masalla-colors/masalla-green/devices/256x256/system.svg

<svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="256px" height="256px" viewBox="0 0 256 256" version="1.1">
<defs>
<radialGradient id="radial0" gradientUnits="userSpaceOnUse" cx="232.6875" cy="567.99915" fx="232.6875" fy="567.99915" r="347.37018" gradientTransform="matrix(0.285477,-0.0764933,0.0764933,0.285477,18.125002,-16.351611)">
<stop offset="0" style="stop-color:rgb(50.196078%,89.803922%,100%);stop-opacity:1;"/>
<stop offset="1" style="stop-color:rgb(16.470588%,49.803922%,100%);stop-opacity:1;"/>
</radialGradient>
<image id="image6" width="256" height="256" xlink:href="data:image/png;base64,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"/>
<image id="image10" width="256" height="256" xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAQAAAAEACAYAAABccqhmAAAABmJLR0QA/wD/AP+gvaeTAAAHyUlEQVR4nO3cTU8cVxaA4XNuVXfzYQLGxklmsomUHcusvOP/R2wi8Q8iZUQbJ9D+orur7iz4CDDGwcTQ4HkeCWEkFoXkPv3e21U3AgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAC+tFz0BcAN5IXvGRH19Od64d/cggHAQ5YRkTs7O+W3335rtra2ytu3b8tgMKhra2v9eDzu9/b2uojowyC4lWbRFwCf0Pz000+D5eXlpbZtV0aj0erq6upKRCz1fT/o+778+OOP8e2338bvv/8eYQh8tnbRFwDXKDs7O4OIWIqIJ4PB4Enbtsu11nZtba3vuu79ysrKm6Zp3hwdHb2Pkxd/v9ArfoQUAA9Rbm9vD1ZXV5fbtv2maZpnbdu+KKW8yMzNzHxSShmUUqKUMj86Ouo2Nze78XhsAHwmBcCDs7Oz00TEsJSy2jTN08z89vRro+/7JjM/9H0/qrV20+n0/dra2oeDg4PjuLxByA2URV8AXFGOj48HXdctl1K+ycznEfFdZv47M/9VSvkuM581TfNNZq40TTNsmqb5/vvvbWjfggLgIcnt7e12NBqN2rZdy8zNiHiRmd9l5ovMfFJrndda5xExKKVk13XRNI13/VsyAHgwrqT/RkQ8P133b9VaN2qtw8x8m5ldRBz3fX88m81mpZRuY2PD+v8WLAF4KC6lf631WSnlRa11KyI2ImI5M2ut9X2tddL3/VGtddI0zfvhcDjb3993L8AtKAAegv9J/7Ztt2qtW6WUpxGxcvp77zLzz1rrq77vD+bz+WHXde/m8/l0d3e3CwPgsxkALNzH0j8itjLzWa11LTObiPjQ9/1hRIwzcxwRr6fT6eTw8PD9r7/+Og/3ANyKJQCLdin9I2KzaZqtzNzKzPWIGGbmPDOPIuJVZu7XWl8dHx8fjkajd13XzSKiW+yf8HgpABbpPP2Hw+GTiHjaNM1WRGxFxHn6933/LjNfZ+Z+13Xj6XT6R0S8mc/nx3t7e/OQ/rdmALAwV9O/1vo8Tj72O0//zHxfa/2j7/vz9J/P50fS/8uwBGBRLqV/3/dXd/2HmTmPiEmtVfrfEQXAIlyb/pl5nv611rcR8Tozx9L/bhgA3Ltr0v981z8iztL/z1rruJSyH9L/TlgCcN8+mv5xsvH30fTv+/5A+t8NBcB9+p/0z8zzXf/MXK61Sv97ZABwb87SfzAYrJylfynlavp/kP73xxKA+3Ke/pn5sfQfRYT0v2cKgPtwNf03r0n/dyH975UBwJ2T/g+XJQB3Tfo/YAqAu/TJ9I+/bviR/gtiAHBnbpj+bvhZIEsA7srfpv+FG34OImIs/e+fAuAu3Cj9zx7zjYhx13Xj2Wwm/e+ZAcAXd5P0j4izXf9XmbmfmQfT6XQymUyk/z2yBOBLu5T+tdbNC4d8nKf/2Qk/EXH+mO9gMJD+90wB8CVdSv/TAz23Tp/xP7/h57r0j4gP0v9+GQB8MRfTv23b9bP0j4hLN/z0fX+e/rXW19J/cSwB+FKu3fXPzI3MHMZJ2k/iQvrPZrM/pf/iKAC+hE+l/2ZmXjrhJ6T/g2EA8I/dJP3jr3P9pf8DYgnAPyX9HzEFwD8h/R85A4Bbk/6PnyUAtyX9vwIKgNuQ/l8JA4DPdjH9a63rmSn9HylLAD7XpfRvmuZZrfVFnBTAWfrPQ/o/CgqAz3Ge/n3fn6f/6bv/01LKysXDPUP6P3gGADd2Mf0jYj0zn8fJO/+zzLz6mO9Y+j98lgDc1EfTv5SyVUpZj8uHex5ExFj6P3wKgJv4ZPpn5qr0f5wMAG6iiYjhbDZbWVlZkf5fEQOAv1Nevnw5GI1GSxFxnv6np/xI/0fOAOBTztM/Ip4sLS09zcznpwd8Sv+vgAHAp5SmaQZd1y0Ph8Nvaq2bpZTnEbEZEdL/K+BTAK6TP//8cymlDDJzqZSyVkrZyMz1zFyNiLbWOouIo4vn+kv/x8UA4FqHh4dlOBw2TdMMm6ZZqrUu1VqHEZG11mmcvvgzcz9OBsAfEfHm+PjYuf6PhCUA1/rhhx8yIvLs51JKV2udllLe1Frf11qPIuI/Xdft933/OiKOIuLDaDSahfR/FJpFXwAPVrZt26ysrLRt244iYqmUMoqIkpmzWuskIl7VWv8TEfvT6fSg7/vJeDz+8Msvv8wXe+nclALgOnV9fb2vtc7jZKPvqO/7YSll3vf9qNbanw6B17PZ7KBpmknXdXb9H5n8+1/h/1jz8uXLYUQsr66uPmmaZu30Wf+21tp1Xfd+Pp9PIuLNZDJ5t7u7O42TewJ4JBQAn9KPRqPZZDLJ0WjUz+fz6XA4PJrP56Vt234+n88i4sNkMpnu7u7a9X+EFAB/JyOi2d7eLktLS+3a2lqZzWY5GAzq8fFxd3R01O3t7XVxsukn/R8ZA4CbOPt/cvVj4xp/vei9+AEAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAC44r9DSvlD8Dn13wAAAABJRU5ErkJggg=="/>
<image id="image14" width="256" height="256" xlink:href="data:image/png;base64,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"/>
<image id="image18" width="256" height="256" xlink:href="data:image/png;base64,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"/>
<image id="image22" width="256" height="256" xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAQAAAAEACAYAAABccqhmAAAABmJLR0QA/wD/AP+gvaeTAAAZHUlEQVR4nO3dS3PbSJYF4HMTAMGnJIuW3zPRUe2dllrVTj/du16pFx3BXcVMx1TbskuWLJLiC0DmnQUSECjLtmxLJEyeL8LhCleVxJDBy8w8NzMBIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiIiorWTdb+AX9jNn52u5VUQ/QSz7hfwCxLkP7fg6OgoBBACCPyfsaDSL4UP7PcRAOb169dhu90Oe72eAYDxeOystelgMLAAHDgaoF9EsO4X8IsJjo+Po52dnVaj0egaY9rGmGav1wsAoNVq6cXFBQsA/TJYAO7OvH79Omq32+0wDHfDMNxvNpt7QRC0AYTOOe12u/bPP/8sRgFEtccCcDdydHQUNpvNVqfT2W00Gk9E5BmAxyLSRf5zzIIgSMIwTP0ogKj2wnW/gF+ESdO08fTp044xpq+qL8IwfK6qHQALAHEYhoskSSbtdnsGIAWnAfQLYAH4NvP69etwf3+/5ZzbC8PwKYD/UtVXxpgOgIn/70ZBEHza398fIy8KHAVQ7XEK8HVydHQUdrvdZqfT2TPGPA/D8G8AfhOR/wbQB9AQkURExqo6iuN4EsdxcnZ2Ztf70om+jSOArzMAor29vY6q7odh+ExVXwF4BeCFiDQANAAMVXUniqI2gLjZbIbgNIB+ASwAXyavX78O9/b2WtbaYuj/EsArEXkuIo8BBJrbNcbsWGu7IhKHYRgiLx4cBVCtcQpwOzk+Pg6iKGp1Op09ESmG/n8Xkb8h//R/pKqxiFjk6wBDEflkrR22Wq3J3t5eenp6ynUAqjW2At/OjMfjRqPR6Kjqvo/8XorICxF5AmAPQAdAC0AbQBdAT0S6ItIOgqBxfn4egJ2WVHOcAnyuHPoHQbAbBMETVX2JfN7/zBeEDoBYRKyqNgF0RKQHoIe8MMQ7OztFAeA6ANUWC8AyOT4+DmazWWyt7UVR9FhVXxhjXonIc1V97N/oTVUNAYiINFS17ZzrichOEAQd51xzf38/AuNAqjlOAZaVQ/84jsuhP4AXqloM/VsiEoqIEREDIBKRlh/+95xzvSzL2tba6PDwkD9fqjWOAK4tDf0BPBGRlyLyCsBzEdlHPrxvqGqx9dcACFW1qapdVe2JSE9E2lEUNTgNoLpjAch9NvQXkRe+2++5qj4GsAMgxvXefyB/c4cAGsaYtnOuB6AXhmHHWts0xjAOpFrjEDV369BfRF6q6lMR2UU+9I9Q+ZmJiAAwviGo5T/9e6rajaKo6ZyLjo6O+DOm2uLDWRn6t1qtcuiPvOHnmR/6d7E89L/+n/O1gFBVWz4d6CGPBNtxHDMOpFrb9imAHB8fB2maNoqhvzHmOfJP/+cAHiN/Qy8N/f0nP1QV/s9CEYlVtWOM6alqz/8z40CqtW0fAZjFYhFFUdRptVqPjDFFu+9LEXkiInsA2jeH/jcI8uLQEJF2sRDonOuqatMY87X/l2ittvnBlMPDw2BnZ6fVbDZ3fcz3EsArY8yzyqp/VB36F5/+5RcRQREHIl8H6ALYMcZ0wzBs9Xo9xoFUW9s6BSiG/nGapr04jh/7If9L3/BzICI7AJrIh/eiqre9+aU6DfBdgUVbMONAqr1t/WSSYugfBMEjY8xTn/m/BPDUD/3LVX9V/dYingAIfBrQhi8AADrGmLgSBxLVyjY+lHJ4eBgCaAVBsBOG4RMAL1X1lR8F7PujvhpfG/ovfcH83wXIzwZo+2lAzxjTtda2GAdSXW3bFKAc+sdx3AuC4LGqLq3632Xof+sXFjHOuUhEms65LoAdEekZY9pxHDdOT08DABk4DaAa2boCsFgsona73TbGPPKLfcWq/1P4Xn9VjUTkLkP/z9YBkO8SLPsBjDFtVWUcSLW0TcPScugPYDeKogMReYF8m+9zVd1X1S7yOO9OQ/+bXx+VOBDXBaArInEURVwHoNrZlgdSAAR7e3txp9PpVob+r/whH49FZEdEyqE/kEd8d/4GPg5U1QbyUcRSHNhutxuMA6lutmUKIL///nvUbDbbQRA8EpFy1V9Vn6rqI9/Ec3Pof6cKUJ0G+LbgZrEQCN8WzDiQ6mgbPpHk8PAwDIKgCWAXwIExphj6PxOR4oSfHx36L30v3IgDAfScc13GgVRHm/4wCoDg4OCgYYzpRlHUD4LgOa6P9T4AsOMbeH5o6L/0zZbjwKVpAONAqqNNnwLI77//HjUajbYx5pFf6S9X/VV1qdf/e4f+t35DHwfiui24V1kHiBgHUp1s8qdROfRX1V1VfVIM/SU/13/fv0EbyD+1f2boX6wDiG8eCkWkjAOLrkARqcaBRGu3qQVAAJhi6B+GYb+41cdHf49Vdccv1oW43zfkUlcg/DpAEAQdVW0yDqQ62dSLQczx8XGj0Wh0ReQgDMNXAP6O6zv9niD/ZC72+f/Up3/V9VEBakVkoapXIjIUkU8iMgyCYNLpdHh3INXCJn4SyeHhYZhlWUtVd6MoOlDVFz72ey4ifT/0f4g3v/h1BONHFmUc+IXdgURrtWkFYGnor6p9AM+NMa8AvABw8IBD/5uvI0ReZMppgKp2/CEhnAZQLWzaQyjHx8dRo9FoNxqNvSAInha9/gCKXv/qCT/39um/9CJu7A5EfkbAji9KTREJGQdSHWzUQ3h0dBSEYRgHQdAzxhwEQfDcGPNSVYuhf/V8vwd58xd8U1GIfGdhGQcWuwN5WCjVwSb1AUij0QgXi0XbGLNnjHni5/7PjTEHqrqLfE7+kEP/z3YH+v0FXVUt24JvxIHsB6C12aQRgHHORXEct4wxe36DzxPf7bcr+fVdDzr0v0H8/YENAG1fAHaCIOhwdyDVxcY8gEdHR8YYE/pFtq7kx3o9Qn6jTwcrGvoXKrsDl7oCJT8xmIeFUi1sygMow+HQxHFswjCMkB/K0ULej9/0b8KVzbm/FAeKvzWIcSDVxaYUgCW+JVeMMYL8/bi0yeehP/0ryjjQnzPYA7AThmFHROI4jqv3DBKt3MY8fHEc62KxcEmSZKqaAEhUNUV+MafDGhbbKnFgJCKtYiGw2B2YZRl3B9JabcrDpwcHB845lzUajYUxZgZgAmAKYO4LgfOr8yvl48BIVVuo9AMEQdBqt9vRcDj87L5BolXZlAKAN2/e6Gw2s9baJMuyqYhcAbgCMBWRBPlIYGUV4LbdgcjvCeghnwp0AMTtdvtBY0mir9mYAgDAjUYjq6oL5J/+Y+fcGMDE/1kmIi5/X650KLAUB8KPAm7sDmQBoLXYpAKAfr9vF4tFYq2dOeeuAIyQjwLmADJVdat+TTcPC0V+RFhPVbuVOHBTd2VSzW1SAdCTkxOnqlkQBEUBGMNPAwAkAOwqP/2/EAd24C8NKeLAg4MDrgPQWmxSAQAA55zLVHWRZdlEVcfIi8AUwALrO4pLUFkHgG8IKuJA5FHhpv1d0C9g0x46HY1GNk3TxDk3NcaMAYxV9Qp5GpABWPk6QBEH+mlA229KKqYBTcaBtC4b99ANBgM3Ho9TY8zNdYCZiKSqurY4UEQYB1KtbFwBAODSNM1EZG6tnQAYi0gxDahNHIjKYaFgHEhrsokFQKtxYLEOoKq1igP9voAdAIwDaW02sgD0+307nU5T59zUF4CRXwcopwGrflG3xIFdya8P76pqc29vL2QcSKu2iQUAJycnzhiTisjcOXelqmPfGThDTeJA+FOCfBFoh2HIOJBWbiMLAHwcKCJzEZmIyAh5HDhBHgeudB2goowDRaRTpAHFISHI40AWAFqZTS0AZRyoqjenAYtic9Ca4sClrkDkdxOWceDx8fGm/p1QDW3sw1bEgVmWzW5OA+oSB/rLQ3v+BKN2u92O/vOf/3AdgFZmYwsAbsSBxTRAVesSBzar0wARaQOId3d3eUoQrcwmF4AvxoHwbcHrigPx+d2BO/6osDgMQ7YF08ps8oNWxoE3pwGqOl9jHFiuA/hTgso40Frb6na7bAumldnoB62IAyu7A4s0YF27A4vfjYiEqrp0WnAQBK0wDBu9Xo/TAFqJjS4A8HGgc648JMT/mvpzA1cdB36xLdj/YhxIK7XpBaCMA0VkoqrjYhogInOsdx2giAPbuG4IYhxIK7XxD9lgMHDT6TQp1gFwvT14BmAtcWDRFuxvKmohvzpsR0TK3YGMA2kVNr4AwMeBqroQkQmAkYjUKQ6M4fcF+A1CnSAIGowDaRW2oQDoaDSyxTqAqo6dc2M/JViIyLrjwBiVOBB+ezDjQFqFbXjAtDgs1LcFl9MAEZmp6roOCxXkP//i0pCyK5BxIK3KVjxgRRyYpunctwOX24N9GuDWFQcivzSkWcSB8F2BcRxH5+fnnAbQg9qKAgAfBwKYVw8Ldc6t67DQ6jpAUMSBxToA/DSAl4fSQ9uWAlDGgai0Bfs4sC5twS3nXHl3YJZlrf39/Qjb83dEa7A1D9dgMHBBEKRBEMyMMVe+J+BKVdceB8KvA/hpQLE9uGWtjQ4PD7fm74hWb5seLndxcZEaY+bOuasgCEb+2PBaxIGq2lTVrqr2iktDgiCIm80muwLpwWxTAdDRaGSRHwgyLeJA+LsD1xwHhgAaxpgiDuyFYdgxxjAOpAe1TQ+W9vt9a61NfBPQ2K8FXInIfN1xoIgUpwWX04AwDFvGmJBxID2UrXqwTk5O3OXlZfXuwCIOLDYHrTQOLFR2BzbhuwKRLwa24jhuMA6kh7JVBQCAy7Ism81miyzLyt2BPg5MsOI4sLoOoKrl7kBjTBkHGmMYB9KD2bYCoPP5PEuSJFHVqYiM/a867A4sTwlyzvVEpOec66pqk3EgPZSte6gGg4FrNBqJMWbmh/+jusaBxphuGIaMA+nBbOND5c7OzrIiDoRvCELl0hCsNw787O7AKIoanAbQQ9jGAqCTySS7eVio/+cFAFtMA7Di9mDkcWCsqmUBCMOwA6BpjGEcSPduGx8o7ff7NsuyMg7E9e7AOfw0AABWORWoxoE3uwKjKGo657g7kO7dVj5QJycn7urqqrw7EPkhIeU6ANYYB2p+g3C5PVhEulmWtRkH0kPYygIAHwcaY+ZYngYUuwPXtg4g+eWh5d2B/hfjQHoQ21oAdDgcWmtt4o8JK7sC/TrAWuNAPw0oTwkqLg+NoojrAHSvtvZhevXqlZ1Op6m1duZPCh4hbwueqera4kD4U4JQmQYUcWC73W4wDqT7tLUP05s3b1wYhuXuwOo0QEQSAA5rmAYg/zsJi1OCqoeFMg6k+7a1BQD5mztT1cWNNGBycxqA1ceBQbE5CJVLQ4wxMeNAuk/b/CDp2dmZy7Iscc5N9fry0M8OC11DHFi2BftpwE5xWCjjQLpPW/0gDQYDe3V1Vd4dqNeXh86KacAa48AIQDkNqKwD8LBQujdbXQAAaJZlZVcgbrk8FGu+NEREltqCRYRxIN2brS8Aw+HQIs/+yzjQXxpS7A7UNe8O7KhqT1V3giDoqGqTcSDdl21/iLQaB1bvDvSnBJVtwatU7A5U1ag4JMSfF9iNoqjZ6/W4O5DuxdY/RG/evNEwDNMwDGd+V+DNONCu+NKQMg6sdAW2jTGdIAjaviCEBwcHW/93Rz+PD1Ge92equkjTdOqPC1+KA7HaGLAgqhr4ItBAfodgbK1tAAgXiwXXAOinsQBU4sDitGD47cEA5qqaAVhZW7CqatF74H8v/lwASBAEAgBJkrAA0E9jAUAeB15eXmbGmNmNrsCZiCSragsuCoyqwhccq6op8kQiUdVERLIoilyj0VjHqIQ2DAtATtM0zURk7s8HHPkiMAWQiMiqpwGqqpmILPxmpZGIDJ1zV9ba2Xw+T8/Ozla+OEmbhwUgp9PpNEPl0hAsnxL04LsDK19XkfcfLABcAfgE4ExVP6rqJwCTOI6TP/74wz7E66DtwgKQ093dXTedTlPn3LQyDbgSkfKw0If8/gDg5/zOD/unAC5V9S/n3HtV/QDgYj6fX00mk2KzEtFPYQHwTk5Oyt2BRRzo04DilKAHiwOLL+u/fuaPJhsBOBORUxF5p6ofnHOf4jieJkmyrmSCNgwLwDW3WCysqhaXhoyMMWM/B3+wOPCWoX+i+THlF6r6XlXfOedOnXMfF4vFOMuyxcnJyUpblGlzsQBc09FoZNM0LS4NKa8QxwPHgcXQH3mRKYf+qvoOwFsR+StJkssgCGZv3rxJweE/3RMWgIrBYODG43HqLw0ptwcjjwPv/ZSgSuynyKcYc/99P/ph/zsA77MsO8+ybHJ2dsa5P90rFoBlLk3TTFUX1toifisPC73POLA69BcRhzxunAC4APAewDtVfZckyUfn3MhaOx8MBpz7071iAVimo9HIVrYHj51zYz8nf6g40PnpxUxVhyJypqrvVPWttfaDtfbTfD6f/uMf/0jBNz/dMxaAZdrv9+1isUgquwNHyPP4OfI9Az89BL8t8/c7EM9V9bQY+ovIuYhcXV5ervyoctoOLAA3nJycOFXNilOCkDcEXaFySMjPfPrfePM75BHjBMAnVf2gqm9F5F2WZWez2Wx4eXk5GwwGfPPTg2AB+JxzzmVFHKifXxpyX/Nw9UP/MvOHn/cXTT9Jkkzgbyq6h+9H9Jlw3S+ghnQ0Gtk4jhMRmRpjlu4O9D36zh/YURziebcv/PWh/3sReSsip9baj0mSjM/Pzxe+5Zef/vQgOAK4RTUOvLEO8NNx4JfafUXkraq+s9b+labp5cXFxeyPP/7IwE9/ekAsALdzxe5AHweOK3HgDx0WeiPzL9p9x8jbfd8BeOec+wDgwjk3iaKImT89OBaA2y3FgZWmoOphoXeOA2/J/FMAExG5APDBOffOOfcO+a6/EYA5231pFVgAbqf9ft8WuwN9ARgVbcHFNOAHvm4x9J+p6rBo93XOvbPW/pVl2WWSJNM3b95w6E8rwQLwBScnJ84Yk4rIvHJpyNI04Ds//R2uF/7GAD4COEXe639qjDmfTCZXvt2Xe/1pJZgCfJlzzhWnBE387cHVOPCbQ/SbQ//Kwt8nAB+Qz/tPsyw7y7JsCGDGdl9aJY4Avmxpd+CNzUEL/2a+6zpAkfkX7b5/qeopgLeq+j7Lsk+z2WwaxzHbfWmlgnW/gDo7OzuTfr8fNBqN2BjTFZFH/teeiHRUNUb+M5Sb/QC3ZP5Fw88HAP+nqv/jnPvfLMtOVfXThw8fpv/85z/56U8rxRHA1y3FgcU0QPPrxL8ZB96S+RdD/7c++jszxlQzf775aaVYAL7ui3EgfFvwbXHg1zJ/AKe+4ed9kiQXqsrMn9aGBeDryjgwy7KbV4jfGgfets8fwJWqnvtGn7c+9vuYpumIR3zROrEAfEMRB1Z2B352hfgXFgHLzB/AUET+gt/swyO+qC5YAL7NOecy51x5SIj/NVXVpXWA2zJ//99+9Pv83wJ4nyTJhXPuikd80bqxAHxbGQeKyET95aH+BqGltuDivy+G/r51+MKf6/9ORE7TND2z1vKIL6oFFoA7GAwGbjqdJsU6ACqHhcJfGlKd+6tq5vcMDJH395/6lt8P1tpPaZpOeMQX1QELwN2Uh4VW7uq7LQ68OfQ/rwz9T51zH0Xk6sOHDz+0o5DovrEA3I2ORiNbrAOo6tg5N/ZTgoVe3xnwWebvh/5LR3wx86e6YAG4m/KwUN8WXE4DRGQmIsXVYZm/S3CEfOHvHYC3AN6r6sV0Op2CR3xRjbAA3FERB6ZpWtwdOKqsAyT+k3+h+RHi50WvP/zQP8uy0XA45D5/qhXuBrw755zLAMyzLJuEYTj26wAT5GcEhMg/3S8B/CUi5T7/JEmGPOKL6ogF4O50NBrZMAyTIAgmPgoc+d8nAETzm4Q/wrf7Ouc+qOoFgCu2+1IdcQrwHQaDgQuCIA2CYGaMuUKeBoxEZIh80e8jgPfOubfFEV/OudFisWC7L9USC8D3cRcXF6kxZu6cu/K7Az9pfpX3maqeOueWTvfltV5UZ5wCfB8djUYWwMIYc6Wql8hv8m2oauQP+fxTVU9F5Hw2m41HoxGv9aLaYgH4Ptrv9621NrHWTqIo+oR8wc8BMKr6SVXfJklylqbpMEmSOa/1ojrjiUDf6fT0VJ49exZEURSEYRgCgIgsnHOXAP6y1p5mWfZxsViMOp3O/N///jcX/qi2WAB+QBAE0ul0TBzHAGBFZOqcG1prP6rq+Ww2G378+HHGI76o7lgAfsDl5aX89ttvmqapIm8CmqVpOhaR4Wg0GhtjZv/617/Y8Ue1xwLwgzqdjnY6HRtFUTqbzeYiMh0Oh9MoiuZ+1Z9vfqo9FoAfdHZ2pv1+33W73cxamwBIRqNR6of9Dhz60y/gzldb060Eyz9DBd/4RERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERERHfy/ypm4+WpxiupAAAAAElFTkSuQmCC"/>
<image id="image26" width="256" height="256" xlink:href="data:image/png;base64,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"/>
<image id="image30" width="256" height="256" xlink:href="data:image/png;base64,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"/>
</defs>
<g id="surface1">
<path style="fill-rule:nonzero;fill:rgb(100%,100%,100%);fill-opacity:1;stroke-width:28.191782;stroke-linecap:butt;stroke-linejoin:miter;stroke:rgb(18.431373%,52.156863%,100%);stroke-opacity:1;stroke-miterlimit:4;" d="M 81.476562 25.09375 L 430.523438 25.09375 C 461.664062 25.09375 486.90625 50.335938 486.90625 81.476562 L 486.90625 430.523438 C 486.90625 461.664062 461.664062 486.90625 430.523438 486.90625 L 81.476562 486.90625 C 50.335938 486.90625 25.09375 461.664062 25.09375 430.523438 L 25.09375 81.476562 C 25.09375 50.335938 50.335938 25.09375 81.476562 25.09375 Z M 81.476562 25.09375 " transform="matrix(0.5,0,0,0.5,0,0)"/>
<path style=" stroke:none;fill-rule:nonzero;fill:url(#radial0);" d="M 227.167969 101.429688 C 241.839844 156.195312 209.339844 212.492188 154.570312 227.167969 C 99.804688 241.839844 43.507812 209.339844 28.832031 154.570312 C 14.160156 99.804688 46.660156 43.507812 101.429688 28.832031 C 156.195312 14.160156 212.492188 46.660156 227.167969 101.429688 Z M 227.167969 101.429688 "/>
<path style=" stroke:none;fill-rule:evenodd;fill:rgb(100%,100%,100%);fill-opacity:1;" d="M 168.871094 60.023438 L 137.324219 110.699219 L 138.832031 116.328125 L 170.378906 65.652344 Z M 168.871094 60.023438 "/>
<path style=" stroke:none;fill-rule:nonzero;fill:rgb(100%,100%,100%);fill-opacity:1;" d="M 168.863281 60 L 143.613281 100.480469 L 169.867188 198.476562 L 194.773438 156.6875 Z M 168.863281 60 "/>
<use xlink:href="#image6"/>
<use xlink:href="#image10"/>
<path style=" stroke:none;fill-rule:nonzero;fill:rgb(100%,100%,100%);fill-opacity:1;" d="M 168.863281 60.003906 L 143.613281 100.476562 L 169.867188 198.476562 L 194.773438 156.691406 Z M 176.578125 147.933594 C 182.054688 147.933594 186.496094 152.378906 186.496094 157.855469 C 186.492188 163.332031 182.054688 167.773438 176.578125 167.773438 C 171.097656 167.773438 166.660156 163.335938 166.660156 157.855469 C 166.65625 152.378906 171.097656 147.933594 176.578125 147.933594 Z M 176.578125 147.933594 "/>
<path style=" stroke:none;fill-rule:evenodd;fill:rgb(100%,100%,100%);fill-opacity:1;" d="M 168.871094 60.023438 L 137.324219 110.699219 L 138.832031 116.328125 L 170.378906 65.652344 Z M 168.871094 60.023438 "/>
<use xlink:href="#image14"/>
<use xlink:href="#image18"/>
<path style=" stroke:none;fill-rule:nonzero;fill:rgb(100%,100%,100%);fill-opacity:1;" d="M 123.753906 60.046875 L 98.5 100.527344 L 124.757812 198.523438 L 149.660156 156.738281 Z M 123.753906 60.046875 "/>
<path style=" stroke:none;fill-rule:evenodd;fill:rgb(100%,100%,100%);fill-opacity:1;" d="M 123.753906 60.046875 L 92.207031 110.726562 L 93.714844 116.351562 L 125.261719 65.675781 Z M 123.753906 60.046875 "/>
<use xlink:href="#image22"/>
<path style=" stroke:none;fill-rule:nonzero;fill:rgb(100%,100%,100%);fill-opacity:1;" d="M 78.632812 60.066406 L 53.378906 100.546875 L 79.636719 198.542969 L 104.539062 156.757812 Z M 78.632812 60.066406 "/>
<use xlink:href="#image26"/>
<path style=" stroke:none;fill-rule:evenodd;fill:rgb(33.333333%,60%,100%);fill-opacity:1;" d="M 186.496094 157.855469 C 186.496094 163.332031 182.054688 167.773438 176.574219 167.773438 C 171.097656 167.773438 166.65625 163.332031 166.65625 157.855469 C 166.65625 152.375 171.097656 147.933594 176.574219 147.933594 C 182.054688 147.933594 186.496094 152.375 186.496094 157.855469 Z M 186.496094 157.855469 "/>
<use xlink:href="#image30"/>
<path style=" stroke:none;fill-rule:evenodd;fill:rgb(33.333333%,60%,100%);fill-opacity:1;" d="M 81.890625 98.9375 C 81.890625 104.417969 77.449219 108.859375 71.96875 108.859375 C 66.492188 108.859375 62.050781 104.417969 62.050781 98.9375 C 62.050781 93.460938 66.492188 89.019531 71.96875 89.019531 C 77.449219 89.019531 81.890625 93.460938 81.890625 98.9375 Z M 81.890625 98.9375 "/>
</g>
</svg>