SixGPT
ScrollDAO
DataPIG
Kleo
Resume DataDAO
MindDAO
Reddit Data DAO
Finquarium
Syd
YKYR
Volara
SixGPT
ScrollDAO
DataPIG
Kleo
Resume DataDAO
MindDAO
Reddit Data DAO
Finquarium
Syd
YKYR
Volara
PRESS CENTER
<svg width="268" height="77" viewBox="0 0 268 77" fill="none" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink"> <g clip-path="url(#clip0_44_2350)"> <mask id="mask0_44_2350" style="mask-type:luminance" maskUnits="userSpaceOnUse" x="21" y="10" width="277" height="57"> <path d="M21 10H297.127V66.8861H21V10Z" fill="white"/> </mask> <g mask="url(#mask0_44_2350)"> <mask id="mask1_44_2350" style="mask-type:luminance" maskUnits="userSpaceOnUse" x="20" y="9" width="278" height="58"> <rect x="20.9995" y="9.90869" width="276.127" height="56.9913" fill="url(#pattern0_44_2350)"/> </mask> <g mask="url(#mask1_44_2350)"> <rect x="20.9995" y="9.90869" width="276.127" height="56.9913" fill="url(#pattern1_44_2350)"/> </g> </g> </g> <defs> <pattern id="pattern0_44_2350" patternContentUnits="objectBoundingBox" width="1" height="1"> <use xlink:href="#image0_44_2350" transform="scale(0.00172414 0.00833333)"/> </pattern> <pattern id="pattern1_44_2350" patternContentUnits="objectBoundingBox" width="1" height="1"> <use xlink:href="#image1_44_2350" transform="scale(0.00172414 0.00833333)"/> </pattern> <clipPath id="clip0_44_2350"> <rect width="227" height="57" fill="white" transform="translate(21 10)"/> </clipPath> <image id="image0_44_2350" width="580" height="120" xlink:href="data:image/png;base64,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"/> <image id="image1_44_2350" width="580" height="120" xlink:href="data:image/png;base64,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"/> </defs> </svg>
The Weekly Notable Startup Funding Report: 9/23/24
September 23, 2024
<svg width="268" height="77" viewBox="0 0 268 77" fill="none" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink"> <mask id="mask0_44_2380" style="mask-type:luminance" maskUnits="userSpaceOnUse" x="30" y="10" width="209" height="57"> <path d="M30.3506 10H238.008V66.5008H30.3506V10Z" fill="white"/> </mask> <g mask="url(#mask0_44_2380)"> <mask id="mask1_44_2380" style="mask-type:luminance" maskUnits="userSpaceOnUse" x="30" y="10" width="209" height="57"> <rect x="30.2866" y="10.0001" width="207.84" height="56.5004" fill="url(#pattern0_44_2380)"/> </mask> <g mask="url(#mask1_44_2380)"> <rect x="30.2866" y="10.0001" width="207.84" height="56.5004" fill="url(#pattern1_44_2380)"/> </g> </g> <defs> <pattern id="pattern0_44_2380" patternContentUnits="objectBoundingBox" width="1" height="1"> <use xlink:href="#image0_44_2380" transform="scale(0.0010101 0.0037037)"/> </pattern> <pattern id="pattern1_44_2380" patternContentUnits="objectBoundingBox" width="1" height="1"> <use xlink:href="#image1_44_2380" transform="scale(0.0010101 0.0037037)"/> </pattern> <image id="image0_44_2380" width="990" height="270" xlink:href="data:image/png;base64,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"/> <image id="image1_44_2380" width="990" height="270" xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA94AAAEOCAIAAADwrlh6AAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nOzdXXAc15Un+P85N7OqgCIJgEQVIEq2ZbU8MaFtaXdHD7JD7VmKAKhhKxwb0RPUu3sjRuGWCVJqOzyPeGyHe0gQlD3LJz+v2P2w4XWzRQI0drs1sjfCHbN2h7pnLMtum6KIDwIggAKqMvPesw8FUpT4BdTN+siq8wuFgl+VuChkZZ6895xzCSo9h46eIRCIiIgAQCJJ1uzm4dz+RHIQCyISCACAsPOL+q9x129x15/L7b8ikEBIBGCBMEMAErJEy1e+Ofj8X+cGP6q/hrj+f7pxabLZ37JSSimllEoLtXsAWfb8hf6+JDCukLP1CFoEThyTISKQg7T47SWIEBFIKCCX1B8CBEAt15eYoFLYj4uvtnZISimllFJqtzQ035uBV34QWEtO2LkoNmubueFDVeMEBCfUce/mzqy7ENPCwGODGzfDpAbHAODM0vzrbR6eUkoppZS6S8cFkx3omRNTW9U+a7kW5RxRnAsKUSSOQS5bb+DtRBqRJISxRK4aFqwJKn0HdDZdKaWUUqrtshRZttjovzsrjkQQmmRg/+bNW4fEWQh1z3tGgHOLBx8f3LgZxgkEcKxT6UoppZRS7dI1YWZqymPTO78icCDO8n3KM7uLgEBAbGAs2IEAckvvvNnucSmllFJK9RYNzXcMj71FcADq/weAzksdbzYBQAROYFkcAXCOVua1zYtSSimlVCv0XPT5GcMvfpeCAExgIzBMtt0j6iBJQoYlZ8CEvKEPtBWjUkoppVQz9W5oPjI+IxBxTmoRFwrg+/UVVyJEtD+kSuysExa58RNNdFFKKaWUaoqeC82HX/wuAkPMZAyBHAlpRL4LAjHWOeaAyegkulJKKaVUE/RQaD5y7LyIiLVSi6gv30WdVlqJAHcg5EqMxJF2dFFKKaWUSlFPhKelibMAAcTE4tyjX6B2QZIAQQJ2INF2LkoppZRS/ro8NB8dmxaCAEICsOaupIxE2IljgIXo5uWT7R6QUkoppVSGdW1oXpo4CyESMOAYkK79TttOCI6YnSMBhBavag66UkoppVQjujBgHTl2TgSACASOe687efs4qm9exMIfX/1mu0ejlFJKKZUxXRW3Hh6fdvUWiEwi2gyxDYQQWOOQkDgWd33+W+0ekVJKKaVUZnRJaF468n2wI3IBSdIt31SGCQIbc16CnO0vVN+/ONXuASmllFJKZQC3ewD+pPjUe/H6KBwLQePyjkBIgjByYX+hur65b3h8pt0DUkoppZTKgGwHsuWXZ6ofP73+i+Pl8XNZ/166FDmAxREAyMLcG+0ej1JKKaVU58pqOFs68n2QAwsFgNWk8o5GAMTVEhNZs7Ud4OevtXtESimllFKdKJMJLeXxabCFMEHj8gwQQIjDHLa2g4FiNDo23e4RKaWUUkp1oozNmg8eOWuYiMAECGVt+AosQhKwmFAKv53/eruHo5RSSinVQbI0a14emw6YrBNDBGhcnkmOyFESSqFqtoaPnWv3cJRSSimlOkg2wtsnvnLGhuQMCQNM2rC8CzhGwrk4yFf69uHiq+0ejlJKKaVU+2Vg1nzk2LmkwCYWGAJpXN4l2CGfxJW+fYObq4fHNftcKaWUUqrjZ83LYzMgIYa4dg9FNUcAsQKBLGprRaWUUkr1ts4NzQ9/7YKLE3FOrIB0qryriYvCfBzkK337NblFKaWUUj2rQxNaRsbO2lrEYSDOaVze/YhzSVTp2z+wtTp6XLcOVUoppVSP6sRZ89LEORIhEaEOfXJQTSHCOZYEZHHj6mS7R6OUUkop1WqdFvtK8amfxiuPCxE0Lu81RDYGWQjJiBaGKqWUUqr3mHYP4BNPHvkh7Vta/2//9sD/MNuJk/mq+XY2kiKpDSTmK0fj//WPMD/f7kEppZRSSrVIp8TAj4+9BeHQ9VWCDe2PqEBYfHF18B/7930UXHvvzXaPRimllFKqFToiNC+9fIatCcTEZNs9FtU5JFdxSSGQMFy4/I12D0YppZRSqunaH5qXj54TFhhHtoOya1SHIM45SRzh5uWT7R6LUkoppVRztTk0L02cQ707otZ8qgewzCQC0PIVjc6VUkop1c3aGZqXxmZAAtLG5eoRHDGJA2Rp9nS7x6KUUkop1SxtC83LE+dEACHSwFztgkAgIGBxTqNzpZRSSnWn9oTm5YlzkHqrvLZ8fZVNIgCIaGH2VLuHopRSSimVvjaE5uWxcyCNy1Uj6meNAEsanSullFKq67S6+rI8ce6T8EqpPaqfOAQZmdDtQpVSSinVbVoampfHpyGyM2WuVEMIIIIIjYzNtHssSimllFJpal2MXBqbAYRINDBX/khICCBa1I6KSimllOoWLZo1L02cw05QrnG5SoGQgEhEhifOt3ssSimllFLpaEVoPnJsmiAgaJ9ElSaxQkSwpZfPtHsoSimllFIpaHpoXnr5jIiQ7iuk0kcsDuxIePS45p0rpZRSKvOaG5qPHp8hYWERp3ksqinIBmwYwoe/dqHdY1FKKaWU8tLE0PyZE1Mh19gw2aB5X0X1PHGxcBhWfv8FbcmplFJKqUxrXmguSx/+T/v7Ky7RHuaq6eJq9dZ/fbn41M/aPRCllFJKqcaZJh23+NTxtffH6PAvmnR8pe5GwL6nfibA/j/8o60PL7V7OEoppZRSjWhKCnjp6Pl47XDu4LVmHFypBxEiiAC0NDvZ7rEopZRSSu1Z+qH5yNhZAYswsUv94Eo9nICYXMju2jtvtnssSimllFJ7k3Ku+eGvXYAJCI41LlftQJCQ3abpx4m32z0WpZRSSqm9STk0d3Fi8jkh1sJP1S6RNWvFg8XqRrsHopRSSim1N2kmtJTHzpFhcdqSRbUbITK5XFJbnD3d7qEopZRSSu1WaqH5oWPn2TmSJlWWKrVXAiIO6MYlLQlVSimlVDakk9DyzImpQlBzzBqXq45BHND2R0/rGo5SSimlsiKd0HxruzBQ3DRWSz9VB7GR3PrFcd2HSCmllFJZkcIs9+jYORPESRII6Zy56jQUrzyeH/roxpymtSillFKq0/kG00PjFwJERpzTsFx1JBbajvlWJcTPX2v3WJRSSimlHsY3oYWRJMi5lHswKpUaR3KrEvYXknYPRCmllFLqEbzmukvHpsUxa5md6mwiiBIOA1qe+2a7x6KUUkop9UCNT3c/eeSHgQ1Jd/1UHY8IYUDRwlParUUppZRSnazx0DzmWt72k+aY+xEIhETgiI0ztXxYy4fDQ6syUFv8o9X6b62zMETMJEIQIhGNMPeIYdf/8Xjxi9qtRSmllFKdyzT2svLYNAhxUE13NF1MAAiYhBgShyAh2onLAQDEAhsQAYWwFktgH9uya0UJXFAhIiYRQAhUPxQRotjcXM8XCzERye2/Ug9EKH7xZyDa94df3frwUrtHo5RSSil1H0FDr5Lq4t8Uyr+6HVaqBxCAQEBobGzZ1QN0S2SsWLM4//pujrH1oL94/kKxENdikw8tEchKWHVJkYRY59TvjxAcvE767mTX8xf68lFokA8tEQmBdh5UUX9yrT8B169K1eHY9tnKF6qYmmrroJVSSqk9aCS27v/iT7d+80J5/Lxm7j4IAQxnhQBiFoIYlmvvvNm8r/jEV864EMLkAhJhsYYCK6jHLuoTAjBoYVbbnHe6gVd+YBJLImxd/UoVJ7y2mTs0UAkRJAyGE2J2DsQgcSAA5CyIYBiJW/zq2uAv9+Vu7UxAGAlJOOcKv53/eju/MaWUUurB9hyaHzw+Y5cO5wY+0v2F7iVCzhA7xxACCPLx7BsPe8GJt/u3NgIb5+NqPa6ov6mLs6d8hlE68n3Uy3PZiXHGkmi6y20Eqi48feuXx1PZb0ula/T4jDgRARwcUZwL8rUIQnLns7FXBAiIREAiUkwGqqbiKOFESGAiufZeEx+YW6M0cbb+CW/xCS0gAUAEEgjXahzHZiti3UCgZR4fe8vBAiK02ykYJ4DACS3/5HRTx9YyDZ//DgSQI16+crJHRpW60tHzdPsy0DCBgCAkS5e74ZwcmZjxmxEVNJDQwk5Quk6xzxfuOiQktJCsDpj9oQsd89LlB36oRsbOCgFCQog3bq7tPzS8fJ3MneSXFCa5l26nygy/fJYcHIGcAELEOoUuJLd+ebz/iz/b+k27h6JuG35pmggguEQ4IEkEAIvka3H9Y9H4ZV8AQIQAEGgrWAcAkIQINl1c4PLEOSKQoRuXsrqQQkJC0vrPNkEA42CJDLPNsbkV8eC+KDd+7vY/ACD1OzeTu375z1s9xG5n4QyM3cv9mAmJo2jpSzsJl9nX8PnPkIRMk1IcO3NUqSMSEWK/qw+BHDkWeeLlM01NLmiB0aMz4gTsk69AINlbaH54fDpxMC4jZ03zCcE4ckBVoiIXbtkNzE/d+88eH3vLwQngSESERIRBjsIkKq9+DFOPG5B6gtDyOztz9uWxswCJg7gAxtKup1i6kKA0NhOvPFE88v2l3aX7qyYZfvG7FAYgApM4YSIALm7FySlCUdGIgEUoYJfIwNhfJrAVu33fj3CHY2lXF1shYVhxYAqS8lCykzK2U5i+U/1uKLHOlMfPQSACETihlfmsPgt1iucv1JIoDO1eO62xwfo//nHxqZ9VPmzSyFqt4fOfnWve5aYzR5U6ZhHv0IUchaaeA5xpsr14qa/8gW+MzLS30NwBgUjSFY/anghkiUicI2GhW3PfvvffDE+cJwhEEthATEKWdiaR6M4keWsszr2BeqILOcARx07yWXkuTx0RwoEbYNvugfSu4bG3CA7OShSZ/oIIUb1ZVGtPSSIISGIBqGByC9HKEBfzR8+ys9fnv9XSoXjosO5MdyJy2fmtILkzB0RgIHbERsrj50DI+pJFGxUL8epmrjzUSJ+0kYmZ6o0vpT6ktvA8/5v04enMUaWuPp2SyngjxwQMT5zPRCbPfRWf+tmtfzyeHz/veRxye+lKPvrSGWEWzTEHAkgCEpAQ3Xsa7aR6k4BEiA2c22Out2eu+cONHPueiBErUku4UMjMNSBVAoEYNsHC5W+0eyy9ZfTojJAIyIGZOu/piCiII2cMiBi4PpuB3MeR8XPIYEm+ENiBcuQSIQcAhiQTb3iHOPBvzxfCBNTI5iT1+gCILM5l/g33Ov8FABbn0r/hduaomuGxibOGJbINduK+myOODtXW//VmFttqPfGVM1vbnw9L1z33nckZa91eZs2FiJwTk8IPIKOkPlcu5IAAcv2eAHr0pTNCJEjEBQgtCUhcpyX0LVz+Nuq5BEEgYiUgY3suB51AZAJxnRcadq9Dx86TiBUYR8LC6Mg3XyQJQiIxAic0OjZjwB/NfbPdw+pC9e0YJBYCHCgkZ4HSS2cgInGy/O532j3AjjY8cZ52clobUY/LO+vOpLLJsFSWPxcMXveftmW49X+9WfxdoZLGwFrMhtSP30XiFyETtrjQj+puH7hL4zNC5Ho4Lt9ZqBUSkhuzpz8zuzMyNlMeP+eYSQQECuIOTxdZfvc7S//3n0tI5MhBpL6230vExgIZnvBde1KPVB6bLo9Ns3NCRIDr+CdBEUpAFjBgJ/T40f/9ySM/bPegupYARDvrkBwYiRPO5UbGz42Mz7R7aB1MRKjBuLyOGNFAksXpSdVRrr3zZm3lc0tzkyk86AnK7w7l1szhI3/pf7BWGp447wzFRd8IeXHwsVqQv/bOm7teCxORhhbOukMSkiMh0NLs6aUrd/dDlOJT7w08+2MhISEwOWNwp6qz4y2/88bSldMA11xtIVnrreCcRAgd/gSVfdL/1E+j1ScAEGCcy1DmBRFiSizb0OVrvF0a00ix6UTAfQUyXJ9VH3jux8U/+GmGzplWkXj1cXJepb8itPbsZvF3fWmNSfWsrd+8MPDsJUqjiJMEfStksxZtEsQGxvM6JZADm6uVwn7ssrJ75Ng0COjJIEZYHIGtuIAWP71PTXl8euDZv6l8+OXC6K8ACPmXKbfH0uzkuqsUqRAhIebeuREaEYIcHp9u90C608ix8wPPXdr68IXw4PWMPKveiwDZCtYTSoRl+Ni5g8c1QG862akilcLoryu/fqH/6P9R/NO/0PndO/qf+tmtn/8JeScQlN89aLYyFgOpjkR95Q/E+J+SECA2oRCVx86mMbBWGJ44DwHDu0uWIB9v4+Kr2GVoLoLerP+MURBniGT58qmVu3oIjI7NjIydg1B+5Fcj4+ck8x1/gPmpyk/+Y97kqkFucehwjwTnAgkgbeo61+VKEzMiUhj9dXl8hrLfQZlIWOAMceIydM/IOBInpfGZfXyj8vnqgX/aVzqq6WcAEBRXhifS2I1bXH4pXzry/TQGpXrajblJMmwKBf9D1fe4qOb6cOJt/6O1AImId0awdVYgS7czpR8dmpfGZ+oVIz1FiByYkVjk7t6hqnTk+6WXzju5sw9KV220uXD55K3iUHF7IwrCHglZE4IjDL+swVZqRo59rzxxhmAFEL81904TxMJOotXPFZ/SLIsWIQCg8t8P5ZfyYFeeOFd+uacXLobGL+RGfs3p3JIJ1pC2kVVp4CCwtSidHFHi9X0H+6sbKRyqyUoT0/XsCp+DCCQf2rtbu+xm1lwE9Y3ne4WQgzgiuTn7+ursJ5tOj0xMw1gIC4nr1l17Lr5a+b/+t1xSAxniXDc9eNyfkOOd3m3KX2ninEhAZAHuzjx+4vzB65UPX9j/P17S5JZWInYkAiZOuJcLc+sTRqkdLYyjwViThZS/6z96DdamVWtXWvs4F0flsY5ON33yyA8DG8I3GqTS0FoY2ptXP9kJ9RGh+cix8wC8v3CW5IxlACRLVz7JYBk8cvbQS9PWgdkhsF2f27M49wZxuG23lpKVrt861CQEx7qq62907BwJBCwu18VzygIpj58PD39gEjx29K12D6eXEMGKkA1dPuLt0bFz7R5QGxBcSI1sM3RfIrT23Eb/v6SQh6DUwtxpIgk49j8UCXJxzf84TRVRLe/6aS8bBN1LSNYrxWLfpz7UjwjNRYSZuz02u01kcbWwWQ1ClrvbsIyOnQuYrAiDUkgpyoiFy99YtxtFLtRc0g3J9A8mRLAB2rXTebcojZ9zAAs6vjViKiSIJbDsyHb4vE73EWAr2HAUE+OJY+ee7qW1i/LYNMOmux5V+ruhYKuX2yKrNDG5bZvSzZRIgFKn9mkoHfm+g62YdZ9FAgIAqcW59y9O3f3nDwvNS0e+D9dt2aIPRBQlpliI1zbz1965vawwNVX8+l/UBuKAKAxM1yd3fNb8VOXqfwyRo67PZwqSWFd1PZTHZwAIwfXIkysAwLIVCAgjxzr05tG9xBESkYKh7cSN9E5hbn13jVRvRUTI38zpDg8qFdcv/3kkdjFZTedwhJqLcWQqnaOli50VeOZQOGMJsnTls/tXPnTWnJ2ksflq5xNARHI5qbz7Tfx8J7n88bG3Bv9pX+UL1fBW6Ai9FHJ8ytLcJBEASaE3UKci0Npz68Xf6apuI8rjM4CQ7zUqm4iIIQ7lo72YXNFeBFqPJXEioFIPJLc8fXzGEJrR8VmoSytDVDtUXPWA2ZfKmUqgdVcpcsfdmksTZ0EOYeJzEALIQe630Pzw904QeH3hTLgzA7F4V3L56EtnrNjicqH890M9N1l+j4XZU7SzY2i3hl8y8u5goC1+925kfBo7vRF79NYujuAILDp33hZCLCAijEx0eXRes1IMuBnphexcPKDLhiol81MFzpOkc6qOBIMhBZ3WRY2EwN7dQDgiYOmdN+/zNw96yfDEDLjb0xjqecYQgJZmP1lQKI2dc8QQG5N2ldpxY/YNgCFCIl0ZhAmQv5nfqXtWu1MenxbUF5Rae0rIpzqXyp2dLmin116rHyEZxHAWwy9pdN4G9TmD2srj/U+915VXpzon2Iias3RJWHt2o1+XDVVKFq+cJCDnUki7EFAQGM9Sy3TVEzhZvObyiCi6+SQeEGQ+8NA7TdS7mtS3OCVaumubz/LEORCEyJmeSObZvYXZSYJkaaf1PZF6akJ3fnPNUBqfrr9ZremwSSIkYpypn3+ys1+kSP1iBdz+UwASmXBx6DHLTJJ2Zu4DiCNxIELmqkKp0f9a+dN/JBGEQ9e2Pvxy/vmfZGWnkj157OhbiYNws97t0rtaDKrSZIS3Vh9L5YbKlknQIR2Znj4+E5DAu9/BwpWT0ernFi5/+75/G9z3Twde+YGLE+Nc1vfwe4idWzvR3U0SR8anRSSF3Wa71I2506XxaRIikHRf4x7nIklwZArzU+0eSqd77OhbVqxQs7f5JAHixAZMvHPOOSPm46vffMTrTrzdV92Mgxy7aj06DwgJoan1zMwESMD09PGZD+7aPLij7VwFG3jdnehcWEzBFrdzmyIALMCQNtw7CFQen1kceiwfVWsn3q7vd901HDkWY6VZC7kkyC/nhifOL1852aQvoXrKR3Pf7H/qp6v/8Cfl8XP+VwMW2o4Zz1+4Uw3YLjWL/oDWY7/4x9CB5y6t/+L4g/7+/qG5SVwSBqaWQnPKjhUH+TCp3V0YW99anCA6c/oQS7OnR8ZmBAKhLmt4L8Cq3ejnvq12j6TDPXnkhxG2jcA2LeOLCHFMbEQEzJQ4WZt/49Evu+Piq9vA9u3fHR6fdgDVw1CwNCkDhwBwf4CqzdjnYmH2s/0B9uTJIz+MTcQ2sBwD9aU1MoRiQOuRJSIBAy0K1kdWbywMjeaj7a6Kzqemol/E4fr979dp0WJQla6tD18YeO5viMl/b3FLuFXJFQtJJY2BNWzk2H9OJKl5xuUAOVd47IP1Xzzwknj/jzqLC2pd244DoMWh0eL2xtrffuPOH41MTIt0Rtfytg/gURbmJstjM9Hq4fDgNequdZXh4GDkonaPotPFVMu5vq1gvQnHFhHKb9koz8xwllbmU5h+vj57uv6LkfHz9QQXDshGzUjZk1sRAsLI2LmFOa94N0N+O//1e//w6eMzNetCptghCsO1/YfKawtw0uzneYGUVz9eHHqsuL3R3rt4ior/Ulh9bqP890NN/SosLgpy6KZHGtVmVBg9JztraF5XWwLKQ7VaRAePzKRyU2iMiHUUQLyChJyx1tHH7zzsu7hPrvnwS9NkHXVppzwBkhD7t9Yqffvv/GF5bFoERNL+OYN2f/1dWpybjNYeX5o91WWhuQFyJtQN2B+iNDZjKdky6cflBIoSgXVJSLmaW756KvVL8MLsycXZSQ7grDAjaML0ORGcQAilbm8Y8nAfXJr8/eXTH105vTh3em3/oWJ1sxrkd5JgHJo9g15e/ThMopHxLvkgmy1T/rvBpn8ZQv0n1fQvpHrGwuVTgKM09gcFxLBw+/a0K49NQ5x4Tt4RtvY786jv4j6hORHEdUpxT+ocM1mErnpnYqA8NlNvMtERe152wBB2aevDLx/4w791SVdVDgnEBUTd+ViagsPj0wxnyaV8ohJBnHXOMMXAjf/njWvv3aefVFpuXJpcvHzK3JnMSXseVwhCqNUMnr+Q7pGz6uKrlR/96fql/7A4O4mdnj6ShNTU7SLySSwiI1mryr3X42Nv9S3npBn9zD9DMHLrhrHdnMiqWo/IiQtSuWMEobSx1F4AeKfmLL64WjuQXLtfw8S73f/Tzl3b35nYCUArt4u0Ro6dr7dh66CG3R0zkEeh/PCHIOuylln7cCZB+xdPOpUDDCHlZxeS/ni/kRyT3Lx6em855R6uz56+MXsaBILkTMonMQmtV8Jin0Y5n7V49dTi3CkbEltUES/aVSFqxkyQQOq7MZQyPnduIQFMa1ItnZO+ePvwsf/Ugq+lesTC5W8TWCSN/mcCguRy8TMnpvwHticjE9NE8E2CJD7wz/sqn68+8h9+NgYvvzxD3ElxaooEZB0BNy/vVKCXXj4jYuutH9o7tIxamn9d4Iipm3raEMQ4enzsrXYPpOOUJ6YFSLyzBu9GALsg5mre9S/OtSgov9vCldMBy+bH/2ppdjLV64CMHNwOjdNO5/e1cmly+fLkrWSjn/ucxAOh9z3vfoRIiBzTwCs/SP3gLSOQqFX5pQQYss6vYbNSn7Ewe4qEAkljjZ3owL7K1nZLe/A/c2IqF8bknb8rIoWb+d3s7XXPJ9AJTPeEWXfLbVm2sni7hfnB4zMiLOzEafpC45Z/cpqZuioBShAI26xk/bfK6PEZEKWc80UsgJD96Oo37ltK2BrX3nlz7RevFJ/6abTyRIrJLSIUsIuWvpSZCpLWm5/auvqdoTCsOhjANSFngyBJaEyS1c3jhifOO5LUc64eInFBLch3ZW941UYMrtp0nsBvrg4lcfjY0dZNn21tF/YXK545z/Xr2+LumpPecykUIOnGUFUkyZP5pOWNxNefdobJdlWqdFssXJkURpJOLllHiMiJhlOf5qywoRT7gjsxIgJiz859KaHKh1/JH7wmO88L6WBD6//4x/1f/FlaB+xKH1yavPbOZAKi2xtIpXv8fC1ml9WkcxJpRZb5p74kVvcNazGoStfHV79Zs7S0kvc/lAA2zrtWLSWNHp+JbbC84tUfSYhyZg9NwT71mS8fnWlw/4mOZ5icoTu1ZcWnfrrx/x0PEg2/0uGYOOmefvD1HVNKR77f7oF0ipHx8xDYKL0ZZWOJrAjvcgqhNRaunKZ6enJ60XlpbCY/8PsnvnImrQN2q+UrJ5dmJ7m+5RtzuqtwxjkHOXQ0Yz+Fw1+7QEzcUOWZa3g1WDBy60agxaAqbVvbwYFinEq/DUtWgNLR8/6HeiSxYpHzTHcsDa6EYbL7/bw+FZoLmrtbXrscCCkgLM7t9DYuTZwNh66NjJ/TidG0rFyaJIcU9hXoDALAGjRtP53MEQgJp/LMToCzAkswdnnuUZt6ttzC5ZSjcyIU+35vQ03e3ZWFudPEHEAOpLoKJ0ROhFo8/ezNJUmQzzX0Uq89rUVcIaq2MmFA9YSfv5YPHVEaBaEEAQUwTx75YRoje6CRY/ZLjCAAACAASURBVOdE4GKvfa/F8frmvmJh+9H/9LZPX6qoI/oHpsxhK5H87QT6J75yhmOEB691UXJ0R1iaO8WQIOmSuRYykRYH15XHpiGSVoaPJSImsbT0qO5R7bITnafXHzIuBs60reFX5ixcPtlnULNiKM0sfcMBAeVMdWsR55Lqo5s53OeFQtYEjcc/QuyM0yayKm1Lc5PE4Bz7X12JXd71xVxLYVgPJuKbRyIAyNVq+fcvTu3+VZ+E5iPHvkfkUlzJ7RBCklh8cLtbog0prAlpBXoTsHPbqTwQdwABa2h+l3S25pF6PjHT8k9O+x+teRYunyZQbfXxVM4Bgej1Zk8+uDT5+8unrEP9zUvpqELE4jKTqFZ6+YyztrF82qWDjzkmNo3vjZJwEkmMI1MNH0Gp+yJDtaXDqdxQtsINS3bkWLPSWobHZ0R8W5mTIwBLV/eWuvnJHUPEECddluNhnRXI4tWdOrPho2cdIypq6WdTXJ//VgS7aNfaPZAUEINAo2NZmmNrhtHxs0Ba9Sf11sy0fKVt2yzv3sLsqXj18cUrp9KJDAlOMHjkbBrH6hWLc/XrdorNOgUuM4lqJATT0NoNYXBjOQ5DcY1PnBNo1W0UKYWiPaXuduPSZLTy+MLsqRQ+1yJiXLNmA5+/EEXsmV5BBLBtoLXZXaE54KSxtLZORcRMnxQnnng7yvdZnb5qpopUD5hiN1QSCxi6oAsBcUqrB5IYCC3NZiAur6t8+OXB536cD2wakSElTkwKq7i9ZXHuNIgA8W4ovINMDJIMJBedeDsyeXaNzCIJXGijyo/+A4R9CkTKZsCQTmOp9FU+/PKBZ//Gf2dNAHBOREYm0v9EFwvJeiVkz+lqiohk8eqe73p3BarC3ZGKcAdRjUhuXr3dlWV7c33fQe7enU47wvxUgfMi0gWp/NmYW2um0sRZARzSuD07gC1ctj59tO+x/x67xjpkfFY+MGz48NcupHCsXrI4O0mgKAhTis2plT3CG1bc3ljbN9zgDVl2kvSJSHwaOzAVKK/FoKoJqFD+lTiv07NOACKhWNLtgvXEy2fyoR0Z8kpkJ0F088nGlun4zjgYSGtmohMQiOKAbr8pg0fOBnGtvHqjvaPqBYtXJiGt2VW6uYgQDcS72birW5GQUEpZ5gyCLM2/7n+oVrr2zpvOEaVRjyiQsJC3cZLGuHrLwuxkFOQWhh5L5wZFBMLov+vo5KLAJiMr1xt5pQCCpStvAFiYnYRPS1shI1oMqppice40nHPV7RSyWhwFNUlSenivs47684lX8wPBwtxktPK5hcvfbuDVfGccoemqT2BYScjSnTfFMFGtqtvytQxlf39Qgqw9t1H8fV+7B9Iewy9+V5zjFAoYJQlJGHdKPrJlae4UMTiXQngeb1e7bGWyZSp9+wc3bgZxnMpVhYOO3gO6PDadj7Yb22nIiv1sNO5xyiWcRAnheV3qUemTJKFcmEojxVrRiKHSxLk0xoXHxs+KIPbcjzKgA89dqvzmhcZevfPhFyHfcXQSAtk+MvHO1ffQ0TOA5LS1cKsszU0SgTv45rcbApTfO2i2evS0oSCQWpxKgxIbR85k+EGNDKHm/NdeCSSJ1driRlx8tb9aSUxjdZGfZRMSMUPjHRtx1r/HRj58TPzZqT5qvI6WQKubuWKhS1riqo6y/O53yHAqTQYIcEFqa/UOKSyUknOFxz5o+KPHd4bSTS3NQ5Pgrr0/dxakdbqqhUjgspDT+XBiXX6pu2qjd4+ICwX/wyzatcQmK5cyU/15rxuXJimR3Jb1XgkSBjm9EjXk+vy3HBsm8r+UEyiRPKODk4samjIXAYTvlFcBWJw7XZPYZ6ul8tC2MXrGqqZYnD1NREijArDeBcV/44LS0fMiZOE1pJyxDFl8p/G7HgN45sRUGCTolo7mBMSOze052+GJ8wAZ7p41gUy4MXcql4uz3hqcuiJpvgHDL02ncrkESZELFWlk25SOYmKx+Zx/BaGFRANJLxcw+Fi+MklMYV8KOWYhaslA1IE/iPLEeRAanLOzwb1rOwnsQrTS+ICICjk7MtbRqfkqw4gCE6VRnC0EAtmRY99r/BhHpmqo+e5DQdja74xfRM0AtrcLA/s3uiYESZgd+NrtvQZJBBqXt0Ng7PBgxnucExFj9HjvZSAQxGtnYgCAYDFeA4D5qRSG1FbX3nuTOeiPD3gehwhrz230/0uPFjD4M2Foo9i/I7IAt569VfxdCutCKRNpbMocAEyCe6KKit0e5P3UcEavgPx3RFTqARYunwyD+NDgWhotaoUo8ekD1s+FdbfpmYy7+OJq7UByzW+7awaQWLOyMuhzlI7Czrnb15HBI2dFUmp+pvaov1C9tbEv45d04YDEdstj6+4R0uhoLIPor7jMT5nXhS5f403xPqFLf3cw2O7RAgZ/13/0mljnX5JLkJF3h4Ktzpq1GX7xu+IsNXjDklqucJ8mSPNTIYUWQePDYo5i1mJQ1ST9herGZjGNeXPAhg58qKH9QQde+UFgcqVwyG+TIT7wz/sqn/e96zGAWhQ6v8SaDkJgwzcv7+yJykSJTaf7m9qr9y9OxTbM+lORi1yvNdU4PD7NBP+JSVethcJdMGVe99v5rzskYdz45ud1xJJf7tUChjQszk4C1PjU8m0CFFYKHdVpngIjtaix683i0GFr7h9/C5hgG74PimB1M6/FoKpJ3r84FUc5RymkjwqR44AaasBkEku5gucTgogUbub9M+UYALqgm8ZtQaFAd+XIEiE0Jr19ntXeCLKebY6dPdZ7iRMEKXxmiHM5Sbpq4ybjrGXj+6gvIEL55d7LkkoRUQpbCQpMPueSTioGJTaFfGMvHdy8Wenbf9+/Wp77JoTEYwJOi0FVU92YOwUwmRTmLIy1BIyM7a2R4vBL02QlV/V6/nTEABavnPQ5SB1jaioaSCF1rxMIIalFHOzMHJSOTTNnY++3brV05ZSk0hupnXru/BEg8f6mWRwxL7/7nTRG1Cmuz3+rWkrYv5kVE7pkMqQ9Fq+crC487f/ZtNWadMyD9+jYDBnTYMaUoVwS4eKrD/4XhMQje4con7ell9PccFGpuxGb2v5t/x61IGKBs3b4xe/u5VUg63xiFSHKmcg/47GOi7/vW3t2szvCDwKM5es/em3n94KuaTuTYeTbh6jdKJIER6baPYyWkdrqE/6PUw5pLE92Httvb3x11fMgZNGDj3zpspWDi7OnPN9EB6mRwYm30xmTHyHhhufIrIAf+lrHZGzjn2oB2MFle5ZFdbKFy9+ID8SLX11JYX9QgsQxBbutryiPTROB/DbfKA2uhGGynMaUOQA2FTPyXw6lcqy2648PsOxMDDx9fCYgSuEJTPkREEkKZVttQ1hzm/uoV1pqFP/gZ2v/8O89DyJCQrgxdzqVIXWUzS9UB3+5j/zuHgKJD2gLRS+VD7889D//leeaKAnW9h8qbq+nNCgPz1+IYnYNziWRgB7eRHlp/nUQGtthdOdrWA6D5JkTUw0fQamHq3xh+8A/F1PZY4cLfTA8cmwXaS1HpqoSN74vFwBAHK9v7isWtj2O8SmcX87ZjlnR8yGCKldCt5OoV3NSNJrM0n7LV06ic9aMGzJqDhrvmrOsMMWbI8d806ApQG3xS6mMp+NMTbnt/c6vOIeA1Wc3+n/XYFaxAgBQfvD3gfWtTSyvfGRs+9PNi4V4dTPX2AzGbpfhfRP0aXBfpbLdee0mVdeYmsov54UkhdYLJBxw9eNHp70VuW/dVXwWigUAuVot//7FqYYP8hkMCGd3RvMuROTI/Xb+6/XfWsG6f8KsSkN14UuZDs4tuzz1SkuNwsgH/j+rxXdO2srBNIbTiRITLA0c9lkIEqD07kCnde7LHBZn2bvKn7kQt7+/Z2CkPNTQlBuBxO0mw3XxyklxXpODS6tD1upJq5poaXZSCDaXwsS5WNz65R8Xv/izh/ybwSNnA5hy4HW3IkcAlq6mk8pSx12TD2ocf7LKfOLtLe6VWKrz2cqh5asZzm0gR9Iz6y8iKTTVGXz+ryu/fiGN4XSircL+wY2bnslyLFTQFop+rs9/S4ga7QJ+m6DtxSQHj8zkQtd4lpTQrjNcSTyKQUmkFodaDKqaSgyxlRTuuYTy2Plg6PrQ+AMbpBoicl5Nt4gAtpR27jQLuqG/HQSW7J3OCf3bG2v7D3XLQ0fmbf3my4PP/3WG0/49M4uz4+njM4H/t0rIHbzWHU2f7u/iq7kk8qyUFXgmN6od/pf5NbvZz+1MLmKGtQ3ehiUO9vCU6BhsG88WIILRYlDVXCuXJkkEfis8O0j44JLB/TPWSi+fIUbO+C0EUUQki1cfVunRAAaQStJ9mxEAfHz1m/XfBS4prV5v53jUp1AweA3Z3bmn8U2uM6bqpOgdm7PxakGVCbVcgXy7P1E0oJWgHaEUDgQ+m2X6knjt8bCxry+AsbvfmXxp/vVaQg9v5fJwZDkgevq4duVXTbR05TQhnQ6zOVQJ7v77SDiiwPnMTZMguvlkveVWuhji8zntHJ9aT8hHVeqZur1MqOUK2U0374Zn192xgjXr+WMSZ8k7bO10iQkWBh7zO4asPbvR/3utBPWyOHcaBM+pc3Imz2FKI9qz4h/8v7f+4U+ksW+BqZbLL82/vvtXWMsLqz6lnFQ0XPO9Sij1KALDDX4sPn0YkJF760FHjp0nEPnUTggW5iajlc8tXP627yjvweiKqg4BwtszdU8e+aGRoFfmOTPCcrB86PF2j6JB9RNr+OWzbR5H8yUC8k3cJXG48bdvpDSiDlUp7B/cuOl5jSm9d0ArQdPAvr0sWdqYXBQUb44ce6ux1y4Ojtpgbw8VlWowsD9q7MvVbcTZnWZRmbF4dTJgHEijHhRO1n9xvP+pu+pBT7xdDfJEfpffgA48d6nym6ZUVTFx+/tG+RsIP9lvIeZawfZ3TXlrd9jqPzC4cTO7ubViBNID6zDiu9cQ9cgSw8VXc3HN8zslF+S1EtQbEcOv6L+NxVaDR86GpV+Ja+yBWAY3blYK+/b2op+/FoZi2etqFjsZfmna5whKPVLe0LZNY3tNQWn8fHDw+sArP6j/QXF741ZxsNHP3c4xnaDw2AdNeqrntLYVba9KIoXbzz8ObjvYaOtw1D0uvpqzUYafllyQ4Vz5XfNODeidilmAyLsGQVKv6+9FZMT5djcX8EPaODQPMyW2wfiAYHJJhIuv7vWFQsTONd4PBnAOmjGqmu2DS5OJ1Hvx+958CUIjN0xiARw8PhPYaMSvHLFWCB09Yp8vH93w8RJQ4vDBpZ33yHLsdMq884hk+GxjSb87Uofy+y4FYqRtabutxELCfuuhIhneJbdjLFz+Bry3fbbIGfGN7xtAhDBs6LooEDhq6Jp68/JJWEseWSkckBaDqhZYuHJKhCRJ4Z6Sr8UkMjxxnp0YxF5XXiHpq9qgiemI3AUFWySfmgAQ+C7Kq6Ygr+WjNuuSaumHOjIVSewZK/bbAe6FzB8ARKFnFzm9TqXFu1osL9utz4Esjc8wUYPP/CxCsjDb6C4nztlqrcHXAhAUQ9JiUNUKzsQHq6nMjJFQcqBm+5Mg8SovWfzqit0f3/rxn6Uwpgdg7+mG9hO+e+MkiVcf16moDpQPIwTp9xhqDUqjVLzDFamwZjf9jiFVroTSE1t5G6EEfuezQFubp4N8lx8EIM+f5t7Rzv8aGbpjr73BJLGUy/kk6WkxqGqNpfnXo8F46cVV/4dnhlt7djO3zl5HcjjwT8XKFxrau3fXumEu0Ii9M/+0/w/eW/v5v2/veNR9mcCWDqy3exQNEpfGJpmdLSBTNoNehxByZH87//WURtTRPpr7ZvanNbqEwDf12bV8zvzJIz9kMQ2Pmvwy7Jbf/U5t6V955hgmIo+Nd3/fKtV2W5+vHvjnovUPVwUjfz/oddoLhKWwlGv2lhTcBTuQCwd3etOb/pXDx3Qb4U5UzNdubexv9ygaRdQF60sPl6cce5YD9FyGhu/FMwpyOPF2KkPpZcKU+JYltrqAud5JrMFTSIggy+94tShNKoeW5hrNhwEEYIjr9qui6ghTU7mVHJzfbDeA+jbMHuesCxwIi1dP+Y7jUbgr2k5U77zXhZFfOdvGfd3UA71/cSpKgoxGb9QbrUdSWNHvgXfp07wuoGv7D+2LPJOIFBxBjN+uQ/AvJd0bR2473Ghs0GRq/o+FW795YeD5v/JJ1EuEWYInj/zQcyRKPdLy5VMiHFNbsyUFObLSkvrMbkhoERcAO93ZnfCuNy1WbZDZR8HuzzUXgndRuMvsz7cRIuT5LDK6eSOwbWgM0m0YJvFNNm/lrXDk2HlLsTT4aSFxAbH/czSFB6/5PNIwIe+KMXuUkyq1a44Cg5jaN7s3fHA1FySeq1W71B1hLH+yUSrVu2CqTkRARreCkl7oc0e+8YkIdX1G/mf47rAkthBVUxpL71q5NOl53pF/S/+9EBFqeNMfcdVDSTp7gzPINf7OCbAVrjvKanG/ypbV2dcMuUYfaH2JYH2z2N/Xost1d4Tmd5GuWAjoXln94WQzD2dvvBf0iZHdn3ADCCDPkDA27brTdBvfSfMW/hSmpqKBWBqdQ1r86prtTycaXn7njVrNeF3bBJaS0TFtcK5aYeHKpLQ69Qy4vdpfi3LvX5xqzVfsutA8o7OyPSPDP51uj84J8Mxn8aywyR7vEgTLNsPN/juNz9nbwrt9/78U1v6w0f2qCUO/2Ff5QmpTd9bx4krB571jId3jT7UOwTjT4tRYEoJgaa7p1Z93cKaDJQD3zNJpxXhH67HYrfdk/XKyFwI4eEXWYtFbb1lTea/6pDKKRwq2Tenvhhr7sXNic7dMio3bKtvB0L6az7yDhRgxWgyqWmPpyinjTL8daNlXFCGQa3HowtlfgL73Cqe3ug5FAv3pdDLP3S25B1up+fXsCzjz199OkZGH/sNH/rKwFDR81jhmSnenn5+/lgssJ41nyNSLQSPSYlDVIqEUama7RevYBDY1kFu8OtmKL3dbFyS0fPbH09pSe7UHAslui5ZeeKbw/ORIF1xOWq6NDQe6iufHs1WZkI45sLaxL0YQCN/4yZvpDomcuIZrUgEBKmZdSBOzVIv8dv7rlhPxnUraFXJIqSHS3nTHvZQe8GvVcSSjgUgPxOWAb3sVgdcOhZlDAPs1hBL4teNWd/F56m/ZT0GIbNDgzhsuCdMdTN2Nn7wpTD7PJkRkKR4ZP5/iqJR6iMUrkwCsafIDoUAgJJxOQ6S96I7QXGVERuNy9MYTXyrhSS/F5gR4XkIdWQ3NOwFJK+bNR45NC5E0ms5Cxooz6Q6pTghx6HMmC1EX1K2pLBGWmAq+7Wsf9UUALLSw+vMO/Tip1spu5Jbdke8SeWcb9VgtQTq5c11/XrWMxzvp2wRzd2Qngm3kaxFAAS3Nv576qAA4Q5yI37koYDr8tQupjUmph1p+5404yC8dHG3WFxD4JHp50llz1VpZjdx6IoDyTBYn6f49Uz/Nd8qGKZBWJEz2AN/YuullpCPHvgc4aXS3atNXIL+a44dYuTQZLTwt3Hh6gMCZfM4mSYqjUurhtvr2DWyucnMuobVC6JgW50434+CP1AUdWlS2ZPR864WQ07eMU6gH9kz9DL+FhjgSNk1JUegtz1+IYq8VYAGafWkSZ4iSBgdJsLWIwwaT1HcjqRxcunzK402guFpDut1jlHq4i6/21WrWr4Pt/QlJX9UGbbs466y5ajG9dncoARreobCut4pAAYhvx6HC/nxmH1Y7SF8+Wtvs/HeSnM01+EqgerB6/UevpTugu239+suD/+avyKPRCgnEOi0GVa104+qkA6LEpRtaLH51xe6Pb/34z1I85p5oaK5aZOCVHziijIbmBGR05LtHJI78Jgl6LjYnz9aHthYF+SZOhfaI0ODQQMXzIE1t6zo89pYIN3yyLLy4mvQ3u30bhUPXEuvzcC4E6rWcNtV21onc+lyavXsdDvxTsfKF7dQOuHe644VqEWOTOBd0/MzW/fXC/UaEA+OXKtpzkblvJag419Sp0B6Rz9kQXk840uQOLURO0OBzL4kM/WJf5fPVdId0LyfCxH6loA5wI8e+l9qYlHqUtfk3krUnFudOpvMBFghLYSmX4p67DeCeu5t2OEK3zs6Sk1yU1R3jMrLVoBcCbLXBBfdPDtEDb1Td08dnDAHNSHNUe0Qgzw7HTNLEveqOTMUSc6O7lhA4dytsQaBw8+qbhVzsOQ1BHKPRUlelGlP5zQv7n7uUSkMVFzgQFq+2oWHi3bwekVX6srtZ5qMY57K7YVwLqsTaThID47toTiSHx6dTGU+H23YoBtT1Z0UmCPnuDOia0y+8rsiFNbvRaMRLDtKyqQFj7PDQmtchbKgbcquWo9zor03svU2EIEdWuP1hGPfCSr3qCELNa/7VbL3wIVmaf53I99HQoFeaNDjBqvUOQXrjvWo2Er88DADG1eJmRecGZiQcbOy19W/rxtxkiuN5iP6+6q2NfT5HcEQCLk2cTWtISu3Gzcsn2Uq+4nVRHj64mguS5XfeSG1YjeIunqZVnYXIZXY2pfECrmwR38LwpGee9RMH4/kUIvV2k8rPibejMOd5H1taKSTN6Y5cOvL9POVcowf3bJq0V+9fnIpt6DOFQqj3aumNC6bqJEEsccFjxptwa2Nff1/Tizp2IxBuzT5oqqeVjnxfxGb3VBNAeiE6JxG/xXMilt542q/nsvh8q6Jrlmno395c23+ovPqxxzFocF+0tulXaPEg7GADChoqsN7pdyLlsXMpj+ohHMTv5CbhejHowuVvpzoypR7m2ntvlse9PimxDd+/OJXScLyw9wq2Uo9GRmAzvLWKS2EX+0wg+KXZuZ54l+p85zOFyGmxj7fAxaXVGz5HIEgudPh5M1rlSLx2GGGjJRw7MXLLTxLvrcOIEy0GVaphnNnsX5UtwrnMFoEC7JrdVLgjEDnPegAigLq/e9ro8RmQb7s9Z3qh8U/T5aMq/Jbjmpd80f/Fn639w594zX9Rm/7zZEPv5DilehfHkX5+VPORg8twaA6gF9aXiGAQ+x6EkzR3f+hI4sCBb/xiEhGdNfc0NRUPxJ4NFcRRky5Owb6V0lgv7o4pxAIePtbCPBylugivlEbbPQbV5eodoLMd2BItzp1u9yCajuGs9zI0uaxuLLV7IiKe6ygEEqxcalHnjW5V/H1h7dlNz2uLtZAmzJwfPD6TG/1VL5So3I8Iey5mKNW7eHDjZrvHoLpczUrRe4qx3XriJnP98p+Ld1a9I5ZunzWHg/ObaNWoJRVBhUf+S4N9Ce8wpimly2zFBZ6lwhnGjmDd8IvfbfdAlMoeziVRt89wqTazgvUoy9ksvRVGke9GZALHPPDKD1IaT8cZnjgv3hvEOgL31nnVFPnlHLy3yQJhZb4JyxeCIOrlH7FILaIgaPcwlMoeBkDaglQ1U+KATJcEuayn4+wBp9GTOA4DY7u2cJYg4l0+n2fbY4986SsfPQfx7WoqcM0oIxkZP8+S7cuePy4U0KsJPUr5YEAcsjyjqTrbyPh5IOsTz64nmpoDAAjImYZ6MN8lH8XUxZuCirDnNVMQWw6y/aHoAJRCdxUW706B9yNwBO6dR/r7I0JgtBhUqb3idjRNVT1E4NuPr+2sCaoStXsULWLYxdY3pBABORoav5DSoDrIyLH/TCD4PniQCF175810xtSTBl75geMULi3ShHndZ05MhUHivFNtsk+LQZVqBBOguWCqWaamogOZv0XdjG4mPbOydO2dN8X7ZkqARY7Fd/a9A4kkxKFnOEdwXV8o22yBtXEu8DxRRSBEC3NvpDOm2yrVwsD+De1aD4AdCXDw+Ey7B6JUljADVifOVXMUf1dYe24j68UMg2bftt1u9yhahxNh4/sjC6XajRn6Eq0cFql5HiXOccY/E232xFfOmNgVIt+1LGGqLnwplSHdzVqztObbN6ZbiAuIbfddCpRqIr4+e7oZLV2VAhBsmZF3h7L+5JdDiPmpdo+idUgQbnhPeBMR2S5LM9331E/Xfv4nnvnNAphEnPfDTy+zIeW2rP+da/nKSVs5mMqQ7jh87D9FUUi6LHJbELkufEhXqpkYgMA7c1Kpexw+8peFpSDze2hmffx7ZyIXF/wDi3qaaVe9faa4Mjo+7XkQFjHidLOhhg2NX7DGREXjeRwRGvg3f7314QupjOoOJxyw7cULxwMRO4we1ZwWpXar3jyxGZUwqtc5Nl3QQY+RQheIbLn23pvWpDCpy04AGjnWJRuVj750Jl/+79Z7NjQMnF5ufRgkscn7H0ecCwc/Sjmdc2qqdsAmEqZ5zKwjsJBoNahSu8YAaqXI2C4s2FJt9MyJqSBMbJBr90B8WRv0WmgOAOAIBe+DEBOLdEkFrRBxGl00Y8uGNUxpUGl8BnA5VH0PRCD23fj2XsV/6Vt9dlOXoT9DWBxpMahSu8UAbJ+98b+s6wKcSlFlu3DgQEWyflIJwLb7t52/h0VgEPk/kohYQEovn0ljUO1UHpsWkGPfJAoCAtK2iY16/kItSiegFke1XGH5J6dTGNVdzDaP/N3BrFfXpE4AG2oxqFK7xQA2n6wN/nKf5rSo1ByZ2oqxtDrU7nGkgMgtzb/e7lG02ursa9FwNYUnEiFh1yXLDmnsAbE/JO6KN6MtioVkvRKmUsCwdHA0MSmnnTzx8pm+5dDpksj9aDGoUrvHADA1Fd7Kfrme6hj9VFiqVbuhrS9Lz3YWtf124cVV/+OQMxAqeVdPtlHp6HkBpTB5Qdi0ktfeLA0pHT0fBm5kqOr/iRRgcH1lq29fGuP6ROIoNK7hnGoBhKij//N564nYSfloV7VsUqpJdubFCK4bmxCrNnjmxFQxh5IZ6oYUKdtzqSx3VD5fHfpFMYXnKwEEIdHT2cw0HTn2PeIEaSQ1WeJE6APtzbJ35aMzBAlN92q9ZwAAHZhJREFUSteUJAjjGBdfTeVgdwioZv1Snjp6hkzIs25EumG6RqkWuL0TKAlRLC7zRXuq7ba2+0oHtpdX+9o9kBQISdb3S2rc1FT+6Fl2URL4r/tTf0C1bJaDihji5M4sRuPHAdg5x737sNewJ14+k1jnHDOnUV8pYCTOpbwL9vCxc875RJ5SC/vWL72W3ohSNjJxlkK4xONbNHBWBo+cXZtPeftVpbrM7VlzcuICfaJVngZe+UHNhTdXU97Foy2EAMLi1d6d42RnnTHk3fWMgPUEiZOR8YxNnJfHpiGUypwFgwi4efmk/6F6ysix7yWCwDhwGtWfoNyWZZd+AQmJ18rK4tBha1J+WkgXGbjErwRXkDhhLbZQ6lF2riULl7+9099IKQ9BYreokPnGLDsohVZ5WXZ9/lsgMqn8MEWckBUeGr+QxuFaoTw2DaTT1Z4AEV3O37PDX7sAygls5Hx749QxYWv78yZO+QL1xFfOcCLc+LqQDG7crPTtT3FIqbvxt29wDM/lozDQwFypR/vkY5bPRWkl8qneNHzsHIkUanG7B5IOr5qnbsGARTohpYhYCuPQ4MTbKRyuyZ45MZXLxQDSaV0lRMDCbO+uwDRg8MjZuBqZXMG5XDq3JsHClZO19SeuvZdy80qbo7DqGq6uIZhcEqWe+546EuS2Ep8iIgKYSItBlXq4T0LzwNiDB1NoyKB61Im3o6DQ4XVMe0LierY9yx3XZ08LEVEaGdKEANXNfQeK2xspHK3JtrYLB/ZV0onLCYLebfXTmMeOvhUyx3GSbNfSeuOckwN/+DeVD19I6Xh3HZkQ7eOGf8QCR97FDC1gYpcUfHuIkn4UlHqUTy4HfX3VWxv79UOjGlPc3lgvDrFt9zjSQ4LlK5oZDCKyKS0hEFBe/ThMotJ4R0+bjYxNx0mwnFZjficgWZjTKfPdKo3NWHIBTC40aTV6IiBxnCv9KvV7XPnojDMsjSY+EQQiC7MZuNRce+9NYfLN+Tcgkieyvw2ZUs3zSWj+/sWpKA78S75UDxo5di5MovLqx13zZEdCYQamsVph4fJJx1TLhWn9bMMkAlDu1JLQ8sQ5ISRxOjV5QhBoZ9pdm5rq//pfxAOxAJZtiotwC6uFODGpb/+J232cGv50ZGudkQDfTkuC0Djr9PKq1AN96uMhgjjulthKtcozJ6ZyQZR3UbsHkqb9OXBv14DezRqD2naK85cEAjqwYYsUn/pptPI4KL0K4DiA8OJc+hFh9xk5dv7AP+/b+kI1vJXyJBFbO9Bfq1Sb0ALlxNtxkJOGdwDN2lzYjbnTYN9HzdgGGfu2lWqtT4XmzpFJpx2D6iGV7cL+YsVzM4oOI5XE5dPpCdENbv34zxIXLyRr6SUDCIFqA1H/n/4FpqZSOqaXZ05MlZ7/PysfvpA/+FFqk9xC8a1R6AThIz1/ofhHb9Ui9K3kS38/lO5DMRGEuS9I8PP0u4b3b2+uHTjU8HjJwUiYrSc3InDO6yfkINZRaazTnsyV6hSfumeszE+SliupvSiPT8dJsLQ62O6BpEoENtBdG+9WcdUDXHQutWICgYS3gq3PV4f+W3/bE08Pj09vbhZLT/3X8vhMWgkGBCzOnYzXHv//27uX4LjO607g//Pde7sbaIIESBAQJY0T03aNo4pTU/FUxSnHFUYE5XicWSSKNGtnFqpEIkAq4xovsYwrDz5kl0eLmVnHHGczsWniIWHhVKSpoRfOlCYVa+SHJArdAAGQYAPovvf7/rNokKJpkiLQ7+7/b8ECJaL7AGh0nz73fOc0fYR2n5k8ef5QsVbZTnKJZ2j6BF8G7+Fs+fUmT2Wpi306vr68708f8odcMxbNtpNFFtKGBuTa7h+qA4rc332eFIx9dJRPWunoqQsEsizus4HNw37UUTXzX7Q0m0McNfWdu8EmfzBWXItTbxMnzzXtdvdo8tT5AGRp0rRznwCAYDj4me9VftL8eSD9gsPH3zj4me/SUEj8xNhOU0bI3yNsV+FDaX6m6bcMYPKZb+XTqttv9zWJHVdJWGhuVK22fHm6mhQabGox0OkwqMgD3JuaGzjga1bkEY1NvUq65kyX6y7ciXrv9bINVl876wJyt3wTf+gEqj4mAePEqb+efOYvm3XLj+KxL12cfOYCYTT4pr69JAgy/9jbugj5y8Y///Wjv/vXo//m0tY7v1X/FrXoRcecs1yOWauKTWTmXNLAj9i2ysd/uvSVZsbUFlkUlw4/3tBNmA6DijzQvcdiSotnj05dMGMrChjSP577dnbrJtJcwp2+Sz4cfNaLr5dtENWY5cxlWYiadlXBQJgj6CytjaD4J39R+dhOqxvQn3pudmt7KPWpjxKmbPp6KRJmWGlNsbZXffbVYiGNIlqUspbmjixPNq996D4CiOCSuPT62ZbdB8nqPp8AiZXF08Mff7PZIbVDZWhk9OZ1Y0OFvNTHZn11REmkWe73ntUQoKv58hDMv3Nk88DBBDudjqT5cpVMrxcP8t4/vgxHmlmzUyqDMeRyN3KVj+0U/++R4h/8txYtDX3yt//m2O+eu7lxYHhoO0uT0Oyd7SBqWSCxstBLZ/taZ+Lk+Ymp8xNT50dHqpWdpJB4iyM3VEDTH0N3MWdwQEBprlXzwidOniPDvseZAxz97P/Y6tF+p0vPJ1nqf6m0tycB9LTxUzoMKnKv+/xqEc76a9yGNFfx+JuVq09PHL7Qd/VyGJAWXLKjx/8DLb/+8uTJ88aY1vw+AQITPxgDWB47MLp5PZm6SLNmLX468swrLoTUM9kJaS5ZWT/cinnjDoydZWFwj7gd/tJFFwDCBQCsd/fAIRdzcmynHVPeaQw0Z6WFlp7kNqtfHNkXxiE5/F7vPoUSzuDRwNwIA0IL3uSL9IH7pOar86cnps6RGuss9zFx8kJt/b3JqTcbKBd1r+BYLX+q9KMvdzqQrlZaPPPE0/+lkBUr8c3WPAg4sfYBDMGcMUycvADAwZb3sVDzxGzRDcVweZdjCME5R18rRi3aA1SfOhEbVpda10TRbI6P/f4ezuAGDxIkzAGE3U5Od1MsAzP62OLM6v8btDvTONqRhdEAglaaa2FefvTEN8HM3L7Hkhu8Q9TDJYDVxZeOPn2RZo38HjkGkI+f+KtrS/+pibH1h4nuXpn8cIZWvzHucw+6IEUX1RgaOeAifWhy6iLJ3Nj7/VroWJmbGf7EG52OogckIb8TbTEK5ltzkMsAwDEQoCGiBXBi6gJBmBGs5oZ8FG3lD+LS83c+6annZne2C5l31TQXaDCkIdsIm5Px4XpaGIXQwmPuBAEzW17omRZzGva6y8JFyKpm9aUxzswDzoHBAJoBNCJO2cZk/EM0AjBaeR/v4vbEBYYYLtvnpxMhiq5f6fWWJ0PmEO/3mwAAFvssOB0G/UU9nnYZrKHhmvKg1NycZ4h7/gEiTTVx8gLrbcZ9+ltHcPQ3v7Pxw2c7HUgP+OnSV8a/eA7Beeei0MLiX/05KNyuTt5++EX5bGt1+InRzeu5qfO3/xVvbGaHRm5trI+ShHMWkHPxhBtrzyO2luRyaa3UO3k56k0F2Z4TIxdhd05AfV4AubvgdfcmO8OcAwON5Tb8CIyI99/QVS3EUdbDJfNdwSHKGpxPniVxev2JRhpjpNv0a4bQTvd/Ui7NfZVwTZ9aIL1r4tRF3H4t7nQsrWJEMtbD3Z9ttnrlLM0ZQ1sHoBFGcwzOu4n1D3LZ3fMxLM3i1fWxDAZzRrZzC3p57Fga58qLvZSX9w/CeQ/vzdzKfMtL0UeeeQVGa6CZJUkzH/d8qXhl6cVq+ZOhwVcE2voP//jAcV2rFPnQQ54dzBBaf2BHut5z3y7++/9aixJYn20W+gX1r61/v76WuD53GgYjzXXqicIe+tc2KY8dy9e2K0MjHbl3iX0KwEJo3TyWuxkZnNv3a6OZpVV347t/1tSgOiOrHF5p+BrFY1Pno+L1psQj0h8emJqvLEznk5oS8wF39MQ3D25uVAojOV9FXx+lN3gzlBd7vfuz3VbnZpwBAa6vHx4PYrfz8mpu6O6ud2kPAuWxY1uFomNYfv3ldtzlZ19NU2ukiat0PZ/5PikCbL3zuUOf/U6Dl1IDrDDx48dP/FWzohLpdQ+7phZFYXxso22hSLeZfOYVi0J+J51Y/6DvV1AFNDRqYJCV5s4YEWCB0UB9C0krLUzn3xlXXt4BBkekcW54e3Nj5EjbRnwUh7Ibm7l991ebcXSkVtluaCJ4N7Fk7H1ag4tQLPI+OG1TEdn1sCeI4aGdjVsHYNbf5VK5r4lTF0laZLBGDuD3BgNzSfru5a92OpBetbx4ZvzkN27POXbtHszRCYSl608Mf/zNrau/h6t9/sa1C2WxRRkLaW3j+3/azvuNXZg4vLPvUoVHlCQBV19oblSdZM7q83kauI0szqVrx3QYVKTuYVXzty7Npj4OrvmLRaSr3WkuB9jK4Rvd48jYRhTpcd6Q1cWXDIydHUzQzvOXHWAAAxiSw+9v/eRzSibajI7B4Dx9bMvtPXc7fuqVXC7s+9FNwBj40JfdnrM6f7qQ1BoeD8D1H/5x8fibzYlJpMd9xHMEjdYvXXHyKI49/Y1Dt+rN5bUBuVpiwPrNA8NDO50OpOeVF88Mx1YNjLD/8RXdL05TIw1c0U6NtiKAg4klMDOuzs2sXW73998QGjrybEaiWdttu0cU+cZ7XydPXYyLa02JR6TXfURqvnrlrNEQlJ0PhMmT54P54Wrt6PryALQk7KpmoZbGb12a7XQg/eDty9PvXpkJATSw75r3aVZemN5a/XQUQnmxd/Z99oVcFBLHqudwZCtzHTmuzXTtiQj7v7zmU/TlEuXhoZ0bmyONFs5p+cm3J5/5VpOCEulhj3BljQbjIDSPDrLJk+cmps7V1/d55/sup3ogA5Io8mFQvt72KC3O0FBNCitjx/rlsUTvXG3tieHjb278ny9rr3g7xaADfTCz8O7czNttL5bXHTj+xsbVZxvJraOI7McOwbcuzaZZ7NDQOU6C5hIGNRaKPEJqXn5tGgZr7LdOutZTz83+6h/8RRx7I+DQwjXm3cnlnHMbS6qANtnK/MzN4lhxe7OW5Fzc0/kICZR/Z6N2eCc+cm3rHTWXtwdJc4mZIQAO+GD+7HtX2jIe8QGi4tpjU+cbuAGCtrbUn01QBkc2vH3I12rrj6sOKPJI51EMjghaDtp3OHz8jZWff3p4aCfNEprr+wmJ96IxeDQ6+Use4NLzlb//j3lWd+c3sPc2yRoszrLsYG3454XNT1eut2WjzcAzAuZScz54WGzLC2euLXR44cDY1Ku5if8XuP8TnMySJsbTbUoLpwOJBis7ho2rf6jDoCKPNF21tHB6cup8hOD762j5IHts6tx26Xs3/unfFY+/ubp+uM9HajyARQmDL821dfjaoFn+/lkAEyfP74ynN3+tMvEPYz2RoBMGo4UQXDS05tf/7mudjqjPEWZGl/ngnBnJyCwrzXXL5SyHLLN8gn0fFjdznqGfqwAEapnPxQ0lCZOnLu4sf7JZIYn0qEddfOBAXy+pDlhdtf9MnrxIMJBDk/+Sn3wbwGBeQCQQfBpF/VzK6h7lxTOYnS3+vFA57Cph8uj6Bw7szgtxJIjILIAIzlbmtSC2tYxEhPLc9Ohvfic/9q4L7drruRdGJlZt4NOxc7R242/7+YiCD4xdo7/RJPMTbx898c2VpRebEpVIL3rU1PyDhbMTT18AbDDLq33gqedmt7YLmY9qtd2DvaErE6O2SbPgnK2qZN42s7MVAM99e3h7s5oUCum2Q/CIuuicKBliwjswkG518aVOB9TPzABzDIGG6gefKn7ijY0fPtudtZ+Jk+cB38g+nNIX1oo/G2pqUF1nY+nsof/wl4XVPBtKEow+Nm1TkcG2p3XBZsYAWlc+e/aLBreq3cfjU+cDcHMzOzhy6/r6GA2DWSa/G8HgPPr6+nKXuvT8FgBgeOpcgJEh9cxF1miXakNodKUvrI3+04HkZsQorF7plj6KfkKaWTCSsPrgeyPNuVJvdPDvv5HayLEfHVj/jVvNDagLZcOh9IW1iR+MNXIjLkmrIx6zs5idbVJcIj1mD6l5+bXpx05ezDFKTe9oW6o5OcrhL110gSB8YATUsmR1faxpt97LDChnG8OusKUReJ2zvHAWwOiJc5EhEGZkxMgb4dr21pGGQ7FVMmwdqRZ/NrTxmVvKBval/vMysF4MJwmrzw6A0SeIPECAYL30zFKnj3XulTWwRMvgcjeSQXhoVX5l++A/Fxu8EdI2fmOzKfGI9Kg9Vc0RwdEFsPmVXWmWoye+aeZhYEYfW5yRsKzTUXUXZ4ei4g1f6XQcgjtjK8e/eM4CgiEX1Q6N3Lp+Y5TeYE29jGQGgiRiD+8ASww7gcXYPvjbrzbpPjqjo0/Ht++c9aybBGBkgAGkwTx81NOtw43k5fX3I4NyqXl2tjB1ocHb2BmvFX9eqHxsDydu9/nTafGvjZKkHtNAx1rT7TmQf/XMxXyEm2n3POoMQPn2xuyJhp8XukF5YWZP//6Jk9/IQBhD/VXARy5K+3pXemMMZlaa688Bw73uqedmt3YK3kfVWgIYDT62XC0EA2EOoBGhnur88lPp7fLt7p+7xyocsbyRHx2pJXEACCMcVzo6JFtEROS+9lY1B5CPsOVJHQftJB745BtRcS0/8WPSjMjgY0RV0NXzlTjrztkXXSEyBCov71pvXZq9+6+Hv3Qx8vQOFmBGop6Q83Zafnd2zrs+2C22EzTaduoOFLKNzRyuvtCur0NERGQ/9pyav315+uipC0a04sCi3OPwiYvOway+o3M3C6mtf2fj6rOP/f55753dvmicwjvoB/IRDOYzuljvW3rGWoe2souIiHTEfrYDrMzPwMwanmAqH8kcQoBZvddxt18xN/b+xNTFkDmrlwX1c3hk1cyTLF9RticiIiLdaJ+Lu8ys6muq0baBiwGQ9X1P+oY3ghY780HfRBEREelS+0zNS3On05CW/Xpzo5F7WEM7j+VDBhjozN0ZCSIiIiLSbfaf+lW4czAqBuWO0gsi0IzlRbWyiIiISPdqILNems1FuYSoT00Q6V7k9tqTehcpIiIiXa6hdGV1biY2jOSU80hXKy/O1NafuNZrCwhFRERk0DSaVecj28qoKSHStWJw9DPfq/zkc50OREREROQjNJqav315OqWlcTIoi4ilt9A8bXjyx120gVdERETkAZrQi7KyMJ3G+dLYY8p9pNsEBsLUyiIiIiI9oTlt4pWhAyOb62mm5Fy6SC0LBDSVRURERHpFk05wXno+2alGjsrNpUs4UguGREREpLc0bbjK2tK0c6immtYinWeG6saTsUELhkRERKSHNDOTLi3MpJkrrxeaeJsie2Ww0vx0bf3J5UW1mIuIiEgvaXKRu7ITHzxQC1Fo7s2KPLqQRQd//fuVd36r04GIiIiI7E2z+0+uvpArZOaNajuXDmBgBBfy4+9oWqKIiIj0nOa3hq9eOQs6A406gSdtRZrB02xl6cVOxyIiIiKyZy05tbmyOG1gNcm34sZF7s8II4DVxZc6HYqIiIjIfrRqoEpp8Uwa58pjx9RXIO1Ri/JmWFmc6XQgIiIiIvvUwlmHlaGR0e2b8ZBq59Jy5bFjaZwrz2ski4iIiPSwVo4hv/T8sPmQpi4x1c6lRQikKIzculkZGul0LCIiIiINae2GoGv/8wVYCD4wylp6RzKwosQiS+PU49LznY5FREREpCEtX965fHmaFiyYOQ1skaYyZJn5lHEc1hde6HQ0IiIiIo1qeWoOYOXKy2ZGmrl23J0MCG/OIvjMli9PdzoWERERkSZoU65cmjtj5kiaU9O5NI7m6BgQ2dqS8nIRERHpE+0rY5fmTpuBgToSKo0hSAY64/W5050ORkRERKRp2tphUpqbBgwgoL5z2ScXHGAgSnMalSgiIiJ9pd3N3+WF6dt5ubJz2RsDgkNwdHTlxbOdDkdERESkyTpwLrO8cAYAYUGdLbIXAWYBwWH5NfWXi4iISB/qzMiU8sIZwgAGU3Yuj4YECdjq3EynQxERERFpiY5NM1xdmIYZiGCaqCgfwRgAGLiyoHq5iIiI9K1OpsWr8/XsnIGROs/lQZjFpDOwvKhznyIiItLPOlyxXp0/DToj6WNl5/LLmMWwwBCXdO5TRERE+l3nm0lWF19CcLBAH1PZudylnK1XbRt0K0svdjoWERERkZbrfGoOYGXpRdBVJ7ZXvrBuSs8FMFiNWdEVbvKW8nIREREZEF2RmgNYWXrx5lO3ij8rVEczzVQccAyORN6Symtfw9Jsp8MRERERaZO40wHcZXa2AkycugDQHEhT9/nAMSMIC6QrL57udDQiIiIibdUtVfM7yvMzZgDMxSqeDxaDMY0QDA4rrykvFxERkYHTdak5gNLcGYts2+XLY8dIJeiDgWCAuQAfrcxrqZCIiIgMom5qaLnL8uVpPPft4e1baZLksirUft6/DAAcEWAsL2qjkIiIiAyubqya77r0/Nbf/0kuq4Kob2jvdEDSAmTIYgaYufKiiuUiIiIy0Lo4NQcAlBfOANgpf6q8cBqmY6H9hUY6mGdwpQU1l4uIiMig69KGlruVF88ALB5/I117Mj96jRaoCnrvi13mQwS48mtqYhEREREBur9qfptV3vnt/Oi1bVZL2YaGKvY4Ky9Mby3/68h5NZeLiIiI3NErqTkALC9O3wiVohVSZo6GDzN0peo9whiD6frjxeNvbvzoy9fm/rzTAYmIiIh0kV5KzQFgabby+tfylmyPV8u/s6G9RD3ESCMCMDT2XuWdz+lcr4iIiMg9ei01B1Avn/9apfizQnU8pSafdz2D1bLgCRDLC2euLZzpdEQiIiIi3agHjoHe3+xspdMhyEcizBg8GTnLAleXznY6IhEREZHu1bOp+UOYms+7hIEkzBnLi6qUi4iIiHyEvkvNDQQZMfJO+XnnWDlbO+iKBZcvL2gGi4iIiMgj6cle84coz8/Q0YIRjKEdom1HMItrISu6oZuhorxcRERE5NH1XdUcWL1yFsDjU+cDzEjSoAJ665nBYgspYCEJ+Y2llzsdkYiIiEiP6cPUvK4+BmTi6YswEkQUzEedDqpPEdVCkssyF+gSW1443emARERERHpS36bmdfUl8Ee/+DcIBoNZLoSaelyaxsg0YRyizNfi+MZ3/6zTAYmIiIj0sD5PzetWrrwMYPKZb5E+YlLwQ5X4pmmSSwMMODK2vnFzJHXOsmht4cVORyQiIiLS8wYiNa8rzf0pgF898d9rrhqHJLPUCBhhKqM/MkOAM4Z8UtvaLowe3Hzr0mynYxIRERHpEwOUmtf9dOkr9Q8mnr4AkCGwlrpCAaYi+kMYDVGMkNFAmnv38lc7HZKIiIhIvxm41PyO8mszAMY//3WLY3qPOILBgorod6PBguPK3PTov/07O/K+i235suYhioiIiLTE4Kbmdav/8J/rHxw9dQEkDQBhBM3MgYNcR+dwdmgnqlSXPz78iTc2/vcfaUi8iIiISEsNemp+x8r8TP2Do6fO1RtbGAIDXORY3zE6CEgzSyo+LThnSep2Cr64/KMvdzosERERkYGg1PxeK/Nn6x+M/955291Z5DLkE2z3a9mYRAQsHz42unm9sLPjE0t2wnv/qKErIiIiIm2l1PyBVl8/U/9gbOpVhzQgcvCE0ZwLhPV2Hd0AGoOjeTPYdq5wYHtzY+QIvv98p0MTERERGVBKzT/a+sILdz4eP/WKkTQYwRBYq0XF4RC81XteuruqTqsf7KQRBOujIxlx5cqZTocmIiIiIkrN92h1/sMt9OOf/7olSUhTiyKSKbMNf+tI7ojzNCMMZCdz9fr9GxgcfORcRiMAgqBhZV7puIiIiEh3UWq+f3emu+w6MTsUDdV8NW85ACDS9Sc2rj47fuobLmTmIgbC/cLw9PuOUjeEu/72yKV4AwjSzCFm8Lu3TNZvIjDEtqa5hyIiIiJdTKl58yzNbgMANj/8Txw+/r9qy8fzk28jBNi9g14I0AfWaunoSFTJkshHUQh0d/8bQwCM2M3qSTMXCAdvZp4+QeSt3qEC1JtVAiwCry2oLi4iIiLSS/4/WY9mcaNtjMQAAAAASUVORK5CYII="/> </defs> </svg>
Analysis of Decentralized AI Data Protocol Vana: Total Financing of US$25 Million, Supported by Coinbase and Paradigm
September 19, 2024
<svg width="268" height="77" viewBox="0 0 268 77" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M41.782 24.834L24.7558 18.1604C24.1142 17.9465 23.943 17.9465 23.3013 18.1604L6.27521 24.834C5.59074 25.1334 5.4624 25.3901 5.4624 26.0746V48.8759C5.4624 49.6032 5.59074 49.7743 6.27521 50.1165L23.3013 57.0468C23.6436 57.1751 23.8575 57.2607 24.0714 57.2607C24.2853 57.2607 24.4992 57.2179 24.7986 57.0468L41.8248 50.1165C42.5092 49.8599 42.6376 49.6459 42.6376 48.8759V26.0746C42.6376 25.3901 42.4665 25.1334 41.782 24.834ZM38.3169 48.9615L24.0286 54.6939L9.74033 48.9615L24.0286 43.828L38.3169 48.9615ZM9.78311 25.989L24.0286 20.5561L38.2741 25.989L24.0286 31.1653L9.78311 25.989ZM29.4616 41.7318C29.761 41.6462 29.9321 41.3468 29.9321 41.0473V33.946C29.9321 33.6465 29.7182 33.3471 29.4616 33.2615L27.5365 32.4915L40.1564 27.8285V47.1647L27.5365 42.5018L29.4616 41.7318ZM27.4509 35.1866V39.8495L24.0286 41.2184L20.649 39.8495V35.1866L24.0286 33.8176L27.4509 35.1866ZM18.6384 33.2615C18.339 33.3471 18.1678 33.6465 18.1678 33.9887V41.0473C18.1678 41.3468 18.3817 41.6462 18.6384 41.7318L20.5635 42.5018L7.9436 47.1647V27.8285L20.5635 32.5343L18.6384 33.2615Z" fill="black"/> <path d="M61.5884 30.053H52.9897V25.3046H76.1333V30.053H67.5775V49.7743H61.6739V30.053H61.5884ZM78.2723 25.3473H84.1758V34.5449H95.4268V25.3473H101.33V49.8171H95.4268V39.2506H84.1758V49.7743H78.2723V25.3473ZM123.918 39.4645H110.271V45.0258H124.944V49.7743H104.282V25.3046H124.944V30.053H110.271V34.6304H123.918V39.4645ZM136.837 25.3473H150.398C156.259 25.3473 158.826 28.1708 158.826 31.6787C158.826 34.5021 157.072 36.1705 155.147 36.8977C157.499 37.625 159.681 39.4217 159.681 42.5874C159.681 47.1647 156.173 49.8598 150.184 49.8598H136.88V25.3473H136.837ZM149.115 34.8871C151.767 34.8871 152.623 33.8176 152.623 32.3631C152.623 30.5236 151.211 29.7536 149.157 29.7536H142.655V34.8871H149.115ZM142.655 45.368H149.371C151.681 45.368 153.393 44.6835 153.393 42.2879C153.393 40.3201 152.066 39.3361 149.5 39.3361H142.698L142.655 45.368ZM162.291 25.3473H168.194V45.0686H181.114V49.8171H162.291V25.3473ZM208.107 37.4539C208.107 44.2558 203.615 50.2876 194.717 50.2876C186.418 50.2876 181.713 44.598 181.713 37.4539C181.713 30.6947 186.76 24.7912 195.017 24.7912C203.53 24.7912 208.107 30.8231 208.107 37.4539ZM187.916 37.4111C187.916 42.074 190.268 45.6675 195.017 45.6675C199.936 45.6675 201.862 41.5179 201.862 37.5394C201.862 33.1759 199.765 29.4114 194.803 29.4114C190.012 29.4541 187.916 33.3043 187.916 37.4111ZM234.759 42.0312C233.647 46.3519 230.224 50.2876 222.524 50.2876C213.754 50.2876 209.562 44.213 209.562 37.5822C209.562 30.9086 214.225 24.834 222.823 24.834C230.31 24.834 234.074 28.9836 234.759 33.0904H228.727C228.256 31.6787 226.93 29.4114 222.695 29.4114C218.118 29.4114 215.765 32.8765 215.765 37.3255C215.765 41.8173 217.904 45.7102 222.781 45.7102C226.246 45.7102 227.786 44.3413 228.77 41.9885H234.802V42.0312H234.759ZM236.769 25.3473H242.716V36.0421C246.224 32.7481 249.603 29.668 254.266 25.3473H261.496L249.988 35.871L262.138 49.8171H254.737L245.839 39.1222L242.716 41.7318V49.8171H236.812V25.3473H236.769Z" fill="black"/> </svg>
Coinbase Ventures leads $5 million round in Vana, a network for user-owned data
September 17, 2024
<svg width="268" height="77" viewBox="0 0 268 77" fill="none" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink"> <rect x="10" y="5" width="248" height="66" fill="url(#pattern0_44_2443)"/> <defs> <pattern id="pattern0_44_2443" patternContentUnits="objectBoundingBox" width="1" height="1"> <use xlink:href="#image0_44_2443" transform="matrix(0.00106452 0 0 0.004 -0.000322581 0)"/> </pattern> <image id="image0_44_2443" width="940" height="250" xlink:href="data:image/png;base64,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"/> </defs> </svg>
In the AI ​​Era, Humanity Needs a New Network
August 18, 2024
<svg width="268" height="77" viewBox="0 0 268 77" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M101.728 32.7978C101.953 33.1477 102.056 33.515 102.056 33.9174C102.056 34.4072 101.918 34.8445 101.624 35.1769C101.331 35.5267 100.951 35.7016 100.467 35.7016C100.052 35.7016 99.7066 35.5617 99.4129 35.2993C99.1192 35.0369 98.981 34.687 98.981 34.2322C98.981 33.62 99.2919 33.0952 99.9312 32.6928C99.8103 32.5179 99.6029 32.413 99.3437 32.413C98.6008 32.413 97.9445 32.6928 97.357 33.2701C96.7696 33.8474 96.3031 34.5471 95.9577 35.3867C95.6121 36.2264 95.4394 37.0136 95.4394 37.7483V43.7485C95.4394 44.6231 95.6812 45.2355 96.1823 45.5678C96.666 45.9002 97.4088 46.0751 98.4108 46.0751V46.6698C96.1131 46.5999 94.6791 46.5649 94.1091 46.5649C93.608 46.5649 92.5196 46.5999 90.8093 46.6698V46.0751C91.3275 46.0751 91.7595 46.0227 92.0532 45.9002C92.3642 45.7777 92.5715 45.5678 92.7269 45.2879C92.8651 44.9905 92.9343 44.5882 92.9343 44.0634V35.1769C92.9343 34.3022 92.7787 33.6724 92.4678 33.2701C92.1568 32.8677 91.604 32.6753 90.8093 32.6753V32.0806C91.3967 32.1331 91.9668 32.168 92.5369 32.168C93.7118 32.168 94.6965 32.0455 95.4394 31.7832V35.3168C95.6466 34.722 95.9577 34.1623 96.3377 33.6025C96.735 33.0426 97.2016 32.5879 97.7543 32.2381C98.3072 31.8706 98.8774 31.6957 99.4821 31.6957C99.9657 31.6957 100.415 31.8007 100.795 31.9931C101.192 32.1855 101.503 32.4479 101.728 32.7978ZM111.782 32.0806V32.6404C112.508 32.6928 113.044 32.8153 113.372 33.0252C113.7 33.2352 113.873 33.5676 113.873 34.0048C113.873 34.3197 113.769 34.7571 113.579 35.2993L110.487 43.5037L107.118 35.0369C106.876 34.4422 106.755 33.9873 106.755 33.6375C106.755 33.3401 106.842 33.1127 107.014 32.9727C107.187 32.8328 107.395 32.7454 107.654 32.7103C107.913 32.6753 108.258 32.6578 108.724 32.6578V32.0806C107.101 32.203 105.892 32.2555 105.097 32.2555C104.147 32.2555 103.231 32.203 102.35 32.0806V32.6753C102.661 32.6753 102.989 32.7803 103.3 32.9727C103.611 33.1826 103.922 33.6025 104.25 34.2498L109.329 46.5999L108.327 49.1889C107.775 50.6583 106.98 51.393 105.943 51.393C105.874 51.393 105.822 51.3755 105.771 51.358C106.272 51.0782 106.513 50.6408 106.513 50.0811C106.513 49.6612 106.375 49.3288 106.116 49.1015C105.84 48.874 105.511 48.7516 105.097 48.7516C104.63 48.7516 104.268 48.8916 104.008 49.1539C103.749 49.4338 103.611 49.7837 103.611 50.2385C103.611 50.7808 103.784 51.1831 104.147 51.498C104.509 51.7954 104.959 51.9528 105.511 51.9528C106.444 51.9528 107.17 51.7079 107.706 51.218C108.155 50.8158 108.552 50.151 108.897 49.2239L109.847 46.7574L114.443 34.6346C114.702 33.9349 114.978 33.4451 115.255 33.1477C115.549 32.8502 115.877 32.6753 116.257 32.6404V32.0806C115.669 32.1331 114.961 32.168 114.132 32.168C113.544 32.1505 112.767 32.1331 111.782 32.0806ZM130.769 34.9145C131.218 35.9816 131.443 37.241 131.443 38.7105C131.443 40.1625 131.218 41.5094 130.752 42.7864C130.285 44.0634 129.594 45.078 128.627 45.8652C127.659 46.6523 126.467 47.0548 125.033 47.0548C124.325 47.0548 123.686 46.9148 123.098 46.6349C122.528 46.3551 122.079 45.9876 121.751 45.5154V49.1364C121.751 49.9062 121.975 50.4309 122.425 50.7284C122.874 51.0256 123.547 51.1831 124.446 51.1831V51.7779C124.204 51.7604 123.686 51.743 122.856 51.7079C122.027 51.6729 121.215 51.6554 120.42 51.6554C119.833 51.6554 119.211 51.6729 118.589 51.7079C117.967 51.743 117.57 51.7604 117.397 51.7779V51.1831C118.088 51.1831 118.555 51.0606 118.831 50.7983C119.107 50.5358 119.246 50.0811 119.246 49.4163V35.1769C119.246 34.3022 119.09 33.6724 118.779 33.2701C118.468 32.8677 117.915 32.6753 117.121 32.6753V32.0806C117.708 32.1331 118.278 32.168 118.848 32.168C120.023 32.168 121.008 32.0455 121.751 31.7832V34.7746C122.165 33.7949 122.77 33.0426 123.547 32.5179C124.325 31.9756 125.223 31.7133 126.225 31.7133C127.21 31.7133 128.108 31.9931 128.886 32.5353C129.698 33.0426 130.32 33.8474 130.769 34.9145ZM128.73 39.0953C128.73 34.722 127.642 32.5353 125.482 32.5353C124.636 32.5353 123.876 32.8502 123.202 33.4625C122.528 34.0749 122.044 34.967 121.768 36.1215V44.5882C122.044 45.1479 122.425 45.6028 122.926 45.9177C123.426 46.2501 124.031 46.4075 124.722 46.4075C127.4 46.4075 128.73 43.9759 128.73 39.0953ZM141.359 45.3229C140.945 45.7952 140.461 46.0227 139.874 46.0227C139.286 46.0227 138.837 45.8302 138.543 45.4628C138.25 45.0955 138.094 44.4657 138.094 43.626V32.6753H142.223V32.0981H138.094V27.3749C137.472 27.6198 136.626 27.7423 135.589 27.7772V32.0981H132.894V32.6578H135.589V42.1391C135.589 43.1713 135.675 43.9759 135.831 44.5707C135.987 45.183 136.28 45.6903 136.677 46.0926C136.988 46.4075 137.351 46.6523 137.766 46.8098C138.18 46.9672 138.699 47.0373 139.321 47.0373C141.29 47.0373 142.5 45.7253 142.949 43.1187L142.396 42.9788C142.12 44.0809 141.774 44.8681 141.359 45.3229ZM156.407 35.0369C156.959 36.1915 157.237 37.626 157.237 39.3927C157.237 41.1421 156.959 42.594 156.407 43.731C155.854 44.8681 155.111 45.7078 154.161 46.2501C153.211 46.7923 152.122 47.0548 150.896 47.0548C149.67 47.0548 148.58 46.7923 147.63 46.2501C146.68 45.7078 145.938 44.8681 145.385 43.731C144.832 42.594 144.556 41.1421 144.556 39.3927C144.556 37.6434 144.832 36.1915 145.385 35.0369C145.938 33.8998 146.68 33.0426 147.63 32.5004C148.58 31.9581 149.67 31.6782 150.896 31.6782C152.122 31.6782 153.211 31.9581 154.161 32.5004C155.094 33.0426 155.854 33.8998 156.407 35.0369ZM154.507 39.3927C154.507 36.9612 154.178 35.1594 153.522 34.0048C152.866 32.8502 151.984 32.273 150.862 32.273C149.738 32.273 148.858 32.8502 148.2 34.0048C147.544 35.1594 147.216 36.9612 147.216 39.3927C147.216 41.8243 147.544 43.6085 148.2 44.7631C148.858 45.9177 149.738 46.4949 150.862 46.4949C151.984 46.4949 152.866 45.9177 153.522 44.7631C154.178 43.5911 154.507 41.8067 154.507 39.3927ZM27.8025 42.5415C27.5433 42.8389 27.2324 42.9788 26.8696 42.9788C26.5068 42.9788 26.2303 42.8564 26.0403 42.6289C25.8503 42.4015 25.7639 42.0167 25.7639 41.4919V34.687H28.338V34.3372H25.7639V31.3984C25.3665 31.5558 24.8482 31.6258 24.209 31.6432V34.3372H22.5332V34.687H24.209V40.5822C24.209 41.212 24.2608 41.7193 24.3645 42.1041C24.4682 42.4891 24.6409 42.8038 24.8828 43.0488C25.0901 43.2412 25.2974 43.3987 25.5566 43.4861C25.8157 43.5736 26.1267 43.626 26.524 43.626C27.7507 43.626 28.4935 42.8214 28.7872 41.1945L28.4417 41.107C28.2689 41.7718 28.0444 42.2616 27.8025 42.5415ZM37.3736 42.5065C37.2872 42.3316 37.2354 42.0692 37.2354 41.7368V37.0486C37.2354 36.4539 37.1836 35.9816 37.0972 35.6317C37.0108 35.2819 36.8553 34.9844 36.6307 34.7395C36.2161 34.3022 35.5942 34.0749 34.7821 34.0749C34.143 34.0749 33.5555 34.2322 33.0373 34.5645C32.5189 34.8969 32.1216 35.4218 31.8279 36.174V29.5966C31.3787 29.7715 30.774 29.8414 30.0139 29.8414C29.6683 29.8414 29.3055 29.8239 28.9427 29.789V30.1563C29.4437 30.1563 29.772 30.2788 29.9793 30.5236C30.1693 30.7686 30.273 31.1534 30.273 31.6957V41.7193C30.273 42.0517 30.2212 42.2965 30.1348 42.4891C30.0484 42.664 29.9102 42.8038 29.7202 42.8739C29.5301 42.9438 29.271 42.9788 28.9427 42.9788V43.3462C29.9966 43.2937 30.7049 43.2762 31.0332 43.2762C31.3614 43.2762 32.0007 43.2937 32.9681 43.3462V42.9788C32.6744 42.9788 32.4498 42.9438 32.2944 42.8739C32.1389 42.8214 32.0179 42.6815 31.9488 42.5065C31.8797 42.3316 31.8279 42.0692 31.8279 41.7368V37.8184C31.8279 37.2061 31.9316 36.6638 32.1389 36.174C32.3462 35.6842 32.6399 35.3168 33.0027 35.0369C33.3827 34.7746 33.7974 34.6346 34.2638 34.6346C34.6612 34.6346 34.9549 34.722 35.1622 34.8969C35.3696 35.0718 35.5078 35.2993 35.5768 35.5968C35.646 35.8766 35.6806 36.2439 35.6806 36.6638V41.7368C35.6806 42.0692 35.646 42.3141 35.5596 42.5065C35.4732 42.6815 35.3696 42.8214 35.1968 42.8914C35.0241 42.9613 34.7995 42.9964 34.523 42.9964V43.3637C35.4904 43.3111 36.147 43.2937 36.4753 43.2937C36.7862 43.2937 37.4772 43.3111 38.5657 43.3637V42.9964C38.2375 42.9964 37.9783 42.9613 37.7882 42.8914C37.5982 42.8214 37.46 42.6815 37.3736 42.5065ZM46.4955 41.1245L46.841 41.2645C46.7028 41.6669 46.4955 42.0692 46.1845 42.419C45.8908 42.7864 45.528 43.0663 45.0789 43.2937C44.6297 43.5211 44.146 43.626 43.5931 43.626C42.7638 43.626 42.0554 43.4336 41.4509 43.0488C40.8462 42.664 40.397 42.1391 40.0687 41.4394C39.7577 40.7572 39.6023 39.9524 39.6023 39.0603C39.6023 38.0457 39.7577 37.1536 40.086 36.4013C40.4142 35.6492 40.8634 35.0718 41.4509 34.6696C42.0382 34.2673 42.7293 34.0572 43.524 34.0572C44.5605 34.0572 45.3726 34.3721 45.9254 35.0194C46.4955 35.6667 46.7719 36.6288 46.7719 37.9232H41.3471C41.3125 38.2207 41.2953 38.6055 41.2953 39.0428C41.2953 39.8126 41.4163 40.4948 41.6755 41.072C41.9345 41.6494 42.2628 42.0866 42.6602 42.4015C43.0747 42.7164 43.4894 42.8739 43.9558 42.8739C45.1134 42.8739 45.96 42.2965 46.4955 41.1245ZM41.3299 37.6085H45.1134C45.1307 37.0311 45.0789 36.4889 44.9752 35.999C44.8543 35.5092 44.6641 35.1244 44.4051 34.8445C44.146 34.5645 43.835 34.4247 43.4721 34.4247C43.1093 34.4247 42.7811 34.5471 42.4874 34.7746C42.1936 35.0019 41.9346 35.3693 41.7273 35.8416C41.5199 36.2965 41.3817 36.8912 41.3299 37.6085ZM172.146 45.2529C172.007 44.9555 171.939 44.5532 171.939 44.0284V36.4714C171.939 35.5092 171.869 34.7571 171.714 34.1797C171.558 33.6025 171.317 33.1302 170.971 32.7454C170.297 32.0455 169.312 31.6782 168 31.6782C166.946 31.6782 166.012 31.9406 165.184 32.4829C164.354 33.0252 163.698 33.8823 163.231 35.0895V31.7657C162.471 32.028 161.503 32.1505 160.329 32.1505C159.759 32.1505 159.171 32.1156 158.601 32.0631V32.6578C159.395 32.6578 159.949 32.8502 160.259 33.2527C160.571 33.655 160.727 34.2847 160.727 35.1594V44.011C160.727 44.5357 160.657 44.938 160.519 45.2355C160.381 45.5329 160.157 45.7428 159.845 45.8478C159.535 45.9701 159.119 46.0227 158.601 46.0227V46.6174C160.311 46.5475 161.435 46.5124 161.953 46.5124C162.488 46.5124 163.525 46.5475 165.097 46.6174V46.0227C164.63 46.0227 164.268 45.9701 164.008 45.8478C163.75 45.7253 163.542 45.5154 163.421 45.2355C163.3 44.938 163.231 44.5357 163.231 44.011V37.7483C163.231 36.7863 163.404 35.9115 163.715 35.1244C164.043 34.3372 164.51 33.7249 165.097 33.2701C165.702 32.8153 166.376 32.5879 167.136 32.5879C167.774 32.5879 168.258 32.7279 168.587 33.0077C168.916 33.2876 169.14 33.6724 169.244 34.1273C169.347 34.5822 169.399 35.1594 169.399 35.8416V44.0284C169.399 44.5532 169.33 44.9555 169.209 45.2529C169.088 45.5504 168.898 45.7602 168.638 45.8652C168.38 45.9876 168.016 46.0402 167.55 46.0402V46.6349C169.122 46.565 170.159 46.53 170.677 46.53C171.213 46.53 172.319 46.565 174.029 46.6349V46.0402C173.493 46.0402 173.079 45.9876 172.785 45.8652C172.509 45.7602 172.284 45.5504 172.146 45.2529ZM187.66 35.0369C188.213 36.1915 188.489 37.626 188.489 39.3927C188.489 41.1421 188.213 42.594 187.66 43.731C187.107 44.8681 186.364 45.7078 185.414 46.2501C184.464 46.7923 183.376 47.0548 182.148 47.0548C180.922 47.0548 179.834 46.7923 178.884 46.2501C177.933 45.7078 177.191 44.8681 176.637 43.731C176.085 42.594 175.809 41.1421 175.809 39.3927C175.809 37.6434 176.085 36.1915 176.637 35.0369C177.191 33.8998 177.933 33.0426 178.884 32.5004C179.834 31.9581 180.922 31.6782 182.148 31.6782C183.376 31.6782 184.464 31.9581 185.414 32.5004C186.364 33.0426 187.107 33.8998 187.66 35.0369ZM185.777 39.3927C185.777 36.9612 185.448 35.1594 184.792 34.0048C184.136 32.8502 183.254 32.273 182.132 32.273C181.008 32.273 180.128 32.8502 179.471 34.0048C178.815 35.1594 178.486 36.9612 178.486 39.3927C178.486 41.8243 178.815 43.6085 179.471 44.7631C180.128 45.9177 181.008 46.4949 182.132 46.4949C183.254 46.4949 184.136 45.9177 184.792 44.7631C185.448 43.5911 185.777 41.8067 185.777 39.3927ZM212.279 45.2529C212.141 44.9555 212.071 44.5532 212.071 44.0284V36.4714C212.071 35.5442 212.002 34.792 211.864 34.1972C211.726 33.62 211.484 33.1302 211.156 32.7454C210.482 32.0455 209.515 31.6782 208.253 31.6782C207.251 31.6782 206.335 31.9406 205.523 32.4654C204.712 32.9902 204.055 33.8474 203.606 35.0369C203.502 34.0398 203.209 33.2701 202.742 32.7628C202.068 32.0631 201.102 31.6957 199.84 31.6957C198.872 31.6957 197.974 31.9756 197.162 32.5353C196.35 33.0952 195.711 33.9524 195.244 35.1069V31.7832C194.484 32.0455 193.517 32.168 192.341 32.168C191.771 32.168 191.185 32.1331 190.615 32.0806V32.6753C191.409 32.6753 191.961 32.8677 192.273 33.2701C192.583 33.6724 192.739 34.3022 192.739 35.1769V44.0284C192.739 44.5532 192.671 44.9555 192.531 45.2529C192.393 45.5504 192.169 45.7602 191.859 45.8652C191.547 45.9876 191.133 46.0402 190.615 46.0402V46.6349C192.325 46.565 193.447 46.53 193.966 46.53C194.501 46.53 195.538 46.565 197.11 46.6349V46.0402C196.644 46.0402 196.281 45.9876 196.022 45.8652C195.763 45.7428 195.573 45.5329 195.434 45.2529C195.313 44.9555 195.244 44.5532 195.244 44.0284V37.7483C195.244 36.8038 195.417 35.9291 195.745 35.1419C196.074 34.3547 196.523 33.7249 197.093 33.2701C197.663 32.8153 198.32 32.5879 199.028 32.5879C199.65 32.5879 200.116 32.7279 200.428 33.0077C200.738 33.2876 200.928 33.655 201.014 34.0923C201.102 34.5471 201.136 35.1244 201.136 35.8416V44.0284C201.136 44.5532 201.084 44.9555 200.962 45.2529C200.842 45.5504 200.652 45.7602 200.392 45.8652C200.134 45.9876 199.77 46.0402 199.304 46.0402V46.6349C200.86 46.565 201.913 46.53 202.448 46.53C202.967 46.53 204.09 46.565 205.783 46.6349V46.0402C205.265 46.0402 204.85 45.9876 204.539 45.8652C204.245 45.7428 204.021 45.5329 203.882 45.2529C203.744 44.9555 203.675 44.5532 203.675 44.0284V37.7134C203.675 36.7688 203.831 35.894 204.159 35.1244C204.487 34.3547 204.936 33.7249 205.507 33.2701C206.077 32.8153 206.715 32.5879 207.423 32.5879C208.063 32.5879 208.529 32.7279 208.841 33.0077C209.151 33.2876 209.341 33.655 209.429 34.0923C209.515 34.5471 209.549 35.1244 209.549 35.8416V44.0284C209.549 44.5532 209.481 44.9555 209.359 45.2529C209.239 45.5504 209.049 45.7602 208.789 45.8652C208.529 45.9876 208.167 46.0402 207.701 46.0402V46.6349C209.273 46.565 210.309 46.53 210.827 46.53C211.346 46.53 212.469 46.565 214.179 46.6349V46.0402C213.644 46.0402 213.229 45.9876 212.935 45.8652C212.642 45.7602 212.417 45.5504 212.279 45.2529ZM220.278 45.2529C220.14 44.9555 220.07 44.5532 220.07 44.0284V31.7657C219.31 32.028 218.342 32.1505 217.168 32.1505C216.598 32.1505 216.01 32.1156 215.44 32.0631V32.6578C216.234 32.6578 216.788 32.8502 217.098 33.2527C217.41 33.655 217.566 34.2847 217.566 35.1594V44.011C217.566 44.5357 217.496 44.938 217.358 45.2355C217.22 45.5329 216.996 45.7428 216.684 45.8478C216.374 45.9701 215.958 46.0227 215.44 46.0227V46.6174C217.15 46.5475 218.274 46.5124 218.826 46.5124C219.38 46.5124 220.502 46.5475 222.213 46.6174V46.0227C221.677 46.0227 221.262 45.9701 220.969 45.8478C220.64 45.7602 220.416 45.5504 220.278 45.2529ZM217.738 28.3721C218.014 28.5295 218.308 28.6169 218.636 28.6169C218.948 28.6169 219.258 28.547 219.518 28.3721C219.794 28.2146 220.018 27.9873 220.174 27.7073C220.33 27.4274 220.416 27.13 220.416 26.7976C220.416 26.4828 220.33 26.1679 220.174 25.9055C220.018 25.6257 219.794 25.4157 219.518 25.2407C219.241 25.0833 218.948 24.9959 218.636 24.9959C218.326 24.9959 218.014 25.0833 217.738 25.2407C217.462 25.4157 217.238 25.6257 217.082 25.9055C216.926 26.1854 216.84 26.4828 216.84 26.7976C216.84 27.1125 216.926 27.4274 217.082 27.7073C217.238 28.0047 217.462 28.2146 217.738 28.3721ZM232.216 39.6377C231.698 39.2003 231.006 38.693 230.142 38.1333C229.883 37.9583 229.434 37.6784 228.812 37.2761C228.19 36.8737 227.655 36.4714 227.223 36.034C226.791 35.5968 226.567 35.0544 226.567 34.3896C226.567 33.7074 226.773 33.1826 227.205 32.7978C227.637 32.413 228.19 32.2206 228.864 32.2206C230.022 32.2206 230.886 32.6229 231.49 33.4451C232.078 34.2498 232.474 35.2819 232.682 36.5238H233.304C233.304 34.2322 233.338 32.6404 233.408 31.7133H232.768C232.682 32.5353 232.474 32.9552 232.146 32.9552C232.026 32.9552 231.852 32.8852 231.662 32.7279C231.334 32.4654 230.902 32.2206 230.384 32.0106C229.866 31.8007 229.279 31.6957 228.622 31.6957C227.862 31.6957 227.171 31.8356 226.531 32.0981C225.909 32.3604 225.409 32.7803 225.045 33.3226C224.665 33.8648 224.493 34.5471 224.493 35.3518C224.493 36.0864 224.665 36.7337 224.995 37.2761C225.323 37.8184 225.737 38.2907 226.221 38.658C226.705 39.0428 227.413 39.5152 228.329 40.1099C229.089 40.5822 229.676 40.9846 230.09 41.317C230.505 41.6494 230.85 42.0167 231.11 42.419C231.369 42.8389 231.49 43.2937 231.49 43.801C231.49 44.4307 231.369 44.9555 231.127 45.3579C230.886 45.7602 230.574 46.0402 230.194 46.2326C229.814 46.4075 229.417 46.4949 229.019 46.4949C228.121 46.4949 227.413 46.285 226.895 45.8652C226.359 45.4453 225.979 44.8506 225.719 44.0984C225.461 43.3462 225.271 42.3841 225.133 41.212H224.493C224.493 43.906 224.459 45.7777 224.389 46.8624H225.029C225.133 46.1451 225.323 45.7952 225.599 45.7952C225.703 45.7952 225.789 45.8302 225.859 45.9002C226.255 46.2151 226.635 46.4774 226.999 46.6523C227.637 46.9148 228.38 47.0548 229.21 47.0548C230.073 47.0548 230.868 46.8973 231.594 46.5999C232.32 46.285 232.906 45.8476 233.338 45.2529C233.77 44.6581 233.996 43.9409 233.996 43.1013C233.996 42.3666 233.84 41.7193 233.512 41.1596C233.166 40.5822 232.734 40.0749 232.216 39.6377ZM244.914 43.0139C244.637 44.0984 244.292 44.8681 243.877 45.3403C243.463 45.8127 242.979 46.0402 242.391 46.0402C241.803 46.0402 241.355 45.8478 241.061 45.4803C240.767 45.113 240.611 44.4832 240.611 43.6435V32.6753H244.741V32.0981H240.611V27.3749C239.989 27.6198 239.143 27.7423 238.107 27.7772V32.0981H235.412V32.6578H238.107V42.1391C238.107 43.1713 238.193 43.9759 238.349 44.5707C238.504 45.183 238.798 45.6903 239.195 46.0926C239.506 46.4075 239.887 46.6523 240.283 46.8098C240.699 46.9672 241.217 47.0373 241.839 47.0373C243.808 47.0373 245.017 45.7253 245.467 43.1187L244.914 43.0139ZM88.1487 46.8624C85.3672 51.2531 80.5818 54.2269 75.1051 54.4544C65.6722 54.8217 57.8805 46.9323 58.2607 37.381C58.4853 31.4508 61.8369 26.3254 66.6915 23.6314C66.8988 23.509 67.0888 23.7889 66.9161 23.9463C63.1499 27.4274 61.094 32.7978 62.217 38.588C62.6834 41.0196 63.7372 43.2412 65.2058 45.113C65.655 44.2733 66.5361 43.2237 66.5533 41.8418C66.5879 37.9758 66.5879 34.1273 66.5706 30.2613C66.5706 29.614 66.7434 29.1593 67.2444 28.7394C70.0604 26.3953 72.8419 24.0163 75.658 21.6896C75.8653 21.5147 76.3491 21.4798 76.5909 21.6197C78.4912 22.7042 85.8855 25.2407 86.6975 25.3283C86.8357 25.3457 87.0776 25.5556 86.8012 25.8006C86.8012 25.8006 84.6071 28.0222 83.415 29.2467C83.2077 29.4566 82.9485 29.4041 82.7413 29.3342C81.5319 28.9143 79.6833 28.1446 78.0421 27.48V37.3985H79.2687V38.6406H77.9903V50.9382C81.8083 50.7458 85.2808 49.1539 87.8551 46.6349C88.0278 46.4425 88.2697 46.6524 88.1487 46.8624ZM73.5156 38.6055H71.2697C70.8378 40.4423 69.9049 41.9642 68.4364 43.3462C67.9527 43.801 66.7261 44.9905 66.1214 45.5853C65.9832 45.7253 65.9659 45.9526 66.0869 46.1101C66.1387 46.1625 66.1905 46.2151 66.2423 46.2675C66.3461 46.3725 66.4497 46.4774 66.5361 46.5649C66.7088 46.7399 66.8988 46.9148 67.0888 47.0722C67.1926 47.1596 67.2962 47.2472 67.3998 47.3346C67.5208 47.4396 67.6417 47.5446 67.7627 47.632C68.7992 48.4367 69.9913 49.1364 71.1833 49.6612C71.8744 49.9586 72.6 50.2034 73.3429 50.396C73.4293 50.3784 73.5156 50.291 73.5156 50.186V38.6055ZM73.533 25.9581C73.533 25.7655 73.3429 25.6781 73.1701 25.783C73.1701 25.783 72.8419 25.993 72.6691 26.0804C71.8053 26.6052 71.4771 27.4274 71.5117 28.4769L71.5462 35.8241C71.5635 36.3664 71.5289 36.8562 71.4599 37.3635H73.4984L73.533 25.9581ZM76.7291 38.6055H74.7595C74.7595 42.419 74.7595 46.2151 74.7423 49.6961C74.7423 50.396 74.8978 50.7107 75.5716 50.8332C75.9689 50.8682 76.3491 50.9033 76.7291 50.9208V38.6055ZM76.7291 26.9376C76.3491 26.7801 75.9862 26.6578 75.6752 26.5353C75.6062 26.5178 75.4334 26.4477 75.3642 26.4303C74.8805 26.2728 74.7423 26.5003 74.7423 26.7626C74.7423 26.9376 74.7423 27.095 74.7423 27.2525C74.7423 30.4187 74.7423 33.8648 74.7423 37.346H76.7118V26.9376H76.7291Z" fill="black"/> </svg>
Reddit Data DAO and everything to know about Gen AI model training
July 20, 2024
<svg width="268" height="77" viewBox="0 0 268 77" fill="none" xmlns="http://www.w3.org/2000/svg"> <g clip-path="url(#clip0_44_2471)"> <mask id="mask0_44_2471" style="mask-type:luminance" maskUnits="userSpaceOnUse" x="72" y="13" width="123" height="51"> <path d="M194.908 13.6745H72.8374V63.6057H194.908V13.6745Z" fill="white"/> </mask> <g mask="url(#mask0_44_2471)"> <path d="M163.307 53.3634H183.058L175.539 55.668V60.1489C175.539 60.9171 175.03 61.3012 174.266 61.3012C172.991 61.3012 170.825 61.1731 169.041 61.0452L169.805 63.4776C171.208 63.6057 172.737 63.6057 174.393 63.6057C177.069 63.6057 178.471 62.4534 178.471 60.277V57.0762L189.429 53.2354V51.1869H163.307V53.3634ZM187.007 42.609H166.747C166.365 42.609 166.111 42.8651 166.111 43.2491V48.7544C166.111 49.1385 166.365 49.3945 166.747 49.3945L187.007 49.5226C187.39 49.5226 187.645 49.2665 187.645 48.8824V43.2491C187.645 42.8651 187.39 42.609 187.007 42.609ZM184.969 47.346H168.914V44.6574H184.969V47.346ZM178.215 34.9273H175.539V38.6401H162.416V40.8166H191.468V38.6401H178.215V34.9273ZM132.599 51.8271L130.305 52.3392C130.687 53.8755 131.197 55.924 131.579 58.2285L133.872 57.7164C133.363 55.5399 132.981 53.6195 132.599 51.8271Z" fill="black"/> <path d="M140.753 44.1454L142.664 42.3529C141.009 40.3045 139.352 38.3841 137.568 36.4637L137.823 35.5674L135.529 34.7993C134 37.6159 132.089 40.1765 129.541 42.3529L130.687 44.6574C131.196 44.2733 131.706 43.7613 132.216 43.2491V44.7855H134.637V47.6022H130.305V49.7786H134.637V59.2527L129.667 60.0209L130.177 62.3254L141.645 60.533L141.9 58.2285L137.058 58.9967V49.7786H141.518V47.6022H137.058V44.7855H139.479V42.609H133.108C134.382 41.3287 135.401 39.9204 136.166 38.256C137.823 40.3045 139.352 42.225 140.753 44.1454Z" fill="black"/> <path d="M137.822 57.3324L140.116 57.9726C140.625 56.1801 141.263 54.3877 141.772 52.3392L139.478 51.8272C139.096 53.6196 138.459 55.54 137.822 57.3324ZM145.722 60.149V54.3877H156.553C156.936 54.3877 157.19 54.1317 157.19 53.7476V44.9136C157.19 44.5296 156.936 44.2734 156.553 44.2734H145.722V38.8962H158.592V36.5917H143.811C143.429 36.5917 143.174 36.8478 143.174 37.2319V61.8134C143.174 62.1975 143.429 62.4535 143.811 62.4535H158.847V60.149H145.722ZM145.722 46.3219H154.642V52.0832H145.722V46.3219ZM138.459 14.1868V15.8511C137.44 14.3147 135.656 13.4186 133.872 13.6746C129.412 13.6746 125.844 17.2595 125.972 21.7404V22.1245C125.972 26.7335 128.902 30.5744 133.872 30.5744C135.783 30.8304 137.567 29.9343 138.459 28.3979V30.0623H143.174V14.1868H138.459ZM138.587 22.1245C138.714 24.301 137.058 26.2214 134.891 26.3495C132.725 26.4775 130.814 24.8131 130.686 22.6367V22.1245C130.559 19.9481 132.215 18.0276 134.382 17.8996C136.548 17.7715 138.459 19.4359 138.587 21.6124V22.1245ZM154.132 13.6746C152.348 13.5466 150.692 14.4428 149.799 15.8511V14.1868H145.34V30.0623H150.055V21.4844C150.055 20.4601 150.055 18.1556 152.731 18.1556C155.279 18.1556 155.279 20.3321 155.279 21.4844V30.1903H159.994V20.2041C159.994 17.1314 158.974 15.8511 158.209 15.0829C157.062 14.1868 155.533 13.6746 154.132 13.6746ZM167.894 30.5744C169.55 30.7025 171.206 29.9343 171.971 28.3979V30.0623H176.431V14.1868H171.716V22.8927C171.716 25.4532 170.442 26.0934 169.04 26.0934C166.492 26.0934 166.492 24.0449 166.492 22.8927V14.1868H161.777V23.6609C161.523 25.4532 162.16 27.2457 163.306 28.5259C164.453 29.9343 166.11 30.7025 167.894 30.5744ZM194.907 22.3805C195.035 17.6435 191.34 13.8027 186.752 13.6746H186.497C181.783 13.9306 178.215 17.8996 178.469 22.5086C178.725 26.9896 182.165 30.4463 186.625 30.5744C188.282 30.5744 189.811 30.0623 191.084 29.1661C192.486 28.1418 193.633 26.7335 194.27 25.0691H189.428C188.791 25.9654 187.644 26.6055 186.625 26.6055C184.841 26.7335 183.184 25.4532 182.93 23.6609H194.78C194.907 23.2768 194.907 22.7646 194.907 22.3805ZM182.93 20.3321C183.439 18.2836 185.606 17.1314 187.517 17.7715C188.791 18.1556 189.683 19.0518 190.065 20.3321H182.93Z" fill="black"/> <path d="M103.928 62.8376H99.3408C99.3408 50.6748 109.152 40.8167 121.258 40.8167V45.4257C111.701 45.4257 103.928 53.2355 103.928 62.8376Z" fill="#FFB43E"/> <path d="M93.9895 62.8375H89.4023C89.4023 45.1696 103.674 30.8303 121.258 30.7024V35.4394C106.222 35.4394 93.9895 47.7301 93.9895 62.8375Z" fill="#E03F19"/> <path d="M77.1698 62.8376H72.8374C72.8374 35.9516 94.4992 14.1867 121.258 14.1867V18.5397C96.9202 18.6677 77.2972 38.3841 77.1698 62.8376Z" fill="#54B5C6"/> </g> </g> <defs> <clipPath id="clip0_44_2471"> <rect width="122" height="76" fill="white" transform="translate(73)"/> </clipPath> </defs> </svg>
Vana, the driving force behind the first data DAO in the AI era
June 6, 2024
<svg width="268" height="77" viewBox="0 0 268 77" fill="none" xmlns="http://www.w3.org/2000/svg"> <path d="M216.391 38.5557L214.872 38.969C213.411 34.009 210.966 31.8659 207.512 31.8659C205.086 31.8659 203.379 33.4644 203.379 35.9992C203.379 38.4255 205.392 39.7192 210.798 41.9181C215.789 43.7533 217.861 46.0019 217.861 49.9285C217.861 55.9064 213.166 59.6553 205.461 59.6553C201.741 59.6553 197.55 58.8266 195.181 57.88L194.886 49.5741L196.346 49.2786C198.537 54.9619 201.337 57.1112 204.988 57.1112C208.145 57.1112 209.803 54.9206 209.803 52.672C209.803 50.4235 208.522 49.1205 203.589 47.3452C198.893 45.7952 195.677 43.7936 195.677 38.8026C195.677 33.8902 199.997 29.7269 207.357 29.7269C210.829 29.7269 213.986 30.319 216.058 31.2769L216.391 38.5557ZM184.605 41.1597C184.783 37.2537 183.993 31.6117 180.778 31.6117C177.471 31.6117 175.668 36.8796 175.609 41.3973L184.605 41.1597ZM181.567 29.7165C189.656 29.7165 193.554 35.6355 193.622 43.4082H175.431C175.372 50.2933 179.022 55.5023 185.847 55.5023C188.826 55.5023 190.543 54.6736 192.357 53.3716L193.205 54.3181C191.193 57.041 187.049 59.645 181.525 59.645C172.646 59.645 166.49 53.5483 166.49 44.9468C166.469 37.1731 171.522 29.7155 181.563 29.7155M155.327 44.1202C155.149 37.9646 152.9 33.0914 148.579 33.0914C147.553 33.0914 146.764 33.2691 145.541 33.6835L145.897 57.3396C146.331 57.5173 147.357 57.6351 148.087 57.6351C152.29 57.6351 155.328 51.6966 155.328 44.1191M164.345 43.6459C164.345 53.3726 158.189 59.646 147.791 59.646C144.07 59.646 140.233 59.0539 136.899 58.2851C137.194 54.3791 137.194 30.1784 136.899 25.6318C136.603 23.2551 135.932 22.1391 134.109 21.9118L132.885 21.7929V20.7079L145.718 18.3333C145.659 20.3452 145.54 25.6328 145.54 31.8493C147.79 30.7251 149.859 30.0741 152.663 30.0741C159.352 30.0741 164.343 35.7574 164.343 43.6479M131.652 38.3593C127.686 35.7553 123.424 36.8796 122.576 38.3593C122.201 42.906 122.28 49.9327 122.635 53.5318C122.812 55.9084 123.482 56.9056 125.318 57.0833L127.745 57.321V58.871H109.613V57.321L111.014 57.0833C112.77 56.9056 113.39 55.8991 113.5 53.5318C113.934 49.6847 114.053 41.6154 113.5 37.1762C113.381 34.6311 112.77 33.6835 111.014 33.4562L109.613 33.2784V32.2141L122.575 29.7279L122.397 36.3567C125.435 29.4913 131.473 28.6625 134.747 30.4977L131.652 38.3593ZM89.1144 44.7123C89.1144 51.9528 91.0777 57.8718 95.0044 57.8718C99.2659 57.8718 100.489 52.0717 100.489 44.7123C100.489 37.3529 98.6045 31.6117 94.5983 31.6117C90.3172 31.6117 89.1144 37.2351 89.1144 44.7123ZM109.672 44.5934C109.672 52.8994 104.187 59.647 94.4009 59.647C84.7734 59.647 79.9198 53.2352 79.9198 44.829C79.9198 36.583 85.4047 29.7165 95.1904 29.7165C104.818 29.7165 109.672 36.1687 109.672 44.5934ZM84.4778 30.32L82.4659 30.9121C80.7692 25.0924 77.7704 21.7774 72.6007 21.7774H65.853C65.4779 25.6442 65.3002 31.622 65.4779 38.0731L69.976 37.8354C73.014 37.8354 74.2954 35.6448 75.027 32.4497H76.7237V45.9037H75.027C74.2974 42.6487 73.0151 40.427 69.976 40.2617L65.4779 40.2028C65.4779 44.9975 65.5368 49.0895 65.853 51.587C66.1485 55.1386 67.1344 56.7558 69.7384 57.0916L72.1853 57.3293V58.8793H50.1484V57.3293L51.9836 57.0916C54.5287 56.7361 55.5744 55.1283 55.8689 51.587C56.3618 45.7869 56.4807 33.3962 55.8689 26.5111C55.5734 22.8428 54.5277 21.362 51.9836 21.0655L50.1484 20.7699V19.1703H84.42L84.4778 30.32Z" fill="black"/> </svg>
100 Million Users Control Their Own Data
May 8, 2024
<svg width="268" height="77" viewBox="0 0 268 77" fill="none" xmlns="http://www.w3.org/2000/svg"> <g clip-path="url(#clip0_44_2501)"> <mask id="mask0_44_2501" style="mask-type:luminance" maskUnits="userSpaceOnUse" x="80" y="12" width="108" height="54"> <path d="M188 12H80V66H188V12Z" fill="white"/> </mask> <g mask="url(#mask0_44_2501)"> <mask id="mask1_44_2501" style="mask-type:luminance" maskUnits="userSpaceOnUse" x="80" y="12" width="108" height="54"> <path d="M188 12H80V66H188V12Z" fill="white"/> </mask> <g mask="url(#mask1_44_2501)"> <path d="M134 12V30H116V66H98V30H80V12H134Z" fill="#0A9E01"/> <path d="M188 12H152V30H188V12Z" fill="#0A9E01"/> <path d="M188 48V66H134V30H152V48H188Z" fill="#0A9E01"/> </g> </g> </g> <defs> <clipPath id="clip0_44_2501"> <rect width="108" height="54" fill="white" transform="translate(80 12)"/> </clipPath> </defs> </svg>
Vana plans to let users rent out their Reddit data to train AI
April 13, 2024
<svg width="268" height="77" viewBox="0 0 268 77" fill="none" xmlns="http://www.w3.org/2000/svg"> <g clip-path="url(#clip0_44_2517)"> <mask id="mask0_44_2517" style="mask-type:luminance" maskUnits="userSpaceOnUse" x="97" y="8" width="74" height="62"> <path d="M170.246 8H97.7539V70H170.246V8Z" fill="white"/> </mask> <g mask="url(#mask0_44_2517)"> <path d="M98.5366 58.3153C98.1794 58.3153 97.949 57.9371 98.1129 57.6196L123.563 8.33944C123.74 7.99614 124.231 7.99512 124.409 8.33767L149.308 56.06C149.488 56.4044 149.982 56.4005 150.156 56.0538L166.288 24.0186C166.455 23.6865 166.921 23.665 167.118 23.9803L170.105 28.7585C170.192 28.8989 170.201 29.0751 170.127 29.2235L150.16 69.39C149.986 69.741 149.486 69.7434 149.308 69.3942L124.415 20.5297C124.237 20.1804 123.737 20.183 123.563 20.5342L108.111 51.6649C107.954 51.9819 108.184 52.3538 108.538 52.3538H132.315C132.659 52.3538 132.89 52.7076 132.751 53.0229L130.548 58.0306C130.472 58.2037 130.301 58.3153 130.112 58.3153H98.5366Z" fill="black"/> </g> </g> <defs> <clipPath id="clip0_44_2517"> <rect width="73.625" height="62" fill="white" transform="translate(97.1875 8)"/> </clipPath> </defs> </svg>
Vana is championing 'user-owned AI' for the masses 🌏
April 5, 2024
<svg width="268" height="77" viewBox="0 0 268 77" fill="none" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink"> <g clip-path="url(#clip0_44_2537)"> <path d="M220 17H48V61H220V17Z" fill="url(#pattern0_44_2537)"/> </g> <defs> <pattern id="pattern0_44_2537" patternContentUnits="objectBoundingBox" width="1" height="1"> <use xlink:href="#image0_44_2537" transform="matrix(0.000526366 0 0 0.00205761 -0.00531151 0)"/> </pattern> <clipPath id="clip0_44_2537"> <rect width="172" height="44" fill="white" transform="translate(48 17)"/> </clipPath> <image id="image0_44_2537" width="1920" height="486" xlink:href="data:image/png;base64,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"/> </defs> </svg>
Decentralizers look to break giants' hold over AI
April 2, 2024
<svg width="268" height="77" viewBox="0 0 268 77" fill="none" xmlns="http://www.w3.org/2000/svg"> <path fill-rule="evenodd" clip-rule="evenodd" d="M133.028 13.8505C132.789 14.2366 133.019 14.8636 133.538 15.2436C134.351 15.8377 134.406 16.863 133.934 22.6225C132.501 40.1147 132.489 41.3498 133.755 41.1088C135.03 40.8661 135.28 39.2205 136.17 25.2147C136.42 21.2849 136.847 18.2066 137.118 18.375C137.39 18.5427 138.981 21.5179 140.654 24.986C143.888 31.6915 147.065 35.7152 149.123 35.7152C151.126 35.7152 152.746 33.0114 153.426 28.5333C154.982 18.2993 155.162 15.4784 154.282 15.1405C152.792 14.5684 152.33 15.8023 151.705 22.0132C150.812 30.9066 150.446 32.7126 149.463 33.0895C148.305 33.5335 147.528 32.4387 143.341 24.4718C138.654 15.551 134.574 11.3492 133.028 13.8505ZM180.76 16.9191C179.621 18.7025 177.66 22.2206 176.403 24.7365C175.146 27.2525 172.187 32.6784 169.827 36.7936C167.467 40.9094 165.702 44.4427 165.905 44.6458C166.81 45.5516 168.265 43.9603 170.963 39.1156C172.56 36.2483 174.571 33.2633 175.433 32.482C176.971 31.0883 183.82 28.6083 184.434 29.2225C184.606 29.3939 184.307 31.2859 183.77 33.4262C182.528 38.3776 182.544 38.7649 183.978 38.7649C185.635 38.7649 185.974 37.961 186.189 33.5152C186.293 31.3738 186.563 29.3226 186.789 28.9566C187.038 28.5547 188.662 28.3717 190.886 28.4955C193.235 28.6266 194.656 28.4528 194.806 28.0161C195.098 27.1695 193.048 26.5858 189.744 26.5748L187.24 26.5663L186.897 22.026C186.253 13.5114 184.087 11.7097 180.76 16.9191ZM82.9507 19.0892C81.9517 20.4682 80.0829 23.9564 78.7977 26.8402C76.882 31.1396 76.1775 32.1417 74.8863 32.4052C70.9602 33.2066 69.7305 33.6512 69.4969 34.3521C69.3195 34.8839 70.1569 35.1053 72.3453 35.1053H75.445L73.3816 38.0025C70.7967 41.6322 67.314 48.5231 67.8117 49.0214C68.7168 49.926 70.4582 47.6436 73.8158 41.1534C75.7975 37.3236 77.5468 34.0532 77.7029 33.8855C77.8591 33.7177 80.7562 33.4433 84.1401 33.2755C90.387 32.9657 92.623 31.966 88.8982 31.1481C87.1233 30.7583 87.0543 30.629 87.4148 28.3747C87.9552 24.9951 87.1385 19.5094 85.8595 17.9297L84.7671 16.5812L82.9507 19.0892ZM182.646 17.8547C181.379 19.2545 177.049 28.343 177.455 28.7499C177.624 28.9188 179.238 28.548 181.041 27.9264L184.319 26.795L184.5 22.7122C184.599 20.4664 184.445 18.2085 184.158 17.6949C183.698 16.8745 183.515 16.8941 182.646 17.8547ZM99.256 18.3054C98.2892 19.4704 98.9553 20.467 100.7 20.467C101.467 20.467 102.617 21.0483 103.256 21.7595C104.265 22.8805 104.402 23.9107 104.295 29.536C104.218 33.5524 103.697 37.9933 102.927 41.2046C101.585 46.7964 101.294 51.5734 102.296 51.5734C102.639 51.5734 103.184 50.9555 103.507 50.201C104.445 48.0102 106.548 37.0058 106.614 33.941C106.648 32.4009 106.873 30.4546 107.116 29.616C107.531 28.1808 107.656 28.2833 109.228 31.3481C110.147 33.1395 112.027 35.8299 113.406 37.3261C116.405 40.5794 118.727 40.7825 120.814 37.9738C121.923 36.4813 122.112 35.2035 122.316 27.7575L122.55 19.2472H120.956H119.362V28.0167C119.362 35.159 119.188 36.9302 118.425 37.5633C116.993 38.7509 114.72 36.1946 110.515 28.6706C105.123 19.0209 101.461 15.6492 99.256 18.3054ZM82.1786 25.3019C81.1746 27.2903 80.0731 29.0908 79.7297 29.3024C79.3869 29.5147 79.1064 30.1191 79.1064 30.6461C79.1064 31.4226 79.6327 31.5452 81.8809 31.2914C83.4076 31.1194 84.7738 30.8608 84.9178 30.7169C85.6857 29.949 85.399 21.6869 84.6043 21.6869C84.2737 21.6869 83.1819 23.3136 82.1786 25.3019ZM84.5786 36.0659C84.2499 36.929 83.4643 40.5178 82.8324 44.0402C81.8401 49.5746 81.8041 50.4908 82.5708 50.7847C84.0224 51.3422 84.467 50.3419 85.4734 44.2542C86.0004 41.0674 86.5798 37.5682 86.761 36.4776C87.0165 34.9431 86.8744 34.4954 86.1334 34.4954C85.6064 34.4954 84.9068 35.2023 84.5786 36.0659ZM192.858 49.79C188.833 50.0528 179.089 50.9683 171.206 51.8247C156.978 53.3702 131.879 55.8228 117.837 57.039C113.811 57.3878 102.146 58.2271 91.9149 58.9041C70.9614 60.2911 56.1224 61.6897 52.7269 62.5978C49.3406 63.503 49.7877 64.6374 53.3369 64.1477C58.2175 63.4737 75.1729 62.0398 86.4255 61.3487C108.837 59.9727 150.331 56.279 175.475 53.4215C186.785 52.1363 204.089 50.9635 211.742 50.9635C214.272 50.9635 216.34 50.7299 216.34 50.4438C216.34 49.266 205.51 48.9647 192.858 49.79Z" fill="black"/> </svg>
User-Owned Foundation Models (2024 Update)
February 28, 2024