJmEwMRAcBlLvq45qNOgrMT/H0XdGdGAQ3LVWEcohqiHDATe%2bLcKOkbZX28XRNMZkuBiIfDKV4oTfRDd1UQkOYLe75XEBzsr/0/5M4Ajue2gcj%2bgUnziDnj26GqcZ%2bnFQ5CXNzc1D%2bEgAfHx8JAHcZH/vzCmAavCQEUQ%2bkOtBDTzBQlY%2bFinQJwI93cjBH%2bztAI/O0NBMvrhHIrQI8K76M6ZRQdES6oJInX%2blpiFIbTZTa6WOOBfL5zSsYyYjkzB/MUdcLzREemOL1wyuRmMwKpQIC%2bTNf2mE3tMkdURdsgSoW15GG2%2bhix0g6Q2NEG22ptg9Wp3ZzIBMfs1GC0smTsLOzkwAEBweDJ/9GAVzvBjA%2bPi57vUsKYDHkNDjyUnhqEfzw8Ajq66vQyVx9XJmFp5z7F/Li0RPtgWmOtk9vE8DNyxKEx7lJGEkOQlu0G%2bXLHI5yxD035q%2bzCQYTAjki83m3svGE0n%2bSK4pmFCZSAzGa5s%2bROBQTmeEY5JTYwfxvjrJDtY8xGjPZOepuoN7PAmWu52F6YifshVE6tQteF05IH8w6ceIkHOztGbinIiAgAO7u7hIA7n%2bcAhMTE28APHny5A2AoSEBoB8trU3ITo5ACy3w46oc6XZ37yVvjPHFTxUmYIBzwRhBDGdEcJQNwT3a2ssWWiiwM6Cvt8JdtwvolvtggLVhviARz29n4bG4J3A5DJM88WEGPMJ9LCsEI%2bnB6LnkIb0Z0hRhjQpPI7QX0i8k%2b2I00hU55towVdoJK9U9sNPcB29zFehpHsdJKsDW1laywsx/sPBJALjLXFxc3g8Ad/nTp08lAFzSDZGm5kYU5GUgjCam6WoEntXkSG93t6f4oTc3Bh08tQepAWhM8Ud1gg9q6AGKA6yRYKaGSxe1UOhyHvWhThjh48OsDaPJIUyVbDyifZ7ODmLwPhhMI4CsYGkNsQ50xjmjNdYBDcFmqKShKo/2RnOoM4LPqkCFVd9SZRcsuJw4YLmaqkJX/RDU1VVhYWEBKysrBYMGq/%2bbLkAwfx6AqAEDg72ob6hBKAuU1dlDaMgJx9PKTPRkBKApMwj30wLRmMadEq5PCcQ91oObMR4oj/NGaZgDioRkg2zRIPfAgxh3FjZ/dEV74lExCyYHqQk6yj7prXFvtlI/DIkOkOqNthgHFk075r85CkPdsOGbL/HN55/gs0//Cq29m2Cnxn6vsQ8e507A0VQduqcPQ0dbHRcvXhSFUMEWCFNTUwkAdxkfezeAycnJ3wGQjNBgP5qaahEdaA8HSq/mcgQWy5LRfZlOj6uWJ1efJgL3RQ39QHmMJwqD7FAR74NyFsFcGqVbIfa4y45QEcKAIp3RSDc4kBKMp7TOk1n0C0me6CWEAQY%2bmOaNbra/Dvb%2bByHmqIt1Q4CBFj7/6C/4fPlfsW3t17A4uQO2BOCmdxTuhsdgpq8MbfXDuHBOB2YEYGZqqqAKYGxsLAHgLjMzM3t/BYgasNQFuKO9vQWZ7O1ezmYoivPFIgei3qJYPGDO3otxQVu6eJcoCl05Ebgn90ZJiAPuXfJDVbwnboba4Va4I8pC7SXHWBZsg8ogG9SFOuAxbfAkc14E3M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RXKAC4ubmJ1ysBqKiokLF9vz%2bAubk5UAkKQpAU0NPTi6HhYfT2dOHmjSKkxoeh%2bpI77kbYojLKAZWR9nhwyQvTJUns%2bRl4QgCPCWCuKAFPbqbRDHGnMp6WphNIAhbyOCNcjWLvpxUmPMkJshtMsBYIBzhKCMMZXlIKDKS6oSPWDtVhVigNt0desB1S/a3haarB098PyzMHkORtDB9HMxxXUhL2V9wIUURHRwsVSwCoBBkL%2bLsBDA4O/g6AUMDg4ABzvw1XL6dB94wqNPesw3nl3dA5uQcGSrvhqq8CV0M1BBiqoMjdiJaV7SubJ1sYz7YYg2elaTRHYZIiHl1PxWyuMEIslPnsAnzOfL6YFaKkljhB4zPM3j/AmjCQ5okBKqGPKdEaZY3KABPkeZsgw8cc/uancV5lN4yVd8BS6xCyg61gY3oWm77bzNF4mdQGc3JywFgkAJxeZSzi7weAu3x%2bfl5KgZGR0ZcFBXlQO3UCq77%2bHEf2boE8yBEZwfaIsdWFh94JONKV6akchLvWAQSqbMHRreuge3Q33DmxFXheRH24IxrCHDDBwGeuREv%2bYP56IqfBOEwXxKI/1Q89Sd4chEKkljjALtDLjtD/GkAPr5sirXEv4ALS7M4gmv/XUe84Tu3ZAK0Dm2CjcxRXwmygramCNWvXSXeIVq78RkHZi0OUADD/ZUzldwMYGhr6DQBRBCcnp15Ghgfhk7/%2bBWtWfoVb11JJtQ4NNDWVchdku59HvJcloj0tEe9hgjSL4zj%2b7Qp89Oln%2bPCTT7Hpmy/gcHgz7GlbY4xV4E%2blBJucQZK1Hi47nUOp70Xc9jFDses53PA4j1bmuQDQLyBQBV00Q530AU3Rtij3NkCssTJcdY/BXPMQNPZvgvLO9YRxApkB5tBQPY71324Qt8HEHWJxQ1ccogSAtUDGeP4cAJECAwODL9taH8BMVxXqR/egqeEmh6EKNBPAbeZ9AVtRqJ8HbH19EJOahLu0x2obVuBD2cfYvOZraKz7Am67V2LFsk9guncDTn0vVWgc3rwOxid2w4GTnNbhnXDVU0GU2Wlc5rhbS6m3MuCeRFe0yO1RH2mFunALXHM6A3e1vTA4tgOah7dDbe9GaB/cDDdDJURZa8Lw9FGspgI%2b/PAD6X7AsKhZr2uAuNfBdPjzAHrpA0YnJnEt6xJCLyqjqfEmWpvvoJ3V/QH7eEdOJG5E%2byHY3R6FfM5I7Q14G6pjzTIZQgyVUeZ2HnkW6nA4thnhmrsRyuHFnaeXwBzOdDiLJHtD2Oqo0M6qwu2iLqz0lJFwUQU3XbRR5W%2bM2hAqhCdf7qmHOI29OLXhG%2bzftg5HCHL3plU4d%2bJ7eBpyIDqzD5bahzgFvgLMwUchvAwLeMrSqM%2b43g8AdwkAibEL9L4cGBxCY20lQi3VUFmei86mcnTSx/ewjw%2bypw8wlzvSQ9GWGYXOtHDIbY2w%2bstlSDXXQl%2biL0o9zeB5aiciDI4jykAFWbaGyLY7h0gXc8RF%2b6A4PQJlif6o5HNzAm2gfmQHzI5/j3zHM7jpdhbJF44j4PR%2b2Jw%2bBuUju6Q3VNawHm1c/SU0dq%2bHh/5BmChtg43GbmzeuI4APgAHH8XCwoIwbylLk%2b4fAqBkfgeAKnhJCBgZHUNkgCuyLgVh6MEt9ORGoI%2b9fJTDzXhpMkbY37vZ2no4IIVYG2HzV1%2bgMcga44leiNE5DqWNq%2bB9aj/kRqeQ72SCQlsTpAe5wzHQF9ZBgfANC0RxUijnfXMYqx7Cim9WQGnnRthqHKAqVGBzUR9ehGZ0bCcOb/wGm79ejgMrv4TOtjUw2L8B%2bke2wEFzJ7Z/t0ZKv6jISMWjR4/eABCDHuN6fwAPHz6UAHC9JAQMDg2jsa4KxbSkw%2bUpHICi0Un3NlwSj9GbiRii%2bektkNMWpyGCCvBjB3jE/j6R6Ikc9mvlzWsQdPoAUqy0cIM9/JanOWqivHA13AdJgZ4oT45ES0o4ynxtWByNsPW79fj0y8%2bhpnoEcX62uOppgmIHTXgc3wrdrWtguWsDnHZvhM7m1VDdugqqrAeutMS7%2bX%2bWfbYcl7OzfwfgvRXA/Q0A/tJL7ujv68PA0Ahu5yajNNQUE5zrB1kDxujqpugAx%2bjzp9jaJq8n4zLzvifBG3OZIRiIdEIxJ7Zdq75AiPpe5FhpotDdBLVRrujNjsDkzQyMX0tGP687U0LQzQmzLsYNewngwPYNSOHQI%2bpAfaApqryZNpp74Xd8OxJ0DsJt33fQ2rIG2rvWYee6L2GvtRf7tq7FqtVrUF5epnj8%2bPGbLiBM3sjIyLsB8Amy17tc5A%2bDfwNALBZEDLKyFsUHwJWyLvWxxEAG5396/RkqYObGJenObSnb2mOOy7NpoWj1tUS5hQa0v98Ag90bcM/TGA3hTuhkqoxcT8Pk7WxCSMVIoRz9nBzHOEhVyT2xf%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%2bMpDUWcwGHo4JLKI9wR6KJGoaS3DGW4Yf%2bRA/0JriikypoibLHPd8LtNQW6OUwlWuhCZvDW3H24HewObUDZ2iyxFxwUumIeGMUfn5%2bitDQUHh6er5RANXw/gBEAflXAEIBvf0DGL1/EwvladLI%2b6L8Mn4oz8HslRhMX43F07xkPLlKONkJmEwMRAcBlLvq45qNOgrMT/H0XdGdGAQ3LVWEcohqiHDATe%2bLcKOkbZX28XRNMZkuBiIfDKV4oTfRDd1UQkOYLe75XEBzsr/0/5M4Ajue2gcj%2bgUnziDnj26GqcZ%2bnFQ5CXNzc1D%2bEgAfHx8JAHcZH/vzCmAavCQEUQ%2bkOtBDTzBQlY%2bFinQJwI93cjBH%2bztAI/O0NBMvrhHIrQI8K76M6ZRQdES6oJInX%2blpiFIbTZTa6WOOBfL5zSsYyYjkzB/MUdcLzREemOL1wyuRmMwKpQIC%2bTNf2mE3tMkdURdsgSoW15GG2%2bhix0g6Q2NEG22ptg9Wp3ZzIBMfs1GC0smTsLOzkwAEBweDJ/9GAVzvBjA%2bPi57vUsKYDHkNDjyUnhqEfzw8Ajq66vQyVx9XJmFp5z7F/Li0RPtgWmOtk9vE8DNyxKEx7lJGEkOQlu0G%2bXLHI5yxD035q%2bzCQYTAjki83m3svGE0n%2bSK4pmFCZSAzGa5s%2bROBQTmeEY5JTYwfxvjrJDtY8xGjPZOepuoN7PAmWu52F6YifshVE6tQteF05IH8w6ceIkHOztGbinIiAgAO7u7hIA7n%2bcAhMTE28APHny5A2AoSEBoB8trU3ITo5ACy3w46oc6XZ37yVvjPHFTxUmYIBzwRhBDGdEcJQNwT3a2ssWWiiwM6Cvt8JdtwvolvtggLVhviARz29n4bG4J3A5DJM88WEGPMJ9LCsEI%2bnB6LnkIb0Z0hRhjQpPI7QX0i8k%2b2I00hU55towVdoJK9U9sNPcB29zFehpHsdJKsDW1laywsx/sPBJALjLXFxc3g8Ad/nTp08lAFzSDZGm5kYU5GUgjCam6WoEntXkSG93t6f4oTc3Bh08tQepAWhM8Ud1gg9q6AGKA6yRYKaGSxe1UOhyHvWhThjh48OsDaPJIUyVbDyifZ7ODmLwPhhMI4CsYGkNsQ50xjmjNdYBDcFmqKShKo/2RnOoM4LPqkCFVd9SZRcsuJw4YLmaqkJX/RDU1VVhYWEBKysrBYMGq/%2bbLkAwfx6AqAEDg72ob6hBKAuU1dlDaMgJx9PKTPRkBKApMwj30wLRmMadEq5PCcQ91oObMR4oj/NGaZgDioRkg2zRIPfAgxh3FjZ/dEV74lExCyYHqQk6yj7prXFvtlI/DIkOkOqNthgHFk075r85CkPdsOGbL/HN55/gs0//Cq29m2Cnxn6vsQ8e507A0VQduqcPQ0dbHRcvXhSFUMEWCFNTUwkAdxkfezeAycnJ3wGQjNBgP5qaahEdaA8HSq/mcgQWy5LRfZlOj6uWJ1efJgL3RQ39QHmMJwqD7FAR74NyFsFcGqVbIfa4y45QEcKAIp3RSDc4kBKMp7TOk1n0C0me6CWEAQY%2bmOaNbra/Dvb%2bByHmqIt1Q4CBFj7/6C/4fPlfsW3t17A4uQO2BOCmdxTuhsdgpq8MbfXDuHBOB2YEYGZqqqAKYGxsLAHgLjMzM3t/BYgasNQFuKO9vQWZ7O1ezmYoivPFIgei3qJYPGDO3otxQVu6eJcoCl05Ebgn90ZJiAPuXfJDVbwnboba4Va4I8pC7SXHWBZsg8ogG9SFOuAxbfAkc14E3Mv%2bP5juI6mhK94FnXSA93n6d1g3LLZvxIpPZfj6i2XYu3Ele/8uWLP6u%2bkfg7vRcQJQgbrKfpga68LE1ET6kBQDFm%2bVSwC4y/jY%2bwMQXWDJCS61wNbWFhQX5yM3LZYDUDJ6CmNwO9xOOqFGdoKWSA8WqWAMZkehl1V8lN6gj6nRGs82l0D5c1XGOKM61hU1VMNdP0vpbbOJy8H0Bm7SfUABoYd9v5v53xJmiZoET%2bQ5XIAph53Pl32MVSs%2bx0EOQDbqDF7nMNwNjsLtghIcOXAZcT6wtzSEickF6XOCJiYm4saIBIC7jBD%2bnBHiLilA3BYXH3%2b/VlyM%2bIQ4xMREYKQiC91Xw3niYdK9gAH2777EYLSGeaItkvkb4Yn7Pg6odrfC/UAX3PUwR5GNHkpZD9pYN%2brj3HEnwBLTnConrgTR97tiIJ2/x6LXEm1H72/Pockad6iiJJ60BYMWAFZ8/ilO7PiWs/8%2beOkdg7P4GB0HJHsqQffELthYGLEGGBPAOQVl/waAvr7%2bHwNYemdI3BZn/oMTlOLy5eyXkZGR8Pf3B9sIhwxb%2bPK67XYO%2bvIiMM7hZawkHrWXvNCTFYYJDkKjmVSAPBDdkT5oCXJGvT/TwcsKN5zOocT9Aqo47jaxe1SG22P2WjyGs3zRkeCCwQxfNHHyE32/iZb3PjtGvpMRUlS2MgXWYfWXyyUIR7d/CzuNvfA0OAZ77SPSZwR8zNWgrXECOjqalL8%2bpW%2boML5gLD4wJQHg/scA4uLiJAAJCQlyfsHDw0Ph7Oz8UgwVInhnZ2m4gLePL/Iy4tHELtAtevgNOVpoXUsCLJj7tqiIdceDJD90JvrxNGljI%2bxwn0t8xKWelb2WKVMX54EmPmeRqdSb4iF9CKqXrbAx0pEQXqXVPaZT9tkDyKLLc9yxHgfWfoUvl30C5d2baID2wNdICZbiE6jqBxBHp5nN9iqPDYG9vQXOGekr9PT1cFb3rARAR0f3jwEwYNlr1yTnMAE3NzeFq6vLS0IQhoJ/2J4GwxFxcTGoKCtEA4PvzAxGfz4tbT47Ait5RYQjcn3MUeDL1uVjiiLPC7hGE1PJYtbKQtfG1Z3hj/p4D8ILx2RRNJpY8NqTWUPiXFHH2aAq2BoN2XJc5%2bBUaHIc2fqH4LlnAyx3rsfGL5fhzL6N8NU/jGD2fmutwzA5fRA%2blqeRHGCG%2b3fz0dVei6K8VIWPjzN0dc9IAAwN9WRUx7sB0DnJXu9vAHARgAuCggJQVHwVVZWF6OysxcR0H7pofdsyOfCw8vdfJQTxVjgd3nBhEtrpBOuinVEbRUnL7aV7%2b%2b1JlL7cGV30%2bMJA9bCFdl4pIg0AAAiVSURBVBLGvTAbtPFnNbTLt8XcwDZaxxZaaHocJTZqyDY6Ar8Dm%2bDByc/qwHoEnz%2bJSGstBJmeghfbcpirCVyMVRHEWSPW3QB3rmehv7NOMdBdJ0BIAG6WZMuSEkLfDYBeWfZ6cJCHhISISUrBx16mpl3C4HA7Zmf7OBHWY2S0gwAG0FVfis4r4XSBIei/IgDI0X85BoO5sRikPW6nTW6nuelibrdQ4vWxTmhg8auPcUWj3EX6sMMdTnnV4ZZo5OnfomJuuJ9D0%2bVY3HZlwXTQRDEBXDE7gQjVnXDftw5%2bZ4/iDgetS67nEGiiggBrfWSx3kR6XIS9gRIihGrSw1Bfc1MxOdqOnvbKV7fF2%2b7Jhnqr3w0gODhEAsDg5VFRUYiOjlLU1Ja/nJjqxfziKCfCFnR3N2ByehB9g60YH%2b9GR34setkJhgsY9FU5r6N5suHoTgmSzE4jA26mf29K9GHl96AqXNgC7VAVboPyECuU%2bpugjnXhDmV/3UEL91OonCgX3HLUwi1nHZQ6n0GBrRritXfDn/leX1OOkbFB5IQ6ItpBD6EcrqI9rJDKrhPsbAw7/ZPwsz2LK8mhigaqtaIk/dW7wyUZsoqSS%2b8GEB4e/gpAcIg8PSMVbR33FQ8XR1%2bOTvRg4dEU%2bgea0N3zAIuPpqmEZkzPj6KTI3AbJd3HE%2b/OYuAciDq59zAFmjn71zKn6zgN1rK4VUcy0BBLBmtOa2yBG/5muBXIawZ/y8sQVawfLTz9O256KHfXR7nbWdzh49ecNJBopozGqtuYW5jB4FAvbqRHIt7ZAFeTIxFInxDhboH0SC%2bEu1nARk%2bFIFQUQQ4GiPG1lABEeJjJkkPs3w2gqOiKBCAnJ10%2bPtmP%2bYVRxcR0/8vhkW4GPYWOrvsYHu3Bsx8W6RI7%2bGIm0N1yF9WXPClpdzQkeKEl1R%2btnOTakjkn0PvXMqi7wVYMWpy2mbSu%2b19kx7BEaZAVbnOvCLiIe/6maM1PRA2Nlbh3cM/bCDVUR4WHPq6zLnQ0VmLxyUNMTAyhf7AbZYWZTANDlBVloO7eDVTezpM%2buH3rRj4uJ0WyS8Uoejrr%2bdzOVynQ0yIbHu17N4CFxSkJAE9Y/suvz4TUFcOjXS8nJocwPTOItvY6PjaEx8/maJK6MPdwDL0DrehououajHBUxXmyxztLxayG01tVuAPKRIBBIngLXPO5iBu0waW0xmWhtrjD/R5XlajebIkP6B4r3HRR5WuM2gBTVPmc4/zggOGeZjx5/ghzcxMYFwAGutDR/gCZoS64kRWN/v42jup1uFtxDcV5qaisKMHAYI9ienoYTQ13Xr073FQla264/W4AT5/PSwCe/7Ao//mXJ5iY7Ff09jW/fLgwxT/Yip7eZszOj2Hx8TRPohczc6N8rAWTMyMYm%2bhDZ1MlKguSUZubgHL28VIOPjc5BImPxd/jTHCfo3IdC18V0%2bEOK/891oEa1oEaeodWzvrVVEKVzwXUBZpSAedQlxqCmclBPGbwi49mMf9wCkPDvbTovXi4OIuy4hzpY/S385PRcL8S1ZU3uErQN9CJxvo7ipaGMjTVV0gAGmtvy9rbqv8IwEMJwLMXAsBzAuhT9PW1vlxYnEQXi9/IaLdUCx4ujmNyakACMDjUiSmqYvbhuFQTulgjfvrnz6i%2blonrPP2W7DA00yt0cIRupXFqTPJGLbvAvXBbVAVdRCXT4cGVODRzjK6jEupZHyqpgFa2skdP5vHsxWM8efoQD5n7U9OjEoCJyWHCmGQ69uNOaSGyoryQmxCI24WpaG2qRktzDSrLixRTU0MYHnn9xshgt4y/924Az188egXg%2baL8n//8G0bHexSjY70vZ%2beG0dPThKmZAXaDcUIYpxJGpXSYmHwFQqyHBNXWVoMnP3KQGmpHlqMBOjgtCtvbxNrQkOiN%2bzRAtZwea6OdUM0C2Faej6GWKtT5maKOaqgWN01rSvH8by/ww0/P8OLHp9Lpi%2bDFEikwPTOGmdlxHkg/xidH0d3bgbrqMjQ3VrFLtVINd9Db26748aenmJuflADw%2bTLG90cKWJAAPH46L/%2bf//kPjI33Kii7l%2bPsAqIQzhDE4pNpSQEPF5mPlOfs/Dj/yTh/Ngb%2bPpgyPJlePP/pMbI9xSzPfs/AGyj9B0k%2b0nV9PAsma0UtAXTfLUJLVgQf80b//TLMz0/hp3/8HT///Wf8%2bLcfmG5zmGXuMxD6kHEpeAFibHyQ/6uDKdgure6ednqVXjx4UI32tgYBSvH4yRxbd48EgEqQdff8wWeEnr5YlL3aH8n/6//8h1QEKT%2bOw%2b0kPsagp6kABj7Vxxc2w7zvx0O2xJlZcTojePHDY0kJnV0NmH80g%2briDNzwppxTGXScmwRDFMhqDkF13BuS/dFdfQODTfco94f426%2b/4O%2b//gM/MfCnz1j0Hk4z8Kn/BsBdyF%2bcfP8APUhnMwNvY3q2oq%2b/UyqMLc21QvYCEAHMY3Ts1WeERsYGZFPT4%2b8G8LdfXkgA/v7rj/L/%2bt%2b/inxXPH%2bxwDbYjsc8iUdPZkVhZNFjJ3g6z%2btBKT/FC5uZGWe%2bLuI5IYha0d75CkIdC2Ili14NT7yK0r%2bfyfmhPBfj3U0QxfXJD8/w8z9/xc%2b//B0//iQCf8z/%2b%2brUJ6dGKP85Kf/nCUMscfIiWLE6u1okCGIJNTQz9yl9qU5wKRb5/4eGXrVB7rKJ8T9og7/880cJwD/%2bx8/y//xfv/LFLCiePJt7KWywoCkAjIz18MWN4cmzBek0WC/4AqelFiWe8%2bLHJ1igUrq6H2BgqIty/gkzInf5omYp32c/PmOR/AU//8c/8ZQ5/sNPL/D8%2bTMCXpQq%2b8zsBKYp9aWTnpwalWQvlCB%2bNjjUI524CFjsLa0NeNBUi5aWWrR3NEoeQShgYLBLMc%2bO1d/XKgHo622RLcz%2btgj%2bXzpsDyFRMAivAAAAAElFTkSuQmCC' 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RXKAC4ubmJ1ysBqKiokLF9vz%2bAubk5UAkKQpAU0NPTi6HhYfT2dOHmjSKkxoeh%2bpI77kbYojLKAZWR9nhwyQvTJUns%2bRl4QgCPCWCuKAFPbqbRDHGnMp6WphNIAhbyOCNcjWLvpxUmPMkJshtMsBYIBzhKCMMZXlIKDKS6oSPWDtVhVigNt0desB1S/a3haarB098PyzMHkORtDB9HMxxXUhL2V9wIUURHRwsVSwCoBBkL%2bLsBDA4O/g6AUMDg4ABzvw1XL6dB94wqNPesw3nl3dA5uQcGSrvhqq8CV0M1BBiqoMjdiJaV7SubJ1sYz7YYg2elaTRHYZIiHl1PxWyuMEIslPnsAnzOfL6YFaKkljhB4zPM3j/AmjCQ5okBKqGPKdEaZY3KABPkeZsgw8cc/uancV5lN4yVd8BS6xCyg61gY3oWm77bzNF4mdQGc3JywFgkAJxeZSzi7weAu3x%2bfl5KgZGR0ZcFBXlQO3UCq77%2bHEf2boE8yBEZwfaIsdWFh94JONKV6akchLvWAQSqbMHRreuge3Q33DmxFXheRH24IxrCHDDBwGeuREv%2bYP56IqfBOEwXxKI/1Q89Sd4chEKkljjALtDLjtD/GkAPr5sirXEv4ALS7M4gmv/XUe84Tu3ZAK0Dm2CjcxRXwmygramCNWvXSXeIVq78RkHZi0OUADD/ZUzldwMYGhr6DQBRBCcnp15Ghgfhk7/%2bBWtWfoVb11JJtQ4NNDWVchdku59HvJcloj0tEe9hgjSL4zj%2b7Qp89Oln%2bPCTT7Hpmy/gcHgz7GlbY4xV4E%2blBJucQZK1Hi47nUOp70Xc9jFDses53PA4j1bmuQDQLyBQBV00Q530AU3Rtij3NkCssTJcdY/BXPMQNPZvgvLO9YRxApkB5tBQPY71324Qt8HEHWJxQ1ccogSAtUDGeP4cAJECAwODL9taH8BMVxXqR/egqeEmh6EKNBPAbeZ9AVtRqJ8HbH19EJOahLu0x2obVuBD2cfYvOZraKz7Am67V2LFsk9guncDTn0vVWgc3rwOxid2w4GTnNbhnXDVU0GU2Wlc5rhbS6m3MuCeRFe0yO1RH2mFunALXHM6A3e1vTA4tgOah7dDbe9GaB/cDDdDJURZa8Lw9FGspgI%2b/PAD6X7AsKhZr2uAuNfBdPjzAHrpA0YnJnEt6xJCLyqjqfEmWpvvoJ3V/QH7eEdOJG5E%2byHY3R6FfM5I7Q14G6pjzTIZQgyVUeZ2HnkW6nA4thnhmrsRyuHFnaeXwBzOdDiLJHtD2Oqo0M6qwu2iLqz0lJFwUQU3XbRR5W%2bM2hAqhCdf7qmHOI29OLXhG%2bzftg5HCHL3plU4d%2bJ7eBpyIDqzD5bahzgFvgLMwUchvAwLeMrSqM%2b43g8AdwkAibEL9L4cGBxCY20lQi3VUFmei86mcnTSx/ewjw%2bypw8wlzvSQ9GWGYXOtHDIbY2w%2bstlSDXXQl%2biL0o9zeB5aiciDI4jykAFWbaGyLY7h0gXc8RF%2b6A4PQJlif6o5HNzAm2gfmQHzI5/j3zHM7jpdhbJF44j4PR%2b2Jw%2bBuUju6Q3VNawHm1c/SU0dq%2bHh/5BmChtg43GbmzeuI4APgAHH8XCwoIwbylLk%2b4fAqBkfgeAKnhJCBgZHUNkgCuyLgVh6MEt9ORGoI%2b9fJTDzXhpMkbY37vZ2no4IIVYG2HzV1%2bgMcga44leiNE5DqWNq%2bB9aj/kRqeQ72SCQlsTpAe5wzHQF9ZBgfANC0RxUijnfXMYqx7Cim9WQGnnRthqHKAqVGBzUR9ehGZ0bCcOb/wGm79ejgMrv4TOtjUw2L8B%2bke2wEFzJ7Z/t0ZKv6jISMWjR4/eABCDHuN6fwAPHz6UAHC9JAQMDg2jsa4KxbSkw%2bUpHICi0Un3NlwSj9GbiRii%2bektkNMWpyGCCvBjB3jE/j6R6Ikc9mvlzWsQdPoAUqy0cIM9/JanOWqivHA13AdJgZ4oT45ES0o4ynxtWByNsPW79fj0y8%2bhpnoEcX62uOppgmIHTXgc3wrdrWtguWsDnHZvhM7m1VDdugqqrAeutMS7%2bX%2bWfbYcl7OzfwfgvRXA/Q0A/tJL7ujv68PA0Ahu5yajNNQUE5zrB1kDxujqpugAx%2bjzp9jaJq8n4zLzvifBG3OZIRiIdEIxJ7Zdq75AiPpe5FhpotDdBLVRrujNjsDkzQyMX0tGP687U0LQzQmzLsYNewngwPYNSOHQI%2bpAfaApqryZNpp74Xd8OxJ0DsJt33fQ2rIG2rvWYee6L2GvtRf7tq7FqtVrUF5epnj8%2bPGbLiBM3sjIyLsB8Amy17tc5A%2bDfwNALBZEDLKyFsUHwJWyLvWxxEAG5396/RkqYObGJenObSnb2mOOy7NpoWj1tUS5hQa0v98Ag90bcM/TGA3hTuhkqoxcT8Pk7WxCSMVIoRz9nBzHOEhVyT2xf%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%2bMpDUWcwGHo4JLKI9wR6KJGoaS3DGW4Yf%2bRA/0JriikypoibLHPd8LtNQW6OUwlWuhCZvDW3H24HewObUDZ2iyxFxwUumIeGMUfn5%2bitDQUHh6er5RANXw/gBEAflXAEIBvf0DGL1/EwvladLI%2b6L8Mn4oz8HslRhMX43F07xkPLlKONkJmEwMRAcBlLvq45qNOgrMT/H0XdGdGAQ3LVWEcohqiHDATe%2bLcKOkbZX28XRNMZkuBiIfDKV4oTfRDd1UQkOYLe75XEBzsr/0/5M4Ajue2gcj%2bgUnziDnj26GqcZ%2bnFQ5CXNzc1D%2bEgAfHx8JAHcZH/vzCmAavCQEUQ%2bkOtBDTzBQlY%2bFinQJwI93cjBH%2bztAI/O0NBMvrhHIrQI8K76M6ZRQdES6oJInX%2blpiFIbTZTa6WOOBfL5zSsYyYjkzB/MUdcLzREemOL1wyuRmMwKpQIC%2bTNf2mE3tMkdURdsgSoW15GG2%2bhix0g6Q2NEG22ptg9Wp3ZzIBMfs1GC0smTsLOzkwAEBweDJ/9GAVzvBjA%2bPi57vUsKYDHkNDjyUnhqEfzw8Ajq66vQyVx9XJmFp5z7F/Li0RPtgWmOtk9vE8DNyxKEx7lJGEkOQlu0G%2bXLHI5yxD035q%2bzCQYTAjki83m3svGE0n%2bSK4pmFCZSAzGa5s%2bROBQTmeEY5JTYwfxvjrJDtY8xGjPZOepuoN7PAmWu52F6YifshVE6tQteF05IH8w6ceIkHOztGbinIiAgAO7u7hIA7n%2bcAhMTE28APHny5A2AoSEBoB8trU3ITo5ACy3w46oc6XZ37yVvjPHFTxUmYIBzwRhBDGdEcJQNwT3a2ssWWiiwM6Cvt8JdtwvolvtggLVhviARz29n4bG4J3A5DJM88WEGPMJ9LCsEI%2bnB6LnkIb0Z0hRhjQpPI7QX0i8k%2b2I00hU55towVdoJK9U9sNPcB29zFehpHsdJKsDW1laywsx/sPBJALjLXFxc3g8Ad/nTp08lAFzSDZGm5kYU5GUgjCam6WoEntXkSG93t6f4oTc3Bh08tQepAWhM8Ud1gg9q6AGKA6yRYKaGSxe1UOhyHvWhThjh48OsDaPJIUyVbDyifZ7ODmLwPhhMI4CsYGkNsQ50xjmjNdYBDcFmqKShKo/2RnOoM4LPqkCFVd9SZRcsuJw4YLmaqkJX/RDU1VVhYWEBKysrBYMGq/%2bbLkAwfx6AqAEDg72ob6hBKAuU1dlDaMgJx9PKTPRkBKApMwj30wLRmMadEq5PCcQ91oObMR4oj/NGaZgDioRkg2zRIPfAgxh3FjZ/dEV74lExCyYHqQk6yj7prXFvtlI/DIkOkOqNthgHFk075r85CkPdsOGbL/HN55/gs0//Cq29m2Cnxn6vsQ8e507A0VQduqcPQ0dbHRcvXhSFUMEWCFNTUwkAdxkfezeAycnJ3wGQjNBgP5qaahEdaA8HSq/mcgQWy5LRfZlOj6uWJ1efJgL3RQ39QHmMJwqD7FAR74NyFsFcGqVbIfa4y45QEcKAIp3RSDc4kBKMp7TOk1n0C0me6CWEAQY%2bmOaNbra/Dvb%2bByHmqIt1Q4CBFj7/6C/4fPlfsW3t17A4uQO2BOCmdxTuhsdgpq8MbfXDuHBOB2YEYGZqqqAKYGxsLAHgLjMzM3t/BYgasNQFuKO9vQWZ7O1ezmYoivPFIgei3qJYPGDO3otxQVu6eJcoCl05Ebgn90ZJiAPuXfJDVbwnboba4Va4I8pC7SXHWBZsg8ogG9SFOuAxbfAkc14E3M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