aboutsummaryrefslogtreecommitdiff
path: root/Flat-Remix/apps/scalable/simplescreenrecorder.svg
diff options
context:
space:
mode:
Diffstat (limited to 'Flat-Remix/apps/scalable/simplescreenrecorder.svg')
-rw-r--r--Flat-Remix/apps/scalable/simplescreenrecorder.svg2
1 files changed, 1 insertions, 1 deletions
diff --git a/Flat-Remix/apps/scalable/simplescreenrecorder.svg b/Flat-Remix/apps/scalable/simplescreenrecorder.svg
index bc538fac7..e5d6be91e 100644
--- a/Flat-Remix/apps/scalable/simplescreenrecorder.svg
+++ b/Flat-Remix/apps/scalable/simplescreenrecorder.svg
@@ -1 +1 @@
-<svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="384pt" height="384pt" version="1.1" viewBox="0 0 384 384"> <defs> <linearGradient id="linear0" x1="32.987" x2="763.265" y1="976.668" y2="390.876" gradientTransform="matrix(0.714496,0,0,0.527311,9.089073,-260.118553)" gradientUnits="userSpaceOnUse"> <stop offset="0" style="stop-color:rgb(23.137%,54.509%,72.156%)"/> <stop offset="1" style="stop-color:rgb(72.156%,9.019%,29.803%);stop-opacity:0.996078"/> </linearGradient> <filter id="alpha" width="100%" height="100%" x="0%" y="0%" filterUnits="objectBoundingBox"> <feColorMatrix in="SourceGraphic" type="matrix" values="0 0 0 0 1 0 0 0 0 1 0 0 0 0 1 0 0 0 1 0"/> </filter> <mask id="mask0"> <g filter="url(#alpha)"> <rect width="384" height="384" x="0" y="0" style="fill:rgb(0%,0%,0%);fill-opacity:0.301961"/> </g> </mask> <clipPath id="clip1"> <rect width="384" height="384" x="0" y="0"/> </clipPath> <g id="surface5" clip-path="url(#clip1)"> <path style="fill:rgb(0%,0%,0%)" d="M 223.097656 233.070312 L 208.242188 233.070312 L 208.242188 248.867188 L 223.097656 248.867188 Z M 200.8125 233.070312 L 185.957031 233.070312 L 185.957031 248.867188 L 200.8125 248.867188 Z M 178.53125 233.070312 L 163.675781 233.070312 L 163.675781 248.867188 L 178.53125 248.867188 Z M 178.53125 233.070312"/> </g> <mask id="mask1"> <g filter="url(#alpha)"> <rect width="384" height="384" x="0" y="0" style="fill:rgb(0%,0%,0%);fill-opacity:0.6"/> </g> </mask> <image id="image9" width="384" height="384" xlink:href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAYAAAAGACAYAAACkx7W/AAAABmJLR0QA/wD/AP+gvaeTAAAgAElEQVR4nO3dS28cyZEH8IjIrKp+8KEh1TPw7uzCOzZ8GAMDA8befCDgz6DPuAfdfdqDbz75yoMXELSwFwSmRUlks9nVVZkRe6jMYnWTGo9mSIoU/z+g0KTmweZMdURG5KOIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAeIv7UbwAAHrWPjSF2J+8CfhIkAAC4yXZsyN/zixcviIhoPp/3f89isfjBWLK7u9sH/tlsZkREL1++HCaD7cSARHEPkAAAgIevL1684BzcF4sF13XN6/Wav/76a16v19w0Dbdty0REMUYOITAR0fPnzyl/nXnv7c2bN+S9NyIi55wVRWFERGVZ2snJiXnvraoqG41Gtru7a1sJ4oeSBPxMSAAAT8vwM8852OdAv1wu5Re/+AUvl0uJMfLOzo6EELhpGlFVnk6n3LatxBhZVdnMeDQaMRGRqt4YT0TERMQuLy+JmU1ErCgKdc7Zcrnsv764uFDvvY1GIy3L0ubzuQ4Tw5///OecEHIiQEL4mZAAAD5/wxE+Hx0d8WKx4LOzM5nNZtI0DV9cXLidnR1pmkbG47HUde2qqpIQgsQYxTnnYoxiZlwUheSvvfdiZpyDv5ltxJQc8JnZmNnatjURURGxtm3VOafOOc1ft20bi6LQoii0aZpYVZVeXFzoaDTS3d1dnc/nioRwe5AAAD5Pw549v3r1SvII//DwUHLAr+valWXpvPduvV5755wLIbisbVvvvZcYoxMRp6oiIs7MRFXFOcdmJmbG28GfqEsA+SIiU1VlZhURjTGqcy6qakzfRzML3vsYQohFUcQQQowxhqqqYtM0sSxLres6jkYjPTs7i1VV2Ww209lsZlstIySDHwEJAODzcWPQ39vbc8vlUsbjsbu8vHTeey8ivm1bJyKeiIr0vWfmgpl9vmKMXkQcM3tVdczszMyJiKRkIGYmRJQTwHZMyQlAKSWA7h/VKCLRzPJrUNVoZsE5F4ioTX8WzCyUZdmqalDVkBNCjDGsVqu4s7MTT09PdTqdKpLBx0ECAHjcNoL+fD7n+Xwus9lM3r5968bjsbu4uPDOOe+c80RUMHNBRP1lZmX6uhz+OREVquqZ2RORZ2ZvZo6Znaq6HPzNTETkBxOAmWn6OpqZptecAIKZBSIKZtYSUX8Nvm+Gr2bWjkajPimEEELTNCEng8PDw5jaRJrfByERXIMEAPA4XRvtn52dyf7+vru4uHBlWXrvvadBkE+BvjSz0jlXpa8rMytFJH9fMvMwKRRp9F8wsyOinAQkVwIp8IuZsYgM35uZWd+nZ2ZNiUCJKKYkkAN/EJFAgyCvqk36umHmNTM3McY1M/ff54sGSSPGGNq2DXt7e3E+n+v+/r5+8803iqrgOiQAgMelD/xHR0cyn89luVzK3t6eK4rCO+e8mRWqWppZGWOsiKgUkZGZVao6EpHKzEbMPCKiipkrM6uIKCeDUlULIirT6L+grgJwZuaJyBGRpCQg6esPzgEMk0Ae/adkEIkoEFGkLnjnBJCTQMPMayJqzGxNRGszq5l5LSJ1jHH4uhaRNTM36/W6Sf9Mu7OzE0II4ezsLCIRXIcEAPA4XAv8e3t77vz83BVF4Zm5D/pFUVSqWsUYRyIyFpFRjHEsIiNVHTPzmJlHOQmkKqBKiWGjHWRmfQsot3+GgT9dPLjye91ev58vJSIdtoGYOSeCYGatiLSq2lKXABrqAv+amWtmrlMSqM2sNrOViKxUtVbV2jm3EpF1jLFm5sY5t6aUVNq2DQcHB3GxWAzbQ086ESABADxsNwb+t2/f+rIsc+CvqqoqQwgj59woxjhm5jERTfKrqk5S4B9vJYGKrqqAklLgT/3+3PvPI3+hNPpP7+tDwX9oGGBzAujbQXlOICWCQINEQERtSgANEa2ZeZ2Cfk4AKxFZEdGlma3M7NLMVs65SzNbqWrtvV+1bZsrhMbM2rZtw3K5DHnS+CknAiQAgIfpBwO/mZVVtxSmH+kz84S6oD8xs+nwlQZJgIhGZjZm5oqIKuqC/nAC+Fq7h3448N80+Xv1i3RtIKLNSqCvBgZzAzFdgZnzxHDfEmLm3Aqqiahm5pWZrYhoZWaXRLQkost0Lc3s0jl3SUSXqrry3tdt266JqBGRJieCw8PDuNUaejJJAAkA4OFhSpO7x8fHbjabyXw+9yJS5MCfR/tENAkhTLz3UzObmtkOEU23rpwYxsO2D3XBf7jqp1/pQ1cBf7vVk1/790l0tQEsTQL3VLtFOGkfANH1JNBXBem1XyVEV/MDw0SwNrM8N1ATUa4ELs3skpmXqrqkLhlcENGSmZeUEoKZXXrv6xBC7Zxbm1mrqu35+Xl8iokACQDg4egD/6tXr+T09NTt7e05ESlUtVTVyns/EpGxmU2JaJIC/o6I7JjZTv6ergf/kZmNqAv6edQ/bPX0a/zpw0H/WquHma/t/v3gL3dVCRBtJYHBZPFGMti68v6AYWtouxq4pC7oX6jqkpkXRHSRvr9g5oucCIqiWIUQau99P09wdnYWv/766/hU2kJIAACf3rV2z2g06pdwhhAq59y4bdsxM0+dc9MU7HdFZNfMdpl5x8x2aTP4jwfXdqvHp+um0X4f9AcBfuMMoVv4nW865O1D1cFGMjCzkOYL8vLPdbpWg0SwHAT9hZktmPmCmc9zIkh/zzLGuCqKoq7reh1CaA8ODsL5+Xn89ttv4+deDbhP/QYAnrg86pfxeOyqqvLn5+d5tD9u23bKzLtEtMfMz5xzB2Z2yMzPieg5Ec3M7DkRzYjokIgO0vWMiPbTNawKxkR0rRKgmxPCh/r9t/Z7b13Dn5nnHfprsCEtv98y7VwuB7/PiLrlrLniGTFz3/ZK8x6lmfU7ns3MOeecdP0rVlViZvr73/9O//Ef/8F/+MMf6Pj4OL/nz8pn9wsBPCL5cDb5xz/+4fb39x0RFW3bVkVRjNq2HRPR1Dm3k0b5e6q6x8x7RLSf/4yIdph5h7qW0ITSiD8FxtLMcsAcBtTt4E70MOPBdhtm2CLKlUFePdTvH0grhTZaQma2IKIFEZ2b2ZmInJvZuZmdM/OCmfuKwHu/9t43ItJ+ztUAKgCA+7cx6j85OfFFUZSqWonIxHs/JaJdZt4noi+Y+YCZn6vqcyKaMfOMiJ4z83NmPiSiA2Z+Zmb7RDRsAw1H+/1EL/1wEnhoPlQpDKuEvE+hP+YiJz+6qnIq6qqB/ntmLvnqWAyvqsNzjriua27blkWE/v73v9N3331Hr1+/Hr6vRw8JAOB+5VG/+9///V/nvS8mk0npva+Kopi2bbsjInsxxi+I6EBEhq2eL6lLAM9TG2g78OdJ32EFMGzv3LR567EZvu9hy8hxd1RFnxDoKuldSwbMnNtBecdzkQ7Gy4feiXOOmZlGoxE1TUO7u7t0eHhIqSVk9Dj/+21AAgC4Pxstn6qqihhjnuCdxhh3vff7McaDNLJ/bmYzMxuO+vsRP3X9/T1m3gj81AW5YU//piWcj92HqoI8X3AtEVh3zlFJXcDP5x7lPytUtRARJyJ5H4TkakBEKIRAREQnJyf029/+lgfVwKOFBABw9/og9fvf/95VVeWXy2W5s7NTxRjzUs4951zf7mHmHPS/zMGfukneLygFfupaPRO63ua5aVXP5xL4b7I9j3HTRHJ/pAVdnYDaH46XvvfD+RJmFiJiEeEQAnvvqWkaEhE6PT3dbgk9SkgAAHdr2O+Xsiz9arWq0qqUqYjsquq+iHxBXYDvAz+l4J9H/Wb2LE/60uaIP/e9bwr8T8kH5wtSMM8JwIvIxrHXaTVRnkMY7o0QVc3POyAi4twSOj09pV/96ld0cnLyaCeFkQAA7s7Gjl7vfdE0TdU0zVhEJqq6y8zPmPmAiA5Tq+dLM/tSRGZm9pyZD8zsizQhvJuOddhu9Tz1wH+TGxNBPtCOriqCfuLYzAoRKbg7DntjVzR3O9XYOcdERN572t/fJ+89ffXVV3RycjL8uY8GEgDA3ej7/X/729987vcXRTF2zvUtH+pG9s9FJLd7vqRuTf9zSr3+NOqf8tU5Pnn1CgL/P7fRGmLmftKYtiaMhyuC8h4BInL5EZgiwkTEIQQ2M2qahpjZyrK0/f19Ojo6enSTw0gAALfv2mSvmVXOuYmq5lU+ByKSWz5fmtlGr5+ZvyCi/by+nwbtnsFqFwT+H2d75dD29aHVQ3l5qU8PvnHMzM45EhEqioLqujZVpbIs7eTk5NElASQAgNt1LfhPp9NKVSdFUeyq6r6ZHVC3omcY/L+kwajfzPboallnNdj9OlzD/yiCzAOyPVm83RYaJoH+yn8t7RQWM2MzY1W1oihIRCxPDn///feWksD9/3Y/ARIAwO3ZCP7OuXIymeTJ3h0iepYme5+nHv+XRPRlav/kYxyeUbfCZ0rd6p68ln/7iAYE/5/uQ22h4X6CHPg3jsgYtoJEhJiZVNWcc6aqNkgC9hiSABIAwO24Fvx3dnYq6o5r3mXmfuRvZjMi+iqN/p8z82GaCN6jbkNXHvUPJ3kx6r9dN1UD2/MDw6rADSqFfFBeXhlEZmbMTDFGc87ZY0kCSAAAP9+PCf75ALcvRaTv+aclnl/Q1br+4dLO7Y1cCP6371oSSEtG8z6A7QPp8uMwOaH+aTfdqXJ2QxJ4sHMCSAAAP88/C/7P0mTvc0pr+9P1PB/lQFctnxz8h0c3IPDfvZs2km1vJpM8+heRjaTcdZCunmlwQxLIE8MPDhIAwE93bcJ3Mpnkp3TtMvMzVT1IbZ4vzeyrPNmbWj45+E+oW95ZpeWHGPV/Gh9sCd1QDeTkQJSSgHPOsvS1VlU1XB10z7/OP4cEAPDT8YsXLyQd6lbGGKvRaDSJMe4S0TMzO9je1UvdHMBhWumTN3aNtvr9CP6fTp8EBpPDw7kBySeG0tb/p9wJEhElIk0Tw1qWpb17984Gm8UeDCQAgJ+GX7x4IcfHx845V5hZVRTFhLuHtzzLPf804u8TQEoK+8PgT1c7ehH4H4ZrR0qYmaSE4FLvv08A3fzvZhtIRNTMNLeDRqORffXVV/bQjo1AAgD4eExEPB6Pnfc+n+g5IaIdVd3PB7oRUW775PN9DojoWUoSE2Ye0ebhbQj+D8tGNZAC/bWNZDn6p7/RmFmJSFVVnXPatq0WRaHz+dx+97vf2UM6QA4JAODjMBHx73//e1eWpW+apiqKYpx2+O475/pNXnTV9pmlM32e5Z29fHUWPUb+D9tGErihLZQTAKe/yZjZVDU/sUyJSEMIRkR6dnZmD+kUUSQAgB+vn/Q9OTnx0+m0XK/XI+/9NISwLyJfmNlzMxse7XBt5E9XyzyHa/sR/B+uD20cYxokgLQpLO8JMBGJzKzOOWXmWFWVEpFdXl7qYHnoJ4UEAPDj8YsXL+Rvf/ubH4/HBXX9+yl1K3n6Hb501fPPZ/gPV/sg+D9OP5QEhhVAXwWYWW4FRTPTtm2ViHQ0Gum7d+9s8LD5T8Z/0p8O8Hj0k76TycQ3TVOJyDjGOOXutM4vRORAVTee1Uvdw1vyBq/hSh8E/8enP1AuHRdNqkrMnB8Ur2amIhJVNTBzYOZgZsE5F1Q1FkURY4w6Ho/t1atXga4/9P5eoQIA+Of6Sd/JZOJjjKVzrl/xkyZ9Z1uHuh2mc/zzs3ox4ft5uLZhbDAHsF0J5ISgzBxFJDBzbNs2FkWh0+nUfvnLX9rr168/2U5hJACAH8ZEREdHR66qKt+2bVnX9dg5t2Nme2ly93kO/umcn+fM/EWqDIaHuiH4fx6GE8P5ex7+AXUjektJIBJRiDFGIooiEokonp+fa5oP+GQ7hZEAAH5Yv9nr8vKy7/sz8+5W8J+l6zldtX6mtLnJC8H/83HT0RFEgxyQzgjSnATMLOZW0PZ8wKfaH4AEAPBhG+v9VbWMMU5EZGfwDN/nw5F/2gC23fcvCMH/c9S3ewbfD7cFWPccGYvMHJk5qmowsygioSzLSES6u7urg1bQvUICAPgwPjo6cicnJ35vb69IO3enZpaPeeh3+qYln4fcHe6Wn+I1PMsfwf/zdK3/T7QxD2BEFAdXPzGcJoTjYrEYtoLu9c0jAQDcrG/9lGVZENEohDCh7jGNXwyDv5nN0omfw5M9h8s98djGp2PjaAjqOkF5LiCISCCiVkRC27YhxhhFJFZVZZ+iFYQEAHAdExF/+eWX4r33bdtWZjZm5t30IPdDEel7/9St+vmCUt/fzEZ89QhHBP/P3/Yegau/0FUASkQqItHMAqUqwDnXElGoqio65+K7d+/0j3/8471uEEMCALiu3/B1eXlZeu9Hzrkd7/1+CCG3fmY8ONp5u+/PzJj0fVo+NCncVwDUJYJARK2ZtUTUElEIIURmjs45/f77720+nyMBAHwi/cTvaDTyMcaqqqoJpd2+aYNXPt+nX+9Pm49y3N7sBU8Df+Dr3ALS3P+nrg3UqmrrnGtjjEFE4mKxiOnAuHtJAvLP/xaAp+XFixd8enrqiKgYj8dV27YT6pZ+7lHX539G3ZHP+0SUj3Ue7vTFyP/p6g+JMzNPXTU4NrNp2hS4T1f30L6I7JrZ1Dk3VtVyOp36+Xx+b/cPKgCAK/3ovyiKgplHIYQpM+95779Q1Wujfxoc9ZDW+w8f4A5P141zAcwcKbWBmLll5sbM2hhjOxqNQowx7u7u6q9//et8bPSdVgJIAABX+mWf4/F4OPH7TFX7h7pTOuqBrh/yhtYPEF1vBeUgPpwHCGbWmFkrIo2ZtWbWqmpYLpexrut8YuidvlEkAIAOExFPp1NXlmXhva+cc1Mzy73/fMb/jLrg3+/2Tat+to96gKftajdYtyw0HxgXiSimg+JaZm6JaC0iLTO3RVG0qhr39vbier3Wu54LwBwAQHJ0dCTL5VKKovAxxqpt2zERTVV118z2VHUvJYRdZs5P9MKKH/iQ/LwAR92ekIq6hwFNzWyXuupxj5n3zGyHiCYhhBERlSKS5wLudECBCgAgBe7Dw0MRkZKZR977fvQvIoeDs34OqVvzn1s/w1M+kQBg6KZ7wairAGJaEdQwc5PmAhpmbsuybC4uLuLe3l789a9/fadVACoAALpa+VMUhSeiMoQwYuaJiOyk1T97aRVHPuZhRERlWumB4A8/JK8M8qlVOKZut/hOGv3vpYpgyszjdO8Vgyrgzu4tVAAARJJX/ojIKMY4dc7tmdkBpQPf6Gri94t0DPSUujX/OOgNfsjGPZFXA6UjomNeCZQqgDUzr5m5KYqivby8DIMVQXdSBaACgKeOX7x4wWdnZ1IUhVfV0jk3Ghz8tpuOfs6j/zGnB7qn3i6CP/wz+f5wqWKsmHlMRBMz2zGzXTPbFZGdtF9gHGOszKw8Pz93i8Xizu4vJAB48ubzOe/v7zsiKsysdM6NzGyajn3OH9CN1g8ReTND6wd+rPzkMJ+u0syGSWAntYF2QgiTGOOIiMqiKPzp6al78eLFndxnaAHBU9Yv/RyNRqWqjkRkJ4Swz8y5/bN92NsuXe36xbJP+LE2zgeidDxEmgjObaDazNbULQtdl2XZEFEoyzKen5/rycmJ3vabQgUAT9qLFy94b2/PXVxc+PTAl1Eqz6dEtJNG/lPaGv0TWj/wE6QqIC8LLdNmw9xuzPfaVETGaUloMR6P3dnZ2Z3cb6gA4CmT8Xjslstl4ZyrmHkqInvUjfYPzSxP/B4y876Z7TBzPvIBRz3Dx9quApTSQ2KIqKFu5F+LSB1CqImoZuamruv24OAg3sVkMCoAeKqYiPjs7ExGo5EjolJVqxhjHv1PRWRKaWkeofcPt2dYBVTU3Vu5CphSt1lsIiJjVa2YubiryWAkAHiyjo6OeH9/3znnPBEVzrmRiOSJuSml1k/e8UvY8AU/X753hLoqsiCiKk8IUxp85J3m3vtKRIqiKPzZ2Znc9mSwv61/EcAjw4vFguu6FiIqRKRKk8BjM5tQdwTEJB3lOzzyIU/8AvxUTN1x0S7tI6nSIKNPAEQ0UdUxM1dpZZrf39938/k83uYbQQKAp6hv/+zs7PgQQlEURZkC/YRSCU7dap/t0T8mf+Hnyo+O3KgCiCgvQMj34FhVR0RU1nXtQwguDViUbumYaIxk4Ekatn+YuVDVSlVHadSVg/+Yug/mdu8f4OfKbaB+RRARjcxsnCtPZh4756qiKEpmLsbjsVuv18NHT/5sSADwJOX2T13XeVNOlT90+QNI3ei/ou4D6tOIDaN/uC19FWBmJXX32jhXAao6ToOSipmLsizd/v5+3hR2K5AA4CnqV//kCWARqVILaJz6/sPR/3b7B+DnYiLiVFW6NL/UJ4G0P2AsIqM0OCkuLy99Xdfy6tWrW4vbSADw1DAR8Ww2k7IsHRH1/X9mHqXAP6LN0X/+kCL4w23qzwiiqzbQcC5grKrjNDgpRaQYjUaurutbq0IxCQxPztHREb99+1aIyIuIV9XKzCoRyYE/B//c+/fMLGaG9g/cqjSokFQJ5BVBlZmN0qCkyhWAiPi6rt1sNru1ShQVADw5i8WC1+u1FEWRl+GVuQWUluMNV/6g9w93hc2MzSxPBnvqDiSsKC0NTYmg8t6XIuLLsnSLxUKOjo5QAQD8BHn5p0uj/yJPwKU5gOHov6C0+kdE2OxOH88KT9NwNVBeEpqXJI+YOVcBZa4CLi4ubm01GioAeEr4xYsXPJvNpK5rt16vhx+4Kp3zvxH8KfX+0f6Bu5LbQDSYC2DmUkSG92NJREXbtm5nZ0fSPMDPhgQAT8p8PuflcillWToR6RNA/rClJFBSV4rnA9+w+gfuSh5cCF2tBuoHJYOrbNu2nwdYLpe3EruRAOBJGfb/cwIQkeGHbdj7d3R19g/AXekngtOgIy8JLYcDEmb2zjk3Go3k8PAQCQDgI3Fd17yzsyNt226MtqirAnLw79s/ZiapREcSgLuUN4XlNtD2fVkyc9G2rV+v165tW0wCA3ys9XrNIiLeexdC8M65wszyRHC+PDP7HPxTiQ5wVzjdZ0JEwszOzPokMKhKC2b2RVG4yWSCCgDgI/FsNpPxeCwhhI0KIC0HLdKf5XN/sPwT7oWZ5WcGOzPzqRW0UQnkFlCMUdKhcD8bEgA8GS9evKCmabhtW3HOOWb2Mcb8ISvSoXBF3vhFVxPAAHduUAFImn8qhhcz+1S1uqZpbuW+RAsIngqez+dc17Uws4hI/pDlSbdCVfuJ3/xhJIz+4X70D4pJ1Wd/X9JVZVqIiAshuPF4jAoA4GMsFgsOIXBVVX0FwMxeVfOqH09XO38d9Uu0kQTgXuQD4voVQcN2kKo6EXFFUUjbtqgAAD5GXdf87NkzrutaVNV57/uRVpr0zSt/HF2tz0bwh/vEg/Zjvyw0Vac+xujNzKkqEgDAx1iv11wUhZRlKSEEUdX+KF5V9SLiBpO/efknwH3YWAlEVyfQ5sUKuWIVZhbnHJaBAnwEJiKKMTIzS4zROedyme3S0rs++NNVTxZJAO5FOhgurwYSupoPcNRVAflrSYniZ8McADwZX3/9Nasqmxk750RV3TD4pwng7QQAcG9EhCjdf4N7sr8/RcSpqqgqzgIC+Bjr9ZpjjBxjFFXNK4FkkAQQ/OGTGsw75XtT0mm0YmaiquK9lxgj5gAAPgITEU2nUyYibts2r7boP2j5lVI/lpAI4H7191zegZ4nhNMKIEntS6mqChUAwI+VN4ENW0BmJnlklT9onBACP3xCgwfFCBHJsAIwM0YLCOAnykkgPeQlB3+m6xO/SAJw3/oBSK4CUqWaEwJ772/tfCokAHgy2rblGONwfX//df5w0WYZ/gnfLTxVw/uz6/p0q4LSgIVRAQD8TPmDJCL5g0aEnj88MIMBChMRO+du9XRaJAB4EubzORNdtX+Irn+4PuX7A9iy0Y4UkX7Qcps/BAkA4DokBPhUbrrvrt2PmAMAuDuWLoCH4k7uRyQAeOqMmRHs4aHYvhf7wQgz9/fqbd2zSADwJMxmMyMiEhHLH6StD5ERRv7wcAzvRTOz/r68zQELEgA8GUVRbAR8ZjZVNdr6gFH64G3+EcD9GAR467YCmBGRqarFGPuBzG38LCQAeFKcc/3oP8ZozKxmptQF/fxKhGoAPpE08MjBX1NCMGZWZtYQAioAgI9VlqWJiIlIH/yHl3WGSQDgvvWtyDzyJ6I8SFFmNhFRzAEAfISXL18SUVcBNE3Tj6jyByuNtHRYcqd/FMkA7st2z1+3BymqqsxsbdvqbfxAJAB4KqyqKlsulyYiKiL5w9QngXzlaoAQ/OH+9YMT6hJBHk030s8AABtwSURBVJzEPEhJ9y8qAICPMR6Phy0gFZFoZpGZIxH1HzC6WhqKBAD3anDfGRFFIoop+EdmjiISQwhoAQF8rP/5n/8h55w55/IoKo+shh+0Pgl86vcLT8tW+zFXpNHM+ktV1Tmn3nu0gAA+glVVZc45a9tWnXNRVXPwD+nqkwBdrQhCIoD7tBH80/0Y8kBFRKKIaF3Xt3Jf4olg8GSMRiPz3puqagghf8ACM4f04QopIah1j2O6lVEWwI+wPfrPbcl+gCIiedCizjlUAAAfY3d31y4uLtR7r9776JwLIpI/XK2ZhUE7CBUA3LeN0X+68gAlmFlQ1ei9j0VRIAEAfCznnK3Xa40xDkdXrZkFSh826j54wwSAJAD3oa8AcuuHiFoiap1zrZkF51yMMca6rpEAAD6C/fnPf7bpdKpFUaj3PqpqGH7I0pUTwDAJANy1jfZPbkkyc0vdACW/BuecogIA+Hh2cnJidV1rjDF677eDf04AN1UBAHdmsAIot39CDvr5EpEQY4whhFhVFRIAwMfy3ltRFFoURUx91dbMWmZuKH3Qhm0gTATDPTAzo3Sv5eqzJaJWVVsi6u/NoihCWZbx4uLiVu5LrAKCp8T29/fVe69N00RVDdQF/Ia6D1lDqczOG2/SaqA8OsNTwuCu5F3oUVXz4oTGzJo8OMkTwSEEHY1GqAAAPlZeCdS27XCSrVHVNQ2SwLAK2DoqGuC2DQ99iyKS78mGmddE1CeBGGMcjUaxLEvsAwD4WLPZzBaLRd9nbdu2ZeYmXWszy4mgpc3JYPfp3jV87tL5U7n3H6gL+mtmXqtqk75vy7IMTdPcWgsINzU8KcfHx1xVlXjvHTMXZlaJyJiIJmY2ZeYdZp4Q0ZiIKiIqqRsoCaEFBLcvT/wG6gYeKyJaENEZEb0zs7fM/I6I3qc/v6yqaq2qYT6fx5/7w9ECgidnOp1qWZaaloG21PVa18xcE1Gdq4C8N4C6KgCrgeCu5LX/YbAgYZ0rgHQ1Zhbato0XFxc6m80wCQzwE9hoNLK6riMRRRFpY4x9+yf1XHPfNbeB8u5MDJjgtg3X/gfqVv401N2DNTPXqQ3Umlk7mUyCcy7mZ1z/XEgA8OR88803+urVKyWisF6vWxFZi0htZjURrZi5zpPCgySQKwC0geC2bJ/9k0f/NaXgb2a1qq6ZuRn2///yl7/cSgLAHAA8OcN5gKqqvJmVZjYiorGITM1swswTZh4T0Yi6eQCXLiYkAbg9+TiSNRFdEtGCmc/M7C0RnTLzW2Z+z8wLZl5eXl6uy7IM8/n8Vnapo6SFJ2k6nepkMomqGvIKoFQFrNJVU2oFUfcBzW0ggNuyMfqn7l5bm9lKRFZmVptZndqTraqGqqpy/x8PhAH4iWw2m+lqtYoxxmBmrYjUqlrnDx8zr9KkcF4SmpMAJoPhNgzX/g83JNZEtMr3oYjUIYSGmZumaeL5+fmt9f+JMAcAT1T6EMX5fB6cc02Mce2cW5nZJXWl+IeqAMwDwG3oR/9p02GTRvsrSgnAzFap/78monZnZycQkb58+fLWBiGYA4An6fj4mKfTKe/s7EiM0ZtZSUQVM4/MbGxmEyIaM/OINvcDYB4Afq4cvHPrp2bmC2Y+N7N3zHxqZqdE9FZE3hPRQlVXIYR1VVXx5OTk1lqRaAHBU7XRBnLO9XMARHTJzEsiusxVQCrP0QaC27LR+zezdb738uWcW6lqzczNdDoN0+lUv/nmm1udh0ICgCdrNpvZwcFBzJtv0hzAJXWBv/8gUrc5LCeAvC8A4Ke4tvQz7T/JwX9JREszu0zzAGvq9gaE8/PzmNo/twYtIHiychtoOp06VXXMXIhIqaoj6pZ/jtMxEbkNVFBqAzFzbgOhFQQfS3Pfn7pq84LS0Q/ULf08FZG3qvreObcws1XTNM2g/XNrSQAVADxlNpvNNIQQqHvs3lpVa7pqAV2o6tLMtlcERZwQCj+RUXf+/3DpZx79X6RksKSuBVSv1+vGzNqDg4N42+0fIiQAeOJms5mdnp4qEbXr9bqJMeY20EVOAtSV5Ku0M3N4PATmAuBjGBEZM+fNX01a67+i1PohoiUzL81sFUJYm1m7Wq3ifD6/1dU/GRIAPGX28uVLOzw8jOlsoMY5V3vvcy/2Iq3OyEmgzkvyCHMB8HE2zvynq9U/l9QF/QszW6jqBRFdqupKRNYxxvbg4CDc5uavISQAeOpsd3fX9vb2opm1zrl+NYaqXjDzglIVQF2ZjhVB8FMNWz9r6jZ9XTLzRbrX+sGG937FzM3+/n47n8/16OjoTgYbmASGp45fv35N+/v7vL+/L6rq2rb1zOyJqDSziroJ4BEz56+HewKE8KwA+GH96D9N/vbn/lA38fuWmd8w8xsiektEZyGEC+/9paquR6NR/K//+q87GWigAoCnzihNBtd1Hb33jXMu92Uv0iFci0ElcEld6b59RhCqAPghujX6X1HXVrwws3MzO09VwDK3f4ioPTs7y5O/d3J/oQIA6KoAnk6nPB6PxcxcCMGJiBeRQlVLuqoCSuoqgLwkVOhqdzARKgHYlEfuMR0tXlPXTjwnonfMfJpH/+nkz3cxxoVzbhVCWE8mk/Df//3fd5YAUAEApA/p119/HUMIwTmXq4DLGGOuAs6Z+ZzSfEDauLOmzSeGAWy7cdNX6vUv8ujfzBZpLmAlImsza8/Pz+909E+EBACQ2Ww2s7Ozs8jMeTL4Mi3JO6duxHZOROdm1reC6PpBcUgEkPWjf0rLPtN+kqWZXTDzuYicmdl5ajEuy7JciUijqu3h4eGt7/zdhgQA0LGXL1/2VcByuWycczVdLdE7N7MzMztj5oWqLqnr466pG9lhWSgMbR/5kI96XqYBRL6fzkXkPFUEl03TrEWk2Rr9owIAuAd9FRBCaJumyVXARWr/nBFRTgLn1PVyV9SN7DAhDNs0bfrKE795zX9/LxHRmaouQgjLGOPKe79u2zbcx+ifCAkAYKivAmazWUtEjfe+TiszFiJyJiL5g5vLdrSCYFse+eeHvTTpVNklpZE/peAvIucisijLcumcWxPRdu//Tu8jrAIC2PKf//mf/I9//IOIiMyMRSSv9ffM7M2soKuVQIWZ5X0DzsxkcFAcEVYFPTXD1k+gbuPgKg0W3jPzWyJ6Q0TzdL2lLhksiqJYmdlw5c+dQwUAsMlevnyps9lMz87Ooog0McYVMy9jjAvqPqzvmfkdde2g83x2C3UfdqwKerpuOu5hnY52vqBuEUG+d96r6rmILIho2bZtzczb6/7v/B5CBQBwHb9+/Zr+7d/+jZmZiqLgEIKIiJiZp64SKIjIi0jeD1Ck6sAxc94hjCrg6clr/gNdHfVwnoL+GzObpx2/b0TkbQjhLCWHuqqq5uDgIPzpT3+6txYiKgCA64yI7Ntvv43n5+fRe99UVbUioqVz7tw59566TTzvVPUdEZ0x8yJNGA/nA3IlgGrg82fMnFf85OMeaiK6SMuI39Ng9G9mZyKyMLPLdAx5O3jg+73dL6gAAG7Gx8fH9Ktf/YpUldfrNamqpB6/o67fn3v/BaX5ARqcEcTMuQpAJfB5u2nJ54q6TYNndHXWz5yI5mn377sQwnlZlktmrs/Oztp//dd/jX/605/udRUZEgDAD/jDH/5AJycnZGZcliWbGackINQ9GWyYCIYJIF9MV+0gJIDPz0bfn5n7zV509ZSvN0Q0N7P+yIcY4/uqqi5Wq9XKe99MJpPwl7/85d73kSABAPyA4+Nj/u1vf0vT6ZTatmXn3DAJOBHJgb4P/rlCoM2TQvEIyc/Ptef75uCf1vq/I6JTM5uLSF71c6qq76mbEL6MMa5DCO1vfvMbPT4+vvd2IRIAwD/x+vVrOjw8JCKipmmIiDi3d8xMRMQNJn9zBTA8KE6oawkRIQl8LmzwmoP/8Jjn99Q93zeP/ufMfGpmb5n5PMa4LIpi/cUXX7TT6TSmid97hwQA8CMMW0FVVeX9AX01kPYK9K2frdVA25UAEZLA56Cf9GXmdXps6IKZ3xPRWzMbBv83RPRWRPKxzyvnXNM0TW79fJLFAkgAAD/C8fEx/fa3v+V3797Zzs5OnhSmoiiuJYE0L9AngPT1diuICEngsRqu+OnP90/n+bw3s3fMPGfm7eB/RkQL7/1KVddt24ZP1frJkAAAfhx+/fo1fffdd6SqxMzmvacYY18NUBfs+yQweL2pCkASeJyMmfNGr0BXh7zlFT/vBit+vheR3Pp5F2NcmNnlarWqm6Zpv/vuu/jy5ctPenYUEgDAR3j9+jV99dVXRHQ1H+C9JzPjdASEUEoEzJxH/htX+mtESAKPTQ7++ZiH4XLPczN7KyL9MQ9p8vc0VQTnMcZlVVX14eFhs7e398n6/kNIAAAfKc8HiAiNRiNarVbEzOScI1VlIhqeH9QnBbqaDGYkgUfFiIgGwb+lq+A/fLrXsOc/Z+bTGOO7tOnrwszqh9D3H0ICAPhIx8fHfHR0ZH//+9+paRoajUbEzJQDehf7r1o9g30DG0mA0A56DIbBf9j2GW70ekdEp9SN/L83s7lz7k2qCM7M7CKEsBKR5iH0/YeQAAB+guPjY/ruu+/o9PSUQgjkvbcYI4mIqSrnZGBmfZC/YSJ4+NeIkAgeGhtc1454oMFGrzzqJ6LvmfmNqr4lovfOuYuyLC/btm3MrP32228/ed9/CAkA4Cd6/fo1/e53v7O3b9/azs4OhRAsTRCT2cbnO7eF+q+pmwvISWH450gCD8P2Jq/t4H9ORO/MLI/858z8vZmdOudOY4xnzrkFM18uFoumbdv2F7/4hT6Evv8QEgDAz/D69Wv61a9+RWVZGjNbCMHKsjRVNecc2SATpFE+0aAiGEwe37RTGEng07hph++aBhO+NGj7MPP3acnnGxE5ZeaztB/gcrlcrtfrdfvv//7v8c9//vOD6PsPIQEA/EwnJyf01Vdf5cBPImIiYsxs3XxvlwTMrE8Cg9ebRv2oBD6Njd296WyfltJDXSi1fdJu3jfUBf/c938jIm+Z+X0IYWFml6PRaP3FF1+0z549Cw8x+BMhAQDcipwERIRijJbmAvpEYGaagn6eVOz/2a0qoJ8QIFQD92nY71fqdve2lM70p+54hzPqnuDVr/On1P4RkXfphM8FES3H43E9Ho8bInqwwZ8ICQDg1uTloWVZWozRnHNGRBpj1Px1rgryZrI8X7DdHqKbKwAkgbsxDPz9Gv806l9SCv7cPc6xX+2TD3gbjvwpBX8RaVerVXwoyz0/BAkA4Hbw8fGxHR0dbSSB3A5SVaUuAWiqBpSomyJg5mGLyLZWBOWvkQhuXw7K+f9NJKLWzIYtn/5gt9Tm+Z66lT5zEXmjqm9jjP0DgXLwb5om/PWvf33wDwRCAgC4PXx8fGzz+ZwODg76JNA0jZZlaYPAv/FqXQ9oOGew8S9NLaJrP+uefqfP1fYSz3yuT83Ml2Z2MTzSOfX8vzez/lx/M3trZmfe+wUzX45Go/V4PG5Wq1V8DMGfCAkA4LYxEdl8Pqd/+Zd/sdFoZMxs6/VaiUidc6qqUUT0hoRgW1f3L9wM/qgGfp7tUX+gtLOX01n+ZrZg5n6DVwr2/Q5fM3vjnHtHRH3wH4/H65OTk9Y592iCPxESAMBdYCKy4eqgoig0hNAvLWTmyMzRzPIO0/xEqZwItnvH28EESeDjDP87bvT6qVvlc2lm+UEu72kw2TsM/Jwe5ygi5yGERVmWl6vVan16ehp++ctfPpgjHn4sJACAO5STwHQ67dsN3ns1M1XVmPrO0TkXKCUBEYk0aBPRzVXBTQEGieBmN+3ozef55Mc3XjDzmZnl9f2nZtZv8FLVN9Sd8f+Omc9VdRljXLVt2zzkdf7/DBIAwB07OTmxX/7yl/Z///d/JiJalqW1bduP+kUkmFk0syAiMVUEw2s4ar0pwOAoiZttLO0ctHvy8s58hv85pVU+aWfvmzTJO0+tn1Mieuucex9jPC+K4jKf7WNm7S9+8Qt9jMGfCAkA4F7kYyPevXvXHylcFIXGGKP3PppZSAEqEFFI30fq2kUhzRdEul4R/LP5gqdoe01/nuDtH95CadRP3cau98ycA//wOOc31FUCb51zZ0S0MLNL51ztnGvatg3ffvttPtb50QV/IiQAgHvz+vVr+uMf/2jff/+9VVVlRKTanRyX5wOCiARmHiaDllISoM2qIFcEmtpBwwC0HfifQiIY9viHI/6+z0+bgf88Bf53Ofina87dA13epIogt3wuvPer1WpV7+zstDHG8Jvf/EbTwW7Dn/+oIAEA3KO8V+Ddu3dWlqVdXFzoZDKJIYQ8HxBUNdDVTtScBAJ1Z9L0CSFPItP19tAPBaPPLRlsT+7mIxzyf7cc+C/p6hyfsxTY31IK+jQY9aejHt7FGN8T0aIoir7f37Zte3BwEP7yl788mCOdfw4kAID7xcfHx3ZycmK//vWv7ezsrG8JxRjzZHCuBloza6kL/A2lNgYzt1stoxz0crujTwZ5jwHRtfYQ0eNNBtuj/fw758SZJ3drZs4j/nyUQw78edSfD3F7kyqBt865dyGE87IsL1S1b/mEEB51v/8mSAAAn8iwJbS7u6tFUSgRxRhjFJG+BZQTQRr9NykBNNTtWm1FpKUu8PUJIV0bG80GP9oeYTK41uKh66P9hohqM1sxcx7x58D/njY3dfXB38xOmflURN6FEM5U9dx7v1yv15dt264PDw+bpmnCb37zG33M/f6bPPT/6QCfMyYievHihbx69UpOT0/d3t6eM7PSzErv/VhExmY2NbMdVd0VkV1m3jOzPSLaM7M9Zt4loh0z22HmCRGN01URUZmugog8dYO+fOXHVT7EZxHY1td94B9MiA938A57/cO2zyUzX5jZgrpkcM7M52Z2bmbnIrJQ1QV1cwPLGONKRNZFUayJqD07O4tff/31cInn9nt71B7C/2iAp46JiI+OjmQ+n8ve3p5T1cLMirZtKxEZt207JqKpc27HzHbMbFdEdlV1j5l30/c7ZrZDRFMimpjZmJlHRFQxc58IzMzTVTIQM3NpHelNTywbvse7tB1chyP94TLYHPSHSzob6iqjtZmt6Cr45/X9i7S7N7+ep9cLIloy81JVV0VR1HVdr1W1nc1mYbFYxG+++UZfvnz5WY36h5AAAB6G/FmUo6Mj/sc//uEmk4kvisKrahljrESkrwiIaJoSwY6I7OakwMw7RNQnAWYem9mYiEZEVJlZxcwFdRVBQV0S6JPB1nXtsZXWPeJy+H4/9HtkHwqaHwr4/ZwIbfb3c9Afro5qiGidDm+riWhlZv2on7rgvlDVC+4e0HKhqn3gN7NLVV157+uiKNbM3IYQQl3XYTab6ec66h9CAgB4WJiI+MWLF/zq1SvZ3d118/nci0hhZmVVVVUIYSQiYyKaUJcIppRaQCKSv55SlwSmzDymriIYMfPIzLZbQze1h25MBtydVvehh9h8yE3tHBrMTWxvdBuO9IeBv58QV9WGmdfMXOdRfwr+yzTxm0f/F6p6kb5fUgr8RVGs2rZdO+fW+WHtl5eXYX9/X//617/m97L93j87SAAAD08fVIdtobdv3/qyLP12ImDmcQhhQl2wnxDRNCWCfE0otYSomxsYpaukq3mCnARyVfChZNA/05h+fBIYHnu9fW0fkz3cCb0R+Cm1eoYjfrp6YEu++kDPzEszu8yvebQfQqiJqBGRRlXb8/PzeHh4+Nm3e26CBADwcH0wEXjvC2YuzKwqiqKKMY5yi4hSwFfVSf46Tw5vtYRGzFx9qCIwM8/MwyTQJ4NBJdA/1D63h0S6P+oegUDXAn8a+Q/3LwwDf7CrRzFeG/FT1/KpRWRlZnn0fykil7n9Q0T91865VYyx9t7XbduuKQX+tm3DcrkMNwR+oicS/ImQAAAeg435ge2KIPX0y6IoKlXtkwEzj1R1zMxjZh6nhDBObaD8OmLmilIlYGbl1hzBcMJ4oyIwM0mTxxuTxl1855vaPtdG/JTaPHknNN0w4qfBqD+9rgZJoL+G34tI7Zyr27ZdM3OTz+1p2zbMZrMwn8/1qfT5fwgSAMDjcWNFcH5+7oqiyImgMLNSVSvvfaWqlaqORGSUX/NcQE4AZlaJyIcqgYKIPDN7M8sTxn018KEkkGxM8KYWTw7+/eYtuzoQb7jzOQf+fFzzMAHUZlarai0itaquRGQtInUIYS0ia+fcmoha51wTYwxt24aDg4O4WCzi7u6uPfXAnyEBADw+G4lgsVhw3kMwHo/d2dlZ4b3vJ47LsixVtUr7C/pgn74emVlJaYUQEZXMvF0FFKrqmdkNEsF2AujnBHIraFAFbCzlHPb680mo1G1qGwb/vOltnV9Vdc3MaxFZxxhzUmhy0E+b5Roza82s3dvbC3Vdx7Ozs7i/v69PudXzIUgAAI9XnwjyqqGzszOZzWaSqwLnnBcRT0RFXddFWZZl0zRFURRlCvzXXikF/UES8Mzst5KAMLMzM6FudZDcsES0X+VjZhubuFIVMDz2ItBVEuiPvaAu+Od1/k0IoclBPr8SUauq7WQyCXm0P51O9fz8PM5mM53NZobAfzMkAIDPQ99+yVXB2dmZ7O/vu4uLCzcej51zztd1vZEUmLlg5rz6pwgh5OCfW0rbwd+ljWPOzMTMRERy8OdBEujeVEoAzKyqamnkP6wAoqpGItpOAjmw5z9ry7JszSyYWauqwczapmnidDoNdV3Hvb29OJ/PFaP9Hw8JAODzslEVzOdzns/nsl6veX9/39V1LaPRyNV17cqydCLi1+u19947EfFt23pm9s45x8w+xuhSAnAi0gd+EXGqKkTEqirOOb6pAiDqkkA69jonAk2v0TkX0zOSo5kFVY3e+2BmIcYYi6IIqhpijLFb+RpiCCFMJpO4Wq3idDrVHPQHvf38sxH0/wkkAIDP17VkkCuD2Wwmy+VS1uu17OzsSE4ITdO4siylbVvnvXchBOe9lxhjfhXvvaiqqKp479nMNq6NN9AF/f6KMSozm4hoCEG99zG/tm2r3vuYAn9cr9daVVVsmiaWZal1XcfRaKS7u7s6n891NBrZDSN9IgT+Hw0JAOBp2DjXZzshfP3117xYLKSua9nZ2ZH1ei1t28poNBJV5bZtpaoqCSGImXFRFKKqbGacX4mIyrLsf46IWF3X/WSwiBgzW9u2KiLmnFMRsfV6rUVRaFEUulqttCxLvbi40KqqdDqd6snJiU2nUx2NRra7u2vo6QMAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAwIf8P+s7Ci0yeHO8AAAAAElFTkSuQmCC"/> </defs> <g> <path style="fill:rgb(15.294%,16.470%,20.392%)" d="M 158.175781 263.765625 L 225.828125 263.765625 L 225.828125 318.488281 L 158.175781 318.488281 Z M 158.175781 263.765625"/> <path style="fill:rgb(9.803%,9.803%,9.803%)" d="M 158.074219 264.171875 L 225.925781 264.171875 L 225.925781 318.339844 Z M 158.074219 264.171875"/> <path style="fill:rgb(0%,0%,0%)" d="M 23.996094 55.277344 L 360.007812 55.277344 C 364.546875 55.277344 368.226562 58.746094 368.226562 63.023438 L 368.226562 256.601562 C 368.226562 260.878906 364.546875 264.347656 360.007812 264.347656 L 23.996094 264.347656 C 19.460938 264.347656 15.78125 260.878906 15.78125 256.601562 L 15.78125 63.023438 C 15.78125 58.746094 19.460938 55.277344 23.996094 55.277344 Z M 23.996094 55.277344"/> <path style="fill:url(#linear0)" d="M 31.472656 64.058594 L 352.539062 64.058594 C 356.609375 64.058594 359.910156 67.375 359.910156 71.464844 L 359.910156 248.164062 C 359.910156 252.253906 356.609375 255.570312 352.539062 255.570312 L 31.472656 255.570312 C 27.398438 255.570312 24.097656 252.253906 24.097656 248.164062 L 24.097656 71.464844 C 24.097656 67.375 27.398438 64.058594 31.472656 64.058594 Z M 31.472656 64.058594"/> <path style="fill:rgb(9.803%,9.803%,9.803%)" d="M 132.195312 317.359375 L 251.796875 317.359375 C 254.375 317.359375 256.460938 319.328125 256.460938 321.757812 L 256.460938 324.324219 C 256.460938 326.75 254.375 328.71875 251.796875 328.71875 L 132.195312 328.71875 C 129.617188 328.71875 127.53125 326.75 127.53125 324.324219 L 127.53125 321.757812 C 127.53125 319.328125 129.617188 317.359375 132.195312 317.359375 Z M 132.195312 317.359375"/> <use mask="url(#mask0)" xlink:href="#surface5"/> <path style="fill:rgb(100.000%,100.000%,100.000%)" d="M 220.324219 230.296875 L 205.46875 230.296875 L 205.46875 246.09375 L 220.324219 246.09375 Z M 198.042969 230.296875 L 183.1875 230.296875 L 183.1875 246.09375 L 198.042969 246.09375 Z M 175.757812 230.296875 L 160.902344 230.296875 L 160.902344 246.09375 L 175.757812 246.09375 Z M 175.757812 230.296875"/> <use mask="url(#mask1)" xlink:href="#image9"/> <path style="fill:rgb(83.137%,9.803%,9.803%)" d="M 360.546875 266.765625 C 360.546875 221.007812 323.519531 183.910156 277.847656 183.910156 C 232.171875 183.910156 195.144531 221.007812 195.144531 266.765625 C 195.144531 312.523438 232.171875 349.617188 277.847656 349.617188 C 323.519531 349.617188 360.546875 312.523438 360.546875 266.765625 Z M 360.546875 266.765625"/> <path style="fill:rgb(100.000%,100.000%,100.000%)" d="M 234.179688 250.03125 C 234.992188 246.292969 238.308594 243.5 242.277344 243.507812 L 290.195312 243.582031 C 294.769531 243.589844 298.476562 247.304688 298.464844 251.878906 L 298.449219 267.085938 L 321.753906 250.050781 L 321.691406 283.621094 L 298.429688 267.421875 L 298.421875 281.730469 C 298.4375 286.320312 294.703125 290.03125 290.132812 290.023438 L 242.214844 289.949219 C 239.929688 289.9375 237.976562 289.132812 236.359375 287.519531 C 234.742188 285.894531 233.933594 283.933594 233.9375 281.632812 L 233.984375 254.546875 Z M 234.179688 250.03125"/> </g> </svg>
+<svg width="512" height="512" version="1.1" viewBox="0 0 384 384" xmlns="http://www.w3.org/2000/svg"><defs><linearGradient id="c" x1="24.161" x2="470.92" y1="255.65" y2="-4.7024" gradientTransform="translate(-.025142 -.011297)" gradientUnits="userSpaceOnUse"><stop stop-color="#367bf0" offset="0"/><stop stop-color="#b7164b" stop-opacity=".99608" offset="1"/></linearGradient></defs><path d="m158.18 263.77h67.652v54.723h-67.652z" fill="#262833"/><path d="m158.07 264.17h67.852v54.168z" fill="#171717"/><path d="m23.992 55.281h336.01c4.5391 0 8.2188 3.4648 8.2188 7.7422v193.58c0 4.2774-3.6797 7.7461-8.2188 7.7461h-336.01c-4.5352 0-8.2148-3.4688-8.2148-7.7461v-193.58c0-4.2773 3.6797-7.7422 8.2148-7.7422z"/><path d="m132.2 317.36h119.6c2.5781 0 4.6641 1.9688 4.6641 4.3984v2.5664c0 2.4258-2.0859 4.3945-4.6641 4.3945h-119.6c-2.5781 0-4.6641-1.9688-4.6641-4.3945v-2.5664c0-2.4297 2.0859-4.3984 4.6641-4.3984z" fill="#171717"/><path d="m23.992 59.781h336.01c4.5391 0 8.2187 3.4648 8.2187 7.7422v193.58c0 4.2774-3.6797 7.7461-8.2187 7.7461h-336.01c-4.5352 0-8.2148-3.4688-8.2148-7.7461v-193.58c0-4.2773 3.6797-7.7422 8.2148-7.7422z" opacity=".3"/><rect x="24.136" y="63.993" width="335.73" height="191.64" rx="3.7555" ry="3.7555" fill="url(#c)"/><path d="m224.82 234.8h-14.855v15.797h14.855zm-22.281 0h-14.855v15.797h14.855zm-22.285 0h-14.855v15.797h14.855z" opacity=".3"/><path d="m220.32 230.3h-14.855v15.797h14.855zm-22.281 0h-14.855v15.797h14.855zm-22.285 0h-14.855v15.797h14.855z" fill="#fff"/><path d="m237-207c-3.0976 2.9258-10.262 9.0781-10.262 9.0781l16.789 16.918s7.2695-7.4687 10.555-10.57c0.8125-0.76953 0.71094-2.4961-0.10546-3.2656-2.5469-2.4023-6.7695-6.3047-6.7695-6.3047s-3.9766-3.7812-6.4258-6.0898c-0.89062-0.84375-2.8867-0.60938-3.7812 0.23437zm-17.641 15.117-44.887 42.285 0.38672 16.723 17.523-0.0976 44.395-41.895z" fill="#fff" fill-rule="evenodd"/><path d="m384 294c0 49.706-40.294 90-90 90-49.706 0-90-40.294-90-90s40.294-90 90-90 90 40.294 90 90z" opacity=".3" stroke-width=".9375"/><path d="m384 286.5c0 49.706-40.294 90-90 90s-90-40.294-90-90 40.294-90 90-90 90 40.294 90 90z" fill="#fd3333" stroke-width=".9375"/><path d="m242.68 260.25c-4.9294 0-4.9289 4.826-4.9289 4.8149v57.86c0 4.8268 4.9289 4.8273 4.9289 4.8273h68.882s4.9303-4.8e-4 4.9413-4.8163v-32.85l33.747 26.413v-50.627l-33.747 24.208v-25.004s0-4.819-4.922-4.819h-68.894z" opacity=".3" stroke-width=".93753"/><path d="m242.68 252.75c-4.9294 0-4.9289 4.826-4.9289 4.8149v57.86c0 4.8268 4.9289 4.8273 4.9289 4.8273h68.882s4.9303-4.8e-4 4.9413-4.8163v-32.85l33.747 26.413v-50.627l-33.747 24.208v-25.004s0-4.819-4.922-4.819h-68.894z" fill="#fff" stroke-width=".93753"/></svg>