reasoning stringclasses 264 values | image dict | text stringlengths 32 301 | target stringlengths 125 27.5k ⌀ |
|---|---|---|---|
Okay, here's a concise summary of my thoughts on the mechanics of drawing a wooden bridge crossing a calm river:My primary focus is on creating a visually appealing and balanced structure that evokes a sense of tranquility and connection. I aim to capture the curves and shapes of the river, the smooth, flowing lines of the bridge, and the subtle details of the wooden structure. The goal is to create a sense of balance and harmony, emphasizing the natural flow of the water and the surrounding landscape. I'll strive to achieve a level of detail that is both realistic and artistic, allowing the viewer to appreciate the intricate details and the overall sense of peace and serenity. | {
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} | Generate code for a svg of a a wooden bridge crossing a calm river. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f9f4ea" d="M0 0h96v44l-17 3v1l-7-1q-2 0-2 2l-6 3-1-3-2 4h-4q-1-9-1 0H40l-1-5-1 1v5h-4q0-8-3-2h-2q-4-2-3-5l-6 1q-7-3-15-2-2 0-1 3H0v-2q5-1 0-2z"/><path fill="#936750" d="M0 45q5 1 0 2z"/><path fill="#cab29d" d="M5 46q8-1 15 2v3l-7 1-1-5v6H9l2-2q-3-2-6-1z"/><path fill="#dfc9b2" d="M96 44v3l-8 1v-1q-6 3-9 0z"/><path fill="#90816e" d="M79 48v5l-7-1-2-3q0-2 2-2z"/><path fill="#755242" d="M79 47q3 3 9 0v1l8-1v2l-7 1q-2 1-1 4-6 0-9 3z"/><path fill="#ccc2b0" d="M80 50h7v3h-7z"/><path fill="#e5dece" d="M0 50h4q0 6-4 2z"/><path fill="#b69881" d="m34 54-3-2q3-6 3 2"/><path fill="#80543d" d="M5 46v7h7v-6l1 5 7-1v-3l6-1q-1 3 3 5h-4v5h-1v-4q-6-3-10 0-2 1-1 4l-5-2-3 1H4l-4-2v-2q4 4 4-2H0v-1h4q-1-3 1-3"/><path fill="#c6dbd5" d="M21 49q2 0 1 2z"/><path fill="#f7f3e6" d="M5 50q3-1 6 1l-2 2H5z"/><path fill="#daccb5" d="m38 49 1-1 1 5h16q0-9 1 0h4l-5 1H39z"/><path fill="#5f6461" d="M29 52h2l3 2h1l2 1-1 1-11 1v-5z"/><path fill="#e7e5d5" d="M96 49v9q-7 0-11 4h-2l-1-1 9-6q-1-2-3-1-1-3 1-4z"/><path fill="#5d7172" d="m70 57-14-2 13-3z"/><path fill="#607b78" d="m72 52 7 1v4l-3 2-4-2z"/><path fill="#5d4b42" d="m70 49 2 3v5h-2l-1-5-13 3v-1l5-1 2-4 1 3z"/><path fill="#cca373" d="m38 49 1 5h17v1l14 2h2l4 2-2 1H57q-7-2-15-2l-15 1v1l-6-2 3-1h1l11-1 1-1-2-1h3z"/><path fill="#a2b7ab" d="M88 54q2-1 3 1l-9 6 1 1-4 2q-3-1 0-2-4 0-5-2l2-1 3-2q3-3 9-3"/><path fill="#cad7c2" d="m0 54 4 2v4l-4-1z"/><path fill="#765841" d="m27 59 15-1q8 0 15 2-16-2-30-1"/><path fill="#c6cab9" d="M96 58v8l-8-2-3-2q4-4 11-4"/><path fill="#cdd6c3" d="M13 57q5 0 9 4v1h-7l-5-1q-3-2-5-1v-4l3-1z"/><path fill="#73766c" d="M4 56v4q2-1 5 1-3-1-5 1l-5-1v-2l4 1z"/><path fill="#f8f3e9" d="M27 59q14-1 30 1h14q-1 2 1 3v3q-3-1-5 1l10 2 7 4q-3 0-3 2l1 1h14v20H0V72q5 0 8 6 3-2 1-4l17-4z"/><path fill="#41403f" d="M5 62q2-2 5-1l5 1 3 3q-4 2 0 3 3-3 3 2-5-2-8-1-3-6-8-7"/><path fill="#2a2727" d="M22 61h4v4q-3-1-4 1z"/><path fill="#b7c0b0" d="m0 61 5 1q5 1 8 7-3 2-4 5 2 2-1 4-3-6-8-6z"/><path fill="#444446" d="M71 60h3q1 2 5 2-3 1 0 2l4-2h2l3 2-2 4-2-2q-3 3-7 2-2-4-5-5-2-1-1-3"/><path fill="#6a716e" d="m24 57-3 1 6 2-1 10-17 4q1-3 4-5 3-1 8 1 0-5-3-2-4-1 0-3l-3-3h7v4q1-2 4-1v-4h-4q-4-4-9-4-1-3 1-4 4-3 10 0z"/><path fill="#a8a69f" d="M72 63q3 1 5 5 4 1 7-2l2 2 1 4 9 3v1H82l-1-1q0-2 3-2l-7-4-10-2q2-2 5-1z"/><path fill="#546062" d="m88 64 8 2v9l-9-3-1-4z"/></svg> |
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EAcC0PLTFyZQsjwNOgElR4gBgOt5WvXB0iBn6w+rTo0MA7JQSBwDTcWp10egQM3R29cejQwDslBIHANPwvuq5o0PMmC2VwGQocQDT9+nqg9VHqvMGZ2F1Tqs+OzrEjL2i+vDoEAA7ocQBTM+7q9OrW1ZXrS5XfWl1terS1bWq21RPrT42KCPL9eEWv5+szgXVc0aHANgJJQ5gOt5U/Uh17er+1cuq/zjI+/6tekF11+oa1c9V719PRFbkcdW5o0NsAVsqgUlQ4gA237nV/apvanEy4dEcL/+Z6knV11S/dZRfy2b4eIvfQ1bvjdVbRocAOBIlDmCznVV9b/Xo6sJdjHN2dffqp/Jc1dT8ZvXJ0SG2yBmjAwAciRIHsLnOqm5W/dUSx3xGdbt2VwhZn09Xjx8dYss8K9c4ABtOiQPYTJ9t8fzb21Yw9p9U91nBuCzf73bw5x5ZnfdWfz46BMDhKHEAm+kR1V+scPwntChzbK7zq8eMDrGlbKkENpoSB7B53l49fA3z3KM6Zw3zcGzOqN4zOsSW+oOcBgpsMCUOYPPcr/Vc2v3e6lFrmIejd1GLuwAZ45NZqQY2mBIHsFnOrF68xvkeWb1vjfOxM3+Yo+5Hc2ccsLGUOIDNcVGLVbh1Ord6yJrn5MhOGx2AXlZ9eHQIgINR4gA2xxnV3w2Y9+mD5uXgXprfj01wQfW80SEADkaJA9gM51YPHjT3iBVADu3U0QH4L7ZUAhtJiQPYDI9pcdDIKGe23mfxOLjXVn85OgT/5Q3Vm0eHADiQEgcw3kdaHDAy2v1a3E3GOL8+OgCf59mjAwAcSIkDGO8hLY40H+3t1VNGh9hi/9DieTg2yxktthwDbAwlDmCst1W/OzrEJfxK9YnRIbbUqdW+0SH4PO/NFldgwyhxAGPdv8UpeJvio9XDR4fYQu+q/mB0CA7pjNEBAC5JiQMY58w28zCRx7UoFazPqdWFo0NwSM9vcYIswEZQ4gDG2ORj/T9b/dLoEFvk/c3zKPsfGx1giT7ZZv6FC7CllDiAMZ7ZZl/o/Lzqr0eH2BKPblGc5+Sy1W9U3zg6yBLNsWgDE6XEAazfudUvjw5xBPtarBQ6aGO1PtZmHWyzLHerrlLdaXSQJXpp9eHRIQBKiQMYYfTF3jv12hy2sWqPrz41OsSSnVDde/+/337/r+fggur3R4cAKCUOYN025WLvnXpgdd7oEDN1dosth3Nzl+rL9//7VarvHZhl2WypBDaCEgewXptysfdOvbt64ugQM/Xk6j9Hh1iy41pcm3FJdxwRZEVe3+JuR4ChlDiA9dm0i7136mEt7o9jec5rsZVybm5bXfeAj926uuKALKvyrNEBAJQ4gPW5X5t1sfdOfbz6tdEhZuap1QdHh1iBBxzkY5eufnTdQVbomTnwBxhMiQNYjzOrl4wOsQtPrt4yOsRMXNjicJu5+YHqxof43JxOqXxP9VejQwDbTYkDWL1Nvth7py6oThkdYiaeXb1zdIgVOPkwn/uO6svWFWQNHHACDKXEAazepl/svVN/XL1ydIiJ29e0TifdqW+vbn6Yz++t7rCmLOvw/Bb3PQIMocQBrNYULvY+GvdvsbLIsfnj6p9Hh1iBw63CXezOK0+xPp9o2tujgYlT4gBW69FN42Lvnfr76ozRISZsjqtwN6y+bwfvu371DSvOsk62VALDKHEAq/OR6lGjQ6zAKdU5o0NM0J9VfzM6xAr8YrVnh++d0wEnL83VG8AgShzA6kztYu+d+kDzPF1x1U4dHWAFrt3RXR9wh+r4FWVZt/NbPBsHsHZKHMBqTPVi7516ZPWh0SEm5PUtVuLm5pTquKN4/1WrW6woywi2VAJDKHEAqzHVi7136lPN68CWVXv46AArcI3qjsfwdXPaUvna6u2jQwDbR4kDWL4z246T655avWl0iAl4a/Wi0SFW4H7VicfwdbeuLr/kLCM9e3QAYPsocQDLNYeLvXdqm/6z7sbDm9+1DFeu7nqMX3vZju45uk33jBb3/wGsjRIHsFzPaB4Xe+/Uq1qc0sfBvbt67ugQK3Dv6qRdfP2xbMPcVP9WvWZ0CGC7KHEAy3NuixMpt819m/fzf7vxqOb3380Vqp/b5Rjf1eKZurlwwAmwVkocwPLM7WLvnXpr9XujQ2ygD1dPGx1iBe5eXWmXY+ytbr+ELJvi+dV5o0MA20OJA1iOuV7svVO/3DzvxNuNR7dYnZ2TS1f3WtJYd1nSOJvgP9uOw4yADaHEASzHtpeYj1SnjQ6xQT5RPWV0iBX46erqSxrra6sbLmmsTWBLJbA2ShzA7r0t2wmrHlO9Z3SIDfH4FkVuTo6r7rPkMed0Z9yfVh8dHQLYDkocwO7N/WLvnfpM9YujQ2yAT1e/MTrECtyhuvaSx/zJFuVwDj5b/f7oEMB2UOIAdufVeRbmkp5d/e3oEIP9dvUfo0Ms2Z7q/isY9+rVd69g3FFsqQTWQokDOHYXtZofbKdsX4uDL7b18uPzq8eNDrECt65usKKx53Rn3N9U/zI6BDB/ShzAsdu2i7136m+qPxodYpCnN89rJlb5lxU/2u4uDt80zx4dAJg/JQ7g2Gzrxd47df+2796sC5vnNRO3qG66wvEv12Klby7OaHtXooE1UeIAjs22Xuy9U/9aPXl0iDX7/ea5le7kNcwxp1Mq31W9dnQIYN6UOICjt+0Xe+/Ur1UfGx1ijeb4v4lvrr5rDfPcovrSNcyzLg44AVZKiQM4ett+sfdO/Wf1sNEh1uQl1RtHh1iBU9Y0z97qJ9Y01zo8r+3bTgyskRIHcHRc7H10fqN6x+gQa/CI0QFW4PrVD61xvjltqTyreunoEMB8KXEAR+e+udj7aJxfPWh0iBX7i+qvRodYgVNa788JN6y+bo3zrZotlcDKKHEAO/fq6k9Hh5igF1R/OTrECp06OsAKXKsx2xvndGfci9uuZ0KBNVLiAHbGxd67c68W/x3OzT9ULxsdYgXuXx0/YN47VscNmHcVPlv9wegQwDwpcQA742Lv3XlT9ZzRIVbgYc3vTrCrVT81aO4vqb5z0NyrYEslsBJKHMCRndviREp250HVp0eHWKJ3ttgqOjf3rS4zcP45HXDymhb3xgEslRIHcGSnV+8bHWIG3l89fnSIJXp4deHoEEt2xep/D85w2+qkwRmWZV/1rNEhgPlR4gAO7yMtShzLcWr176NDLMH7m+cP5/dsUeRGulx1q8EZlumZzW/LLTCYEgdweA/Oxd7LdHb1q6NDLMGjWhxcMSeXre4xOsR+czql8p3V60aHAOZFiQM4tLdWTx0dYoZ+p/rn0SF24WPN88L3u1VXGR1iv++pvnh0iCVywAmwVEocwKHdLxd7r8KF1QNGh9iFx1bnjA6xZCdU9x4d4hKOb8w9davy3Oq80SGA+RhxBwzrcecWW2OAY3NRi2PxWY2XVq9oseIyJZ+sfnN0iBW4S/Xlo0Mc4E7V40aHWJKzqptUlx4dhK3z0dEBWA0lbr7eOjoAwBHcu8Vl2VP6XvSk6uOjQyzZcW3mRfY3rm7QtLfeXtKbRwcA5sN2SgBGeUv1tNEhjsJnqieMDrECt62uOzrEIdxhdACATaTEATDSLzad0z9/t/rQ6BArsMnPJ96pxUohAJegxAEw0lTu4Tu/evToECvwAy22LW6qL62+fXQIgE2jxAEw2unVe0eHOIJnV/82OsQKnDw6wA7M6c44gKVQ4gAY7dzql0eHOIx9LS73nptvq24+OsQO3DanLQN8DiUOgE3wzOoNo0Mcwh81z5MFp7AKV3WF6odGhwDYJEocAJvgohaXq2+iR4wOsAI3rG45OsRRuNPoAACbRIkDYFP8efUno0Mc4OXV344OsQKnVHtGhzgK31ddbXQIgE2hxAGwSR7Q4iTITXHq6AArcO3qNqNDHKXjqx8fHQJgUyhxAGySt1e/PTrEfq+rzhwdYgVOaZp3r9lSCbCfEgfApnlIddboENXDRgdYgWs03SP7v7H62tEhADaBEgfApjmr8dsY31K9ZHCGVbhfdeLoELtw+9EBADaBEgfAJnpC9c6B8z+sxYmZc3Ll6q6jQ+zSHfOzC4A/CAHYSJ+tfnHQ3P9aPX/Q3Kt07+qk0SF26SuaxgXlACulxAGwqZ5f/dWAeU+rLhgw7ypdvvq50SGWxAEnwNZT4gDYZPer9q1xvn+vnrHG+dbl/1RXGh1iSX6suszoEAAjKXEAbLLXtd6tjadXn1njfOtwqepeo0Ms0RWqHxwdAmAkJQ6ATfeg1lOszqqesoZ51u2u1dVHh1gyWyqBrabEAczDpVrcATZH/1Y9cQ3zPLE6ew3zrNPxLbakzs0tq6uMDgEwihIHMA/3arEVcK5+vfrwCsc/p/qNFY4/yu2ra40OsQIntHg2DmArKXEA0/eF1QNb/FB7s8FZVuXsFkVuVX6r+ugKxx9hT/WA0SFWyJZKYGspcQDT9ystityeFqtxe4amWZ3frt68gnHPqx67gnFH++HqBqNDrNC3VNcbHQJgBCUOYNquXd3tEr/+1uq2g7Ks2gXVySsY9+nVB1Yw7mhzXoW72B1GBwAYQYkDmLbTqxMP+NhpLQ46maMXVa9c4ngXNs9nCb+7uunoEGtw5+a78gxwSEocwHTdtMWWuQNdq/r5NWdZp/tVFy1prOdV71jSWJtkFSuWm+grmu9zoACHpMQBTNOe6vEdehXil6ovWl+ctfqH6hlLGGdf81yF++YWK3Hb4o6jAwCsmxIHME0/WX3TYT7/BdWD15RlhF9scS3Abry4etMSsmyaU0YHWLMfa77bhwEOSokDmJ5LVw/bwfvuXl13xVlG+WD16F2OcdoygmyY61c/NDrEml2p+n9HhwBYJyUOYHru1eJZoCM5oXkWlYudVr3vGL/2zOqvlxdlY5zSdn5vd2ccsHX2ea3kdZOj+U0A2KEvqj7e0f15NOfno366Y/sz+ntHhF2xa1XnN/7734jXec33GVCYsrs1/s+HOb4u2sa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} | Generate code for a svg of a black and white vector illustration of an ECG monitor displaying a line graph. | <?xml version="1.0" encoding="iso-8859-1"?>
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ZLMpSA2EFhL4eeOkbmRsgCJqKAV0A8GJgkUKAqYcISQt02w04nH19AjUBEADAAsm/Hcu/Our3Fvl57X5XTLRD/DVy+yU5/TqkT8QTPjF/syvKwosCyW8J8A7MHJeMisC+5IcVqQAmkvXmwC1SkmxdggwUA64AqHYFKoRAo2JByX5WclY3wCe2FisCUBgIAQDMj/wXYPn7KvxDov7SAj/GFbDfB1fYV5LfD472mZx+Kel7onyW8Mn/KP+uizV2Eax0dRaxashyoSADxIFPGDBFfi7xVbkDzcTARABIHzGX2PWNhIB0ayZC0gJzqw2ACIAAANIj/5Ys/7Co32P31yB+NuKvS/yeaL8+6XNRvo/wq8g+YDMhz/FtDlrsElESvUtWGFSIAksQzCwGSvv8C2ehfA7ATEKAjdbrpAU8MwtqugGhKQGIgLSwio8gdfIPjfpN8msa9RNx43Sr7f7q4r4y4jfz+0HRPnEFgHVJ3061UMUxKdlTgHFK2iXypvTfVHFIj/Cy5ZEc3y5EwfRxcnKMNBLUzx31XyUIyHq/BRGStD5nmf+cdC7kLg+DqGl8rqjfkz17/ISRKNCOlSz+Bhq/phy9OI3vl1R8q4kY6+eTF5r+baOfTu9Tz6Xi0yKp/QEyf8jo75emyJVSO45y9CZk8ddK44hI4kSA/bjxr7VeowbU3iXfVCIAqz0cAEDDd772xf2DweqCyb9OoZ+nwr+u3W9H6TQP4g+J9huQfoBjUE34IRE9hf2E2hUJjZcNGbqwVI0FlkwEa8ehDFFZeXTTHWBqBmyXIMgVkEYVvbOnQYUjYE4WDCkU5NICzdwAvnDQPR616gJmcwKwgRAEAKBF/or4a8z2b1bsN5PlH5zrb2D3c8Rf9no28fts/rJov6SQL5j0Qwm/JlFTPbbv/hIjqxYdfx2ALQhcU9oirbpigBvq41j5XBrDs4tgqBAIrQ8oKRJsVhvQYl3AbCIAWwlDAACNyL+1fH+V5T9b1F9t93MFfk2JXyNle4KgTdrkugA86ZfMLqhN+J6jFTXJz1MYyFJBINnd8vxiQDrMJT1bGPtdASlD6wRk+aQ/nYyD6gMC3AC2UyCgQHC5xYGPZCLgUbAABEBfyV/lxH5UN+oPI/+6+f6ysbqzRP3Eugj+yv4GxB9o89vRfnVO39cpQLUJv59k32BJknUFQR0xIE0XQdZ1BXj7f0K2zMZEpb39UhqE7hjytdyAGVICtVoFWxcBqijwSZz/EAB9JP8D2dfW2ci//Xy/natvNeovyfM7qYJZid+T2ydNbLRH+mWED7Kf1SmQVUuYlZv3igFpegLS6wpMiX2+QqBuWqAdN4Ddfjm4LqBVEYBpgRAAvSP/rePIf1e3yL+O5R8Q9Xvt/raJv9rmL7f4eXufPJv/cJ8/CH+ZLkFTMcClCHzpgTpCQGp6IrA+ICgtUHJfUIFg05SAL1fTWl0A2gMXDLQBLgmP/e93bx1H/nMj/8b5foagm0X9zez+doi/xOb3RPvk25uAKDDKB+EvBvpx0sUAmTSkC9C8fU7mbYbTFjw5fVzeNUjjpjs5bkEkoRcN5i2ANH5M0VpHzq+btAjS+HdM2gel1jlXPMduHRQ0eZ/qufl3Rltfcd/08WLSniinrZPjdsHRfULv28s/D8NNmPxNYvo3s62CRUuizevmHeavq9UmiPbABWOAj2A52HH9bX8yPuHnS/5URv62JU5uYZw36tcInGhqrxeErkXYU1LXSVx9DaevVLzORBDYQ4amr0s0JWzSfpb/f6h+Ppw+fvJesvuG4+fnPxtO3sf0NbWfk/YlrPcg9B+T8zkCixYD+nG0U0DW+TYcZqcBjY++eR6Mbo7On+HkOI/PHfVD0s5/Gr2OKSytc3RyVQ2n56x9rWgCWE+56Y+b3hbadSCsc1+/Du1rnqzrSDibYfHCn3O4yG3bLRXFtYXxngOPPvwnOK8X6qUBi0R2gn81++dPwha3UPKfZ74/YJpfZdTvs/vLCvy0RYxCIn5i/x6i0GifvAV6sPbjXd78OxKO7XMnRaBZ3UHpgcIRMF/Xmxpw6gPKc/hS34xIhtYGSCfnz9UFuK8p3FbBWYsDm6UD0BkAAZAevv0f739gdcNl3+wO+ZeRtEmK5P05k+v3Fvk1sPuddr4q4q+w+T1Cxv58Qfo9EgNymt9nawWaCAEpPURr1gcYQsCuD5DSJeXK2gC7lVGYrZMuM1fXBSxeBKAoEAIguch/lxgV/W1thfzrFvt5bb+GhX5shb9PUHBtfYsn/qBoH6Sf/rLnLSC0XYFAIcBE+UFCIGiQkHQ7BWq4AW6BYKAI8LYKLkwEoChwzkANwMLI/yFF+t/sCvlTKfn7B/E4uUqjf95XQKh1FRR5WvLk+dX9Q9LIX8/T2jn+4u8o8vva48nM77u5fVNwTPP6JIRATj9tkHYeMjUD2jlo1JnkdQLTXPtQF7/DoSWCtRqBSR2BLXzH5y5X00K22HbrAUwRTKIs3eWIdLYugERYXYAnfVgy36Khm6ZqpFAPAAGQRNQRUPRHTvt6FfmTwZ/mBW6KAj4/Pvm5XcVvELdb6EdGXr5YmEwiL4r8DBeAtKWT9Pc2Wgx14ieH+Cmc+IVO/EN/Qd9kbQXp91II6GLAODeGYyEwnFEIaAWBuhDQRLBxLZF97usCVbs2ST9/XdIm3yht4oIAbT0hd9ZFsAgQcxEB+8ZTUoH5eGHA/KP/kDG/5NnOPbDSP2iyH9Pfz+b7a1j+nlx/aZFfqd1viRWLnMkQKB63Qq+QZhYktO0BVUsiWysgZY3UgHl/8RNpzB4oSQuUFAm6mxH5NxKSzP4HzVICzGhiXzrAuXvmdMDp7Frdu3ff11EPAAcgMvLf/1CAjbUg8rcjXSJzRE5wlb9uZdpRP7GDgIyov9Tu1/L8w2nENI2AiG2lIqGnFoalNj+ifaDKFWBbCg1HYFjhCOj3F2f3OC1AoiItQFZawO8GmM/jr3mnVZZNCbiimNvamxPdjrtYUl/T0AnYmgmF/Tg34QBEhSf2P7Q1U9Fq2M/uTpB/aItfZZW/P9dvLBYlUb/b1ldS4EdMflMvLKyK+FHUB8y6TEpmB0Kp7xfgOgKGV2B1DEirAFCPxZq5AXaBoL68S+d1+VbBQCfAcEhkjY2EZnYCsHMgHICIlg1ZlfefhfypHfLn8v1CGAVzpJO/XehHwo36qTrqn5Y76Hl+k/yJpnUBk/v1AUJsxG/n91HUB7TgCngdAfI6AkbtAE1O8Mn1NXUDhOsGkM8NcAWw8Vhd9BK5optz++zaoSonQDBrALuCte4EfDULqvbgfIQDEEP0/0AmAL45P/IX9cm/Ub7fHqjjicINcUDMYCF/1M/n+fm2PbOdz7P4IL8PLGDZdFvkmBoBrUXQ2IfQVx/gydlLfSMhWeEGSHuTI9/MANsJMF0DbhdCfqfChToBh7N15BP3PfJ1tAbCAegs+e/KFoL9peQv5kv+1Ab5Uzn5u2N8BRP1Cyvqd6v7Q/L8ZjsfF/HbbXwAMEdHQO8gKWsf1DoDtOHUTlfK5Hp16nS0bgGy8/hcOsweqc20C9oCmvTfT0zwwBX8imU5AWpt/UOcgxAA3Y0PRuS/tZT8qUXyZ1oAHQL2kb9u89uz/I2oXgiv5S90K14YxGy39vnIupi5brdN+YlfgPiBDgqBoSZ4LZFstRSSVjzIFgnmQlkY1xcZwwsKMS2MzhhvSsCp0TGLA0OHenVABHz1wKMP78H515aXBbQZ/X91nPtfHPkLTrUL64K1ZvSzroB1PxEb9ZuLiEd0iPEiOLlnaEQ0fFsfl9+cvjf7c4TVD3RuOXWKBQtrX5anBYxpglK7X3haBjWL3pcSmPzclxKoURzITASUbMuh/jomxQSlA2QwPR3OgotP3PfIN5AKgAPQDRx49KESe6oL5F9V7Mc4AL7e/kkgMjRSBZOof2hP8vNF/ePHO0OGtJ3YiNkJDRE/0EVHwCkWHBoOljctYAwR0toJPW6Acb37UgIknCFe5Aj7wOJAe8R21cAgEp5ppRVOQMnPLGRr7QCpAAiATkUAHuu/K+RvvmZQsV+I5W9t1zv9O325ftPa19SBa/frCxWifiBWIZCnBURlWkAY20vrqQLBdApYKQF7vDa5NTrCM0aYfOuFIQ4oSARw7cVzEgHoCoAA6Ez0r7b43RNO/n6XYOHkT9zWuZY4MOanu5Y/sYV+5VG/3dY3JLMDAAN8gFSEgO0GTFpZdYIW5ohr3Q0gbpCX4AoEjeHETF2Afs2a64hv3SB7eBiViwCxQBFQXmwNVIas+AhmxxP7H1R2FLPLX/0tfedG/sTvBUCl+X5TDJBO0LaFaLf3eXL9zmJitPchzw+kvdxKa+vgYgiQvnOg0UoopdEaOCoJkE67IFcXYAwosnYTNEYIj3+vTglSMtsTl7UJercoNh/TvCagjKroj/fu+/of4fyCA7Ccy5qt+i8L+edA/kQNyb8s30/OYB9hDNaZkr8+1KdO1O+1+5HnBxJ0BHSLnCZpAdMNIKc2QLiDf4amGzBNCWjXP7PjJlnXPl8XIIyWQ59jsFgnoGwdkF9R9Vc4vyAAFo7sxNuXnYB7RAXP07zJX4hS8tfb/EiQZQn6Fg1rTrlRo2Ba/mJcD0B2DpPJ9U/sfiqx+0H8QKIigEsLTEWxmN7W2gOntQHDipTA0LwGfSKA7B08lyMCRDsiQAVfX8O51cSTAhrjia89uFUOBofY6L8J+XOtei2Rv9vmx/XvkmXha/cZi8Cw2vJn5gk4OUWmnx/ED/RtCTbb9cR0tn9xW99XQOqtfuUpAalb+E5KQAbsI8ClA4RwpwTOlg6Q1uN89FSZDiDau/eRrz+JcwoOwGIu3UHe799x8jdn+gunGMhuI7LI34noh06Vvz1z3yxMCo36YfcD/XQEprU1ZW6AMK8/S1DnqQRhpwTMVkFhtQqabb+cEOccQGYdqnQChMcJECVrYFkw4LkfBYEQAAuL/vc/uCc74/Z1n/z1KJ5KLlbi+/t1y9/eotS2/CddAtrEPm3jHuHk+gWzhSkA9E8EGPtoTMS6ee1MJ2rqNv90hgbZdQF2uoHclICbDuRFgJhJBBAvAtgV0i8CAjoDdh3Y/9Af4XyCAJh/9O9M+wud778s8uf2B7DIX3D9/ePHDN0Z4jr5T6P+ofYeh9p8/6E1LAhRPwCEuQFW3t5u39UH/RiO3bStkJx+frsuwHUGnRqDEBEgKkQAs26xK6VnWagUAVJ+5Ttf+9JWnEsQAHNDpjK/mp1pu50TsXLQD5We6LyEaI/8hVMhPGTI3+3vF0Nzln8jy19w0QUAAFVuQLFX9vQas1IC2jWnb6jFpQRsEcB3BVkBSR0RQBUigEJEAFMkGC4Ctg4Ggz/BeRQYyOIjqIcnMnUpByta4Z8vp0WsfC3dute5f07kLzyV/g5R2/l+YY79nQwZ0TYkMaJ+cj8R2P0AEL48T+r3BmzRnjTm9VtzBaR0C/qMx+l7EmiFgsbvmPzU3JNA+vYLsH7OFgYyeya0PCMgW39uue+Rrx/GOQQHoN1LcpDPn94qgqJ4r2xthfxpJvInhvy5Yj873y9EmeU/FCVRP8gfAJq5ASUpAWeiJ033HBjtycHX8hhrQIAT4A7xKl+vqpwAN5CvNyOgbPfATBzABYAD0HL0vz/f7OeQeYFyp2fTXv965C9mIn/BDAUxR/G6LX4m+QvL8p8W+ll/G4gfAGZeqp2o34jUB+zPpd7KJ0ucAH1XQdsJmDCF1RbYqhPQrD2wbPfAbJ3aex/aAuEAtIj9M5O/qCZ/EWD71yV/akj+Zr5/aJK/XeXPFPqB/AGgHTdAd93cll5tcJD2c7KmcdqbDHHtwMKoLxjydUGtOwHuoKBZOwMycYDdAuEAtBb978mU7wHhnKxtVPzbF0S7OX/X8mfIn8h5PJvvF3wfMgr9AGDBbsAkwpdGvn8SxWt1A8YAID1aL6LwyX0DywnQ9hlw9gZo6ARM3qeo5wRI6aUvXz1AJmL23vfIN+ACwAGY8ZKbqMkFkb9Jpy2SP/HkTwHkbw0h4fL9GOoDAItwA6zaHZq2EE7WAK1ugMjca2B6vdopvqFT6U/MetPECRDcWuYsjyVOQMmS4hsXLOUALgAEwMzR/z5j3j+5FyR/mfIWFlsLYJN/xcY+zcmf36hn+pou+Q+ZdqO8tmg4tKYEClj+ALAgESCcrYCHGtm7RX36dMHJ9cyKAGJEwHBmEUBeEeBpA3REQKOiwD0HHn14D84XCIB2ov/Ain//eUrsfcQ+37ern31/i+RvLRxDI99PZr5fvzRh+QPAEnQAOU6AKQLsPTmGmrafgwjg1ipRLgLstZUqhY83zPKJALgAEAAzRf+76hb98d+TdpIGFM14yJ+s+2cj/+luY9PXYYr9tMIhYSwcsPwBYNluAOmkL0wRQMa0TkYEWNd3uQjwpQP8a5YzX0T40p5kbTIm6hcF8h8QXAAIgFmi/xnG/LJRfpfIXx8/WpC/sMhfm0JmvxdY/gDQEREgGBEwFQjmpmBDLXU4dCJ6dmqg5SaYIoA8IkCwkX8rIsC3KsMFgABoN/oX1UV/nDioKPqblfxFS+QvjKIhjvyZNiJY/gDQORHApQTIGPtLxk6A4SJAGGtJuAjQibmE9AUvApoWBTIP2jPawA2AAKgb/YfwHFGNor/m5C808qcq8p/k+ciK4G3ynxYI6YvEZLLf0NpgBOQPAB3WAbYIENbsf71o2BQBzlwAozugiQjQX8OKzsldG11RwIsAbp2tqgeQUsIFgACoE/2LXSWnVxD5l7XB8GI3pJI2kPyFVbRD5hAQc4tQMakF0Nv88kp/off8g/wBIAY3YCoChtUigMwUoBDCHAHeyAkQbB2AWRZF/qidr5cWTjo1uB5AKhdgN84NCIDA6F8E9/t7L0LmJGe3/NUG6+iPN3Rwq+QvGPKfPm7S5uf8HSB/AIhLBGgR/NCTDhAhIoBYEcAHN+aocFEZ1DCuAFcPEET1flEh5eArOC8gACqi/wdH0X8beX+23Y/fP5s4+eAobpv8hTMboA75D4uLfGiRv17pj2I/AIhaBAwLESCodRFA2rAwJ/9P/hkBZogzY1EgCf/abD5oX7a+78J5AQFQHv3PlPevX/FfubnPnMhfFOQvigE/5JI/on4AiFoEqGt6qEfnQzJ3E51BBBgTRFnS5mcEtFUU6D6GCdtIX98lXAAIAB7f/o/375tU/oumeX9Ranlxatl+vDPlj3yPd4d4NCV/VPoDQMo6oEoEiEYiwFx/dFezZEaAqBABpUWBJrPXqwdQt+S+//qnX9iKEwICwMHqhk2/Xy/vzxr3JeQvarb7mdvy2vl49+ILy/mXkz+K/QCgNyJAmw0wkwgQlggoaw9kawDcoN6N+u2R6c49pUbI+MbWldWND+BkgAAw8MT+L+3JTpI9IdTHC03fyF7bKhO12v3MaXzaRWWR//RH1k59FvkTyB8Aei4CuKmBZSKANBFAvAgwdhsNmBHgGSfMFwVatQfeosDg1kC0BEIA2NcFfaWC6qv7/anspGS2+a1s92MKBklzE7gtfYW2ex/IHwAAZ1mjfL5HuAgwSZyYNcdwIivbAzmy1lfMks4Aa0VsWA+wC+OBIQCm0f/XvrRrMFh5gDldgsjfrmp1c+h2xT+Z7X5l5G+kDexJXdaFSCB/AACCVIArAkQNEUDlIkB4RYBNyDWLArmOJK4eoPrv/30IACBHURnqJ/8SV6Bm3p+cvQXIOsnJyiJYzkHL5I8NfQCg3yKALwwcurNGaogAYkWA5iCUFgWKinoA2ykQ7syWahdgnwr8IAB6jlFFqNxXeaEI/oTkyZ8jcM8JbP24tD2QPFtxUrOcP/kUNQAAvREBQ90J8IgAChIB2iLGigBusWtSDyA89QD1UgFyULXuQwAkj5WVDcr639rE+qcypcq2tYiSscDMmM7J48nt9WfJX7/4xq8B8gcAIMAJqCsChDP3350eSs60QL4o0B6RzooA4W/u058XnAog2es0AATACH9YZv1Xj5zkCvV80X550V81+VsXhW3BFbv6TcifQP4AAMwoAkgTAcLaVVDfTdBcu/gsPjNrhGw31HI6uVkp3PeuQVA1G2DXgf0P7YEA6Cme+Fq+ReSusouC/7Yi7y8EU/QnSsmf2JOb6fW3yH/oI38C+QMAUFMEEFcToAcnQ34WiW39TwJ+bo7JVAg466Tw5/fNoKysHiAsFTBGb12A3gsAKeXv17f+6+X9y7a4JEGWkC3v9XecAYv8DaeBQP4AANTVAGQOC7JmBghhOQHC2lpYW5/cokDhBkSsYRpaD1AWrlHoPi77Dux/qJeTAXstANRBz06Afb4zo/TkqZH3d1SqUwdDwilyIW6wj9tTa/+uIcgfAICZRYA2MdAYH26nFa3Ao1FRoJ0CCKwHID414BkgWJUK6OVkwF4LAJP8gyb6iNId/QLy/qJk0h9x1a1cFwEV5D8uuBkWtf7W7l5Wnz/IHwCAZiJg/H2VCLBnANhFgdaaaIuAkHoAbzTG1gMEpwL+VwiA/uErfITf0Pp3jIHAvH9w0R+Z1f3O48uKDLGeAQBQXwRQsZWwLQKsDcuMOSXW0LJiESJvN5SnHoDJ75enAph6gIC9ArKf/9KB/Q/tggDoCZ7Y/9BuwRX/tWT9O3l/pqKV2OEW1UV/ZseAVaRTvMJwfNEKTPgDAGAGDUBkiQCzPZALQKbjStw1zBw65s5Xcdz/WqkAfnk2XsufCuhdGqDPDsBX+DOmmfVfmfcX3Amr7c5XSf7jDXydXv/x84c6+WO8LwAArUkATQT49w3Q17HJc4wo3KxrIsdFKK8HIF4duIs1lwoQZTu4TtC7NECfBcADbVr/zqsQaykYF5HdzsJX+DMuwqTdjyF/YnpsAQAAWhEB3OZBXHugKRYm0b+ZwGRy/eTYAL7uAf+GQdyaaq3vvAvwC0/sf+jjEACJIzvI+7J/tgrOevKe/8Tc9Fj/3BaYwrNTlu086BO3jItIK/ojzVPw9fqD/AEAmKcImET5ZiEzeVqSDa4lsub+uxsHcW2GDsE3SAXwC/7km17NBOirA/CFynm+TvGecO0ln/XP5f3tvbKpLO8vmIp/U2RQScU/yB8AgLmJAMuy5743igLtn1v1AGVT/ohZW0tTAUwnlvAWBLJrZK/qAGQPo38V+Z+yBYBdtMepUFMMlEf/PieAaJa8v9vfX+ThCOQPAMDCmEOqIWpC/c++Lca38+8HckIzUg7yH4++Hz1ndP/0OWL888lrje+bPHZyP3dbTB9fUJuc0tz0Pin0e00WzL+5+75Hvv4sHIA08Xt+8ucEYzPrX5DrBJAv768P+5n8EqavlszZ3JPRP8y2mgDQV6ysbMy/gHkaAbqtT2bVP7muQLGWkb0lsLB2VPH1/lelArxjBT3vvdwF+L2+HMYeCgD6gxK2b2T9O9P/y6x/Lu8vuLy/8Fj/ivOHE5FQtPthyh8AjMj/I7ffL67b+TF8GAvRALadb8ZARMLt9/fWA3hm+zdIBZBPPBjP5zRA/s2XIAASxBP7H9yV/bOb5Xu2TSR0U0m7MpXbA4tK8/5m24uV9x/aRX9asQ2m/AFAjk2btuTkv3nzdrF9x234QOYvASqKAvlxwWaxMhmOAnFTUq21urQrwOgeEH6noHw2gOoG2AUBkB4eMDnbb/2bBapl0T9n/Vsq1LLLjJOVrOcRNyfATQO4RX8A0F8o0r/rzgfzf3MxsHGL2AkXYDEiwCJ1d/Mgt63P2PDMWhPNJkF+nLmTCqAGqYDy2QBfgABID79fFcELPjPlnia1rX9LhZJ18TCOgbCVsmaFoegPAEbYkUX7KvK38/433vBJ1AIsRAPYa5S5U6mvHoDr9ee2AHbWXAqv4SIKdQHsZZT+ewiAhGDY/+SbDu3a6eQM9OFrBvw5LHJb+zTBQMzQDDv6N4r+SCv6A/kDPYci+Vt27WGJXt2HWoAFagB9rTKGlo1XNGevEm4DoKpUAFk+gmffAGKCOCpf660HfPrAow9vgQBI5wx9wCRhLvqvY/27hO44CCXWv9H/ql00ZCnbCekbrz1ExT/Qayhyv/XWz4kbMgFQBpUGgAuwkAXWyPUb25UbIkB46pioZBdUsqarCm+nFpcP5QsCBbNm2+7BMPmZAP0RAFL+LqvzOOL2ewOGAuWtf/M89Fn/hqoVQzfvbxTHmIICFf9An1EU+23buitIKNx882fxoS1KBBiRvq8ewBetu7uj2rsJmAGYub+A81jvbqi8M8Cs//dDACSAJ/Y/qIb/fMa1/svaSDzFJJZrwFn/grH+p3YVMdZ/vbw/An+gr9iy5Qaj2C8EO7bfVuvxwCwagKkH0FICZFj3Jumb5M0V+bn1UprscFyAqlSAp7pL/733QQCkgQdKYnrXJqoq/Kuw/omx/tnefntTDWHP00beHwAKqHz/R27/fCNL/+ab4AIsVAPYa1gxsMyoB5iunKGpgGldgWAKAskzml14XYCKgsDtT+x/KOkTpy8C4PP+alFGUTrDgIi1iFjr33jpKutfz/tbO2o5JtgQ5A/0EqH5/nLn4Hq0BS5OAozXqiG/dpHeCRCQCqD2UgGlBYHsOk9JuwA9dQDIqwz9faTWHgE+69+aamVuguFLLXB5f7v3H+QP9A95f/9dDwbl+0McBBQELlAETNYyd23UhweZaQM9qLJmAGguABHv1vJWPvEugF0QyL/UHgiAiPHE176kov8VX/TvECu7jaRb+OdKBnsyn/kq/pY/4Q71YfP+IH+gX1D9/Srfr4b6tOUk3HLLHnywi9MAgq9lmq6bxhRBe7M1oe8kyG31S0YqwO8CCFdY8G+WcwH2pNwO2AcH4NdFg8I/Ciz8s6v97TYXs16As/61EZnj753WP3A/0CMURK36+9uGchLacBOAQBfAqF2y0pukbXjm3QRIMKkAawIqV2xNjAvApgKqXABayd7ffwMBEC3k5338Sd650eaD7C17bAvJrt6fnsgh1r+9oYZ+ciLvD/QLyvJXLX6qcn9eUOICqYAFioAisGFGoxNx6yWTCnAcXGaMsK+7n0mhUuloYFsUULK2UdIC4In9D30wO3q3eqN/Vw0Ib+Efs2elbf0TJyWZ3bCIHelr9c4i7w/0DKpIr26L3ywOA7AoDcBs+EPkdAsYqQDLNdU3TCOukM9JBRCz46rw1HV51vrpM++FAIjyxBs+0Cz6Lyv8E4Zy5UWDNeu/xPp3BYQ9OAMA0kZR5X/zTfcs7HeqNAC6AhatAbi1zor0rY4/N5DiUgG+Cn8y6riERfDEBoCCEQXiUwceffhKCIDYTjoh7uWif6qM/vXHOeaRsHP5wi4+qWv9W7UDU3UMAGlDDfa5++NfXkpeXnUFYEDQ4lZjtyWQeCvfU+nvjE+3yF4XBmxBILOBm73QchvBZf9dIRr+KgRAfNjjUwbOIAi7I8C2/AML/3zCIsj6n+yvzfsSAJASZhns05bz4NtICJibDWBuesamAoQwd0o1W66JmZ5KTAsfCd/kVE8wSP5dBbOffTLFQ5KsAHhi/4P/KvtnR3X0z6tJY7/qElIvLfxji06G/ElIdu4LANJE3tt/54MzDfZp871gr4BFawB3xorptg7NAMwZuFaSCqD6BYGBLkCSnQCrCZ9o97JM74v+uZPMaCUh4fb867tZknFiOkJB72e1d8NyNv4BgDSh8u5dG8ijOg7Onj0mTp58CQdo/itz9j+Z/W8oaJjFnwP13XjplKMlUP2UZHa/Wg7l6Fkyf9ToQfn6KUf3GMt78ULqSbK4Wby+um/yIO05xfvR1nopmdcVSRYCJpwCKFo3+KIP12Un1hIgr0NEbnuKPtvaUqZ20YtpbcH6B9KGInzV3qcK/bpouau9AlAPsDANYKyhdirADqCmtVQhBYH6yk3egsBSF4BYF+CyJ/Y/9CkIgHiwx2F6dvY/8bP/jc0mfIV/VFH4J5zJVvpozOnUP1j/QLpQBX6q0E/N4++yQFGdCKgHWJALwNRWTTYK4rZPt1MB3Jrp2USIPOu/3hZobizE1wJk6zoEQAx4Yv+Dv6wUm3BrPsujf/s+4jf+4afz8fsCcGN9Xesf3A+kGfUrUo2FWNXI4V+89Tdx4BZrA2j1UuTfTtieDWDGZNZ26vY6Ltx12zv6r9QF+BUIgBhOLWoY/Qsr+i8VAnb0r7epWDOntbG+9mhgIuInXQFAAlF/bGN3lUuxyHkEvZYA1iZBZK+99ppN9u6/5tAfbhdApy1QzOICwAGIBMNPtRr9W+RN1nzqsn0FyLL+SXu+gPUPIOrvHFShotqICJi/C0DOemtF/Nw+AEzawFm77YW+HRfg1tQGAiUqAOSvtBX9ky0EnGidi/6J2ataP6nJEBIAgKi/W1DzAVAUuDAbwFxDjbHowlhL7TY/vi3QjO5dF4CYx1G1CyDEKtHwLgiADuM7f/bA7dmBu748+rdHUFoCgZ8qIQSjSp18lBD8aEqr6IUErH8gDWzatCX6qJ+D6lqACFiUBiBr+3Ot8Zpp3aaSOQL6mkzOPi4WGZQOhrFcgJEYSWoeQHICQA4Gdwtncx7mDODsn9Lo3yMMhFWRStYe1Voxi2H9o+UPSADFBj4pbrGLSYELkwAewjXXVXLsfRLecezW6xKzb4D9U2P+v8cFyL67GwKg22pyj/cUmyn6t3JRvq0rWVXKWf8gfyDuqL/Lff1todieGCJgQS6AMAsC3V1WtXXYKQgUQtgOre0CiFldAH13WQiALp5Ju9uL/qkk+he2fnRHURpuAP/aABAb1CS/j3/sdzvd19+2CMD2wfN3AdyCwOG0cFrYbYH6Y+3hQfy635ILsBsCoNv4VJPo3yB5ZkCUL/o3ydzasMIX/YP8gQihdu77+Md/txMz/BcNleKACJi7BnAjemuWypSoh2zrH+8CEOMCUEMXQFx+4NGHk9lHOqm9AL7zZw98JjtMG+pH//b4X32MpNbnb58oduEfWVOnrGmCZNUVAEAMUPa32jBHzczvM4q//9ChJ3FSzM0FyHcCGK+d2e3J/P7xz8bz+/M9AYpHZ2tqPr6fxhsASKktztJxGfKfkhyP/Nf3Aih+x+g1Rr9Kf73x+xiu35Hd+DEEQMcg5eAuoqE3+jeYWXcCzFCfMZHs6RTkDKEwtrrUe1nt0b+I/oGI0MXNe5YtAs6ff0ucOPFjfBhz0QD6ZjxqgNpgRMLC3M9nogOEvskPabQvp5sBjYUBSWntB2S9WLGJkLB+rrsAI9GwCw5AJ88d+lRZ9M9u7NNG9G/MAhDMZCm7vxQAuo18m9ybPtubPH8dqMLH9fU17B44Vw0wYts8Ji+ie534peUZ5C6AtAJ/zgUonlPDBdCi//FrfQYCoJvYXRr9U3j0L5pE/8wQoMmroPAPiAAq0lcRv4r8AT9Ue6ACRMBcJIBG2lZaoAj4dUeglgsgRrcrXIDpO7CcgdHbuAMCoJOnDe02mbx59E+e6N8/mMJuXUHbHxAX1PhbFfXD7ocI6K4LoEfrYrL2qujf6wLkbM65AFLLOJgugK4CGBfg5lQ+52S6AA48+rAa0bjZnf5bEf379gLwRP/GNpP6vtR2/78T/QNAN6Gq+9UwHwy9aSYCsG/AvFwAYa6pWlugIHtQkBD2xFZ3kJsw2wYFM7HVDvaEed/4/VyZ8c1H4QB0CMPhpTt9J1Bp9E9c9C+Con+9nZCYccEo/AO6DDXMR7X09b26H05Ax10AI8dfFARKoWfoReECFHG8Xew3cfL1WL65CzBcX1fFMT+BAOgOdpm9/oj+AYCDivKv2/mxPM+PiB8ioNsugNTW1mlbYP7dpO2veLjU8vjTgmwppbW8j59DZu2AmegvagEKSWDVAkihVPO3IQC6c658yjjKNEP0LxD9A2lC2dUq6t+0cQs+DIiAuFyAMUnLFl2ASYQ/afcftwvaAkSYLgDR8M4UPt9kBEB22O5i+/SY8ZCV0b9RsM9F/3YOSjDTqhD9A92ByvOr6n609UEE9MkFmIoIySgL/dUZF0D7vZMiwvHd2f+vgQDo1nmyy47aDXngjf4FE/2TG/1bzoIhJBD9Ax2FyvPfdNM9Se7WBxHQPxfA6NN3XAByXABjrpC2zksZ4AKYZQBCb0nM/v00BEBHcODRh+9Yv3ThCpeaQ6J/19I3n2P2+rsVqMIzqxrkDywP6OeHCEjVBdD7/k0XQE7Xa1kM+pnVBRC2Ciju2ZzCJ5tEG2BG/nex0b8ThRP3jxv9kxv9u1tSIvoHukv8d3/8yyD/DoiAG3u4cdK8XAA9sHM2CrJ/VhbUkZikZ4n9PXpQJ6xgksa/lq7NAs8PwQHoBm5wNaN2GpAv4jer+P3Rv35qIfoHugkM8ungwpQJgI2btmADoUW6AMX663UB3Pz+ZEMhxwXQfrezj0D8LkASAiA7qLunmwCRJ/r3dQSERP8kBPd4RP9AR4gflf0dPj7YRbA1FyC0I4Cv3dddgGLCoEv4Zs2fs0vA5DHD9YuqDuAFCIClnxh0DW/X6NG/PQHKms2P6B+IDKqy/5Zb7gXxRyIClDOjRMD6+gV8ILO6AFqun+sImJL4uBBQ6JG+SfrGCGF9LkAxQtjegWjyXAkHoBsWgPiUqIi8/dG/XvWP6B+Ig/jR0hcfVCfGptvvFz998VsQAbO6ACqCn7j+RY+/5QJM9wyeigSLxHVBMPYUyl0A/X6Kf1vgNAQAiSvZ4j+y6N+zTbBZFEiGCYDoHwDxA21BbbP8kUwEHHzlcbG2dhYfyKwuQP6P1Db+0V0AbWYA5wJobG62BDIzAOyewdHvRhHgsnHg0Ydvv3Rp7crp6WFtAGERP2nigOwtgRtH/wLRPwDiB4JFgNp8STkB58+/hQ9kZheAxrV/shjSM43c9f2D2QK/4nFCq/NzhwEZUwCdV4AAWBqm5O8r/iPPtkDa2WRKAXOWvxHx29G/LgRA/gCIHwiDqgdQTsDLBx8XZ88ewwfSigtAzkNsFyCXAVJMq/5JTrSB7QKMnsv8zunEoHshAJaMwWDlk8P1dYbX3S0epxE8WUOCGLlAevRPfPRf0nEAACB+oFoEfF4cOvwkBgY1kgAeF0DY0/8scTBxA7zELtxiQ18xIATAUjEcDjcKfUY/T+dCcCOCSZvZT2b0T8IaASyEG/0TZv4DIH5gNqiBQaqT47VjP8CH0cQE8BF9Lg603fzGYX5RMqD3/pvFgHJSQKi7AL5iwKgD6Nj/gOyA3OOcGdzkJ+PMCYj+reS/bzdARP/ArFB9/MoOVtEgyL+fUHMcbrllDz6IGgqArKCMinQuWZMD7fouO2Aj4m5aHOKOj81e9/oDjz58GxyApUvBsuI/YRI1Wc8gYjmdOPtfaCcaon+gBeLHAB9gcj5sv01svnw72gRruQC2Xc+5AILZ3lebImgM+tFfevRaTPPg5L+xIwUBcJtgAnNzKrRvPwCr+G+i9LQvPfovbSsEgGqovO+2bbtA/ACLvEPgrgfFwYOPo0MgTAGY1KwV941S99oYYCEmbYC5dyw1EZE/TJZOAna+SaD1K4U5ANc75G5zukbu/BYQZv2Ad0ywNiqYhL+QEAA44r9u58fyDXowqx8ogxKGKiWkpgaeOn0YH0iZBLBaAo0WQDEmdZbA9QFB5pjgaSugtREwFQJimv8fDtfvyP55GQJgqSeBbf9bEb9bG+gW/7HbBdsjgYVwxwQDQMlivmlLHu0X8+ABIFQw3nrr58SRo98TJ078GB9IsAugtf5NigCLn4z3DihcADm29qf2gNYKSKPJgk6awfy9NFzfCQdgSTjw6MO3Xrr4/o0c0ZNd/EfC3/qndwB4BIGb74cCAPxQFf07d340H/8KAE1x80335GkBbCRUJQE0F6AgeTG9PUnX6qX7GvFPAz47708lLoIeLUIAdOBEcCs1HbIms3pUOJRuD/4hZyMBIsLcH4CFKuzbee3H8kUbAFo5p1AcGG4CFEzAugDjpIAuELQgUEo78S/MlsCJGSCTaQOMXgAQ157B7vJnTQckvRdgOutfdxPMrj/iBQXQexT5/e0Z+aOwD5gHlKC8++Nfxvhgb+in2/nSjO4naf9iFGBx//h5xtAgMb2vcuZv/ru2QQAsCeuX1u52yL1m8Z/7eMG0/k1bBolQ+gdMF2VV1If8PrAooamKA48cfQqTA1kXwGzSm8T91k6Bpm2gFQOSOUFwOkJofGvSZTjebGgkInZBACwNcqt+uHhmN++a9v6b0byzE6BR6EcepQD0Ecrm37H9dgztAZYiAtTkQJUSUAWCgLAIXbttFPBNZUHOHOOWAWsT4MljR5TPjQEW09+T08jwKgiA5R511v7Xt+cli8Cnrj5pB9KsETCL/2yJAQXQN6hqfhXpo40P6ALUeagKTVEXYEsArhhw2sI3Dfg1kSB092C8g6DG867AcGNKCIAlawDjJpmz+13OphIVYdcD6Hej+K9vUFX8KrePan6ga0BdQIkJUARwNM3nF8WAU6JnNv+xCvynnoCc7BSopwFijwWjFgBZ1P6JsvY+9/ygyehfsqb96XpuEv1PZgKbNQFAP6J9FPUBXYdyo+6680HMC3DYe7IfsFMMqG/8U0wPFJMaATGhfF08CH1qoGkPwAFYIq7SI33H/id3MBDXIai3D5LdLTB5LRT/IdoHgG6imBdw5MhTvU4JuJMBR0QutFZAI01gCIVip79xvC/dAFI6uwrEzQqRCwDizwD758ZsH3OPANf+n4oHbldAIL1of+e1HxVbt+1CtA9EjWJewKHDT/Y4JeDr3dM3CpKGUPC3+k3ZYVJDoP+KibsAAbC0Y10Wl7uxvF3ZrwmGcX5fL/5zNQUUQAooNuRBJT+QGpQL0Pd9BPRxvsVMgEkboB75azsH0ngzoMnmQaPv3IE/BunL6EkhkS4AvvrfLuYjVkDYd1iPN2oAgJihqqZ3jC1+VPIDKQtctY+AqgnoZasgMxPA7gwwtgOeuABWMaAQblGhszUwHIAOHXhib5M21o+3/606Aa74DwogSsDiB/qKolXw4CuPi7W1s330AJxY0ZgJ4B3ny2wwNBkJ7NgMEADLO8zkNwWEJ9xn7X+hTfiz8/7k8w+ADpP+1q27RjlRzOQHegx1/qsugb6lBKaRv5j0/49ujovDjZQAaZOCi9HAZKUBdHeAjFlAEABL1QC2ZS8Y8g6x/y1BoD0Avf/dR5HXV8SPKn4AMK+N3qUEnNZ+d3MfwxHg0gCTb83QX08DxI7VNI41hdn/xNj/xBX8kXMbAOkDQMzoV0rAN7lvPAxoXBMgnF0ANdKfuANaIaGbHYAAWPJRdr712v/6Ty3BQNzMfwH7v4tQZL912y5swgMANdGnlACXBpgE/ZZFkBP92AgQTLe/LSo0VwEpgI7xv0nwZG73Y+oBZo8Asub/g/s7FelflUUwqOAHgNmupyIl8NqxH6Q7OKhuGsDZQMh2DqRJIMW2wxAAyzzG5pQ+InMrH84B0Cv7iXUJEPR3ifRh7wNA+yhSAukODvKkAXLbX3jSAJYQoHGrYFFIKPW2wfiZIqEUAHnIO9T+FwL2/3JRVO+r4TwgfQCYP4rBQcoJSHEvATYNIP3BpBzn/Ue+gLVRkPVkzAHotC9AXvufI3nW/sf6sJAFKM/pZ19o2QOAxUO5bWovASW8VW1AUimB0jTAeIUfuwHGFsGyyk8gFAEu/diSZuMzG/9wpE+WOGAPJoL/uaIo4lMLDobzAEB3rsvNd6kCwe+Ks2ePpacALO6Q44I/8v1X31hI6GkDIw2AFMByj65G+g7/k1ukYRcKWvY/Eez/tgFrHwAiuVYzQf6R2z8vjh37QZ4WSEoCTPYGEO6IXxqX+ElzOBA/UVCaQSgEQNcOOPn2/dUfoXkCwtlYCNTfHMpSVNX6ivAxghcA4sMNN3wyF+1JzAxw9gYoVn5pbQokPTxfssNg5EhDAJBV8S84Q4AMsjcEgR71EwnM/q+PIpe/ZUz8AADEf02rmQFHjj4lTp58KQUPwPx+UgMg3foAdr+A8XhgfUAQUgDLPbJk2P92Ip/4GcDav4wXAA8gcHEoyB69+QCQJtR1fcuuPbkbkEaB4LTQz+7ms9MABr+TnDQSmBSBFMCSD6Z9DzEpfHMjIMfytx4P6neh8viK7BXpYztdAOgXYi8QNAr6pC8N4HIJv/lvCg2AaTgAJULAvN8ke3LaAYs2QNj/iPABAGCCgKQKBLWWPyGcrX317X/dNIAcmwQ0HSYIAbAk2veM9Z3wuSEHyOsW9J3zFdlflZH95Rnxg/ABAPAhzgLBis2BhJxG/L4xwbqTYFYIQgAsNfRnO/e46n9hRvqGiuhX/n/buC1v8+YdKNoDAKAWYtxUiG8HNNMARp7f5nn2h6gBWL4FoEf0DIdPIn1jn4CpciDNLkiZ+lUeX6l35PABAJgVxaZCai+BKLoE2HZAhugnjsDoe+mbDohJgF2yAGwZQP5jRb4CzjTz/8revzEjfkT6AAC0DdUloNB9EeDb3nca3ZsugdDu1woCVe+ZlPqEYQiAJR1Q3w5Ak3n+04cwLYKFYEjU/s9nfN/8WbFj+21YpQAAmKsIUDsKxrOroD4SSIv580yALK3x12cGxI5B9H8BMRE9MRP9iJytg1Mu+FdR/90f/zLIHwCAhUClA7qeWiR74SeGCDQyIZ1YyB0tH/kk4LgFQInJb95PPvPAnP6XihhQdr9q10GeHwCARUG1Caq1JxbSMFPFPhd4ul08hdBNZEiqCNDM//uKA82J/6m5/7fcsie6qF/ZhmrCWDFgRH1/yZo4dv78yckUMuVuGCdxJnSKrYRVG+PqyibUOwCt4uzZ17Nzck28N7a4uXO0OH9X8vNxh/cc3TJus01x++udOz8mTr71UodTAf4hPqMdArXxv+YAAMEPAyLUACzxYE5n+3Eb/WjSze8WpKMAYiB/tTCohfL8e281zhlyk8i4ViTV9bD58u1odwQanaOK9NV5WrfXXRez/Dk6HaKjRED+dflo8FYKouDmmz4rfvrityKJICVzSxgzAK1pQWJaBUDR1wKktxsgCc/8fz3/b9UCJICukr9aDNXCpxbEU6cOL3SWuFq41Vex8Ba7FKodCtEKCdjn6Ons/DyTnaeLPEdtEazOyW3bdkU9crsYGd7VkcH6WOBppb/V56+3DI4bAkZTAcdTA8ZPzY7PTyEAlk343uid+MSNnvZJIP+v8m5dI/98Qc2+utQaVCz06uuQGA1DUmIAhZL9hLKqFel3aZCNOkfVNaO+inN0+47b8n9jws6dH41iz4CShIAQwh4WxNILUgDLO3pDpjzDnufvq/qnJIo6lNK+oSOFN6PF60Vx4o2fRDEitBADR448JXbsuD1ftFQhE5Au1i6cFW9l5Hr8xI+j2NmuOEdVOksJVZVjj8EVUIJFvedurgO+eQBFHYDQNg0q2/iHBCYBLpn/jXn+ZG7uK0TIPIB4FYBaCH7x1s91gvhPZAtqLIuq7/2rrx1ZtKUEFYRAesSvNrGJdV97RaRqAx51jV2XiYAYhIASLDFtGmSW+Nkxv84PUncI4AAs7c1v2PTCxYvvu0ex6ignkv9Xef9lLwKKNNVFHv8+4SMU9qtKq8QSbQHpilPu7ymEQHGOdhUqddFVAeDbF8CsAyimAUqT87U6gNgR/26A3kjemQ5k9n3qwx4i/NuVxbbMvKAqXFIzwOOZ/FUPauFSOeKbbronuvwrMIKq4lfnaDw71tUTAkeOfi8/R9UUvi52DygXTb2vTq4Rvn0BhD7pT+sDGLcIMi8UdSwZ+yRAmm7iQ8wh8UX6euogzjKOm26+Z2m/W1mpzz3/jWTJv4AijoMHH89JJBWHoy9RvyJH1YqWIvnbQlxdi8c6GmnHU2BLLqeTu3Wc9zkQAMs+aFb0L/T8f/FPGo1/Ny4pR60W1p+++FdR5fXagEoJ9EHwpEKIiviV7d8nvDYW5V0TqqrLpvPc4Y8u3eeQU/gHB6ArR5GqDiUZpkGUx1DlpJeR91ML6zPP/nkUrT3zcgMUsSjLFegmVLW8OkZ9FWrFNdqlv18FKqoboNvkYd9iUsrEi4PhcP0NCICuiDhHDnAKLm7hdt0SCtOKqKrvNrj6+w8dehIioINQx0Sla3COXsiv1S7NNtja1RoaOwWsfa9vGsQ6xxN6QQ3A8o4fDU9N8vlCj+7J6fnnhUB8SYFFR/8gfxcQAd0jf3VMgKkIUGKoK+doDCO4XVPY5QxiW8njRuQOAF3gI39/xE8RDwBSPeqLjP5B/hABIP+4z1HVCbFsdHd/A6qSAYz1nxT/x74dsH+Qj9EJQFZBYKTYee3ion+Qf9gC2yWrtW/I2/xA/qV4+eDfLr0moMt1AGEcw7eZE7oAuqrlqPEzu4pi17BFIM91o/UtWASoKXPAYqE+c0VuQPW1fPCV5ddGqN0Ou80bbiEg+UbK+KNQCICluQAk3GIO+1CT/cB4sMh+WtVShJa3GmLp0HfxQSxceH0XAjVULK2dFUeOPrX0AKa7CoAvBLQj/hQnASQwCEi/aR0ki/DtYxrTwVtUP20xOhUIR7F3PLAYKHHa13bUplCzLJbpVKlNy7pPJgH3FGPkiZIoCBikesK7ZgBZewDEUw+g1POiBv8gp91cBACLwWmcow3P0eWJ1O4WAobG9HFvHJeoAKCKnyWwYbNYrP1/YQ357CY4AwdgoQ4AENe1rbqXurmxFlX/lNLgEQ5RbwbED/WhktEMVOvgdwUx2GezLAybN+/II4TV7Pbl+b+bxvdXRw2KDFTa4tL6mngvu30pu63uO3/+JHLEwFzO0eJ6DD1Hi8i7OEeVFb+29m7vzlH1GcbilE02BCI52QxQ/0lxOzsHop4EGPlugNPcPpUWccQr31T7zCLts41zbtdRi6f6e9RwkDZSG/pnY+/atz4WA2rRURH6PBefqyIYdpIOkWyfa6pKnaPqeBbn6qyRqz4Ixz5HlRgYnaOj83Oe7sbGJbfibdp0ZfY3dpXsXXIfMT933/SRGy+74gQEwPLwrkH6JUF/2bTnbkf/iyUWtUAdalnAqL9BjQO9KltQF2kDruTR2vX51w1aNKbIQ+WR29wpLmWXpmtQ51KbG1Kpc3TreHvtRV9veY989lUIAyVaz2RCQJ2f6lxt9xxdrkhdxgZm4QpgSu7O/sDuHVMxEDmiFgCXX7Ht0Lkzb7psP/EHmBaOyAYCLZpYis2GZukEUK+xY8ftee1C14p/CkFw80335NGWmiQ3qxhQx2gLHICFOgDqM5/F0SlIv2vnqLp2to3FiEJxjp48+eJM6QJ1TS+bgC+PoBDQQ/Wj+8Y3VCeAlFKk0AawGv9y4PZnkudhMR6pZRCL2m64iR2pFq3tO25zbM4uE8nNm+/JxYCKtk6+9aI4depwrYVWEcktt9wLVl4wfvHWz9Xe+S8n122K9G+PRrDp56hyrt46+VLt9Id6DXVNL51sVjZFQvvW94VDkN+UQiZ0HcUuAIgn+Qgb/T0L1jJUu/q9d935oDh27Afi+IkflxKiIsCd1340n1PQWYuvljNwIV9glQNSRS4qqlILazerm9OG+sw/cvv9eSqgKjpWBKiOlRKmMR+rwhlQf6v6m0+88ZNS50r9rWr30Bs6QP7FcYiaaXjmPw8B0BkVYBf8kZYIiK8DQFXNLhNq4VBfihD1CntVILUyroaO+qL2LJrKFlZfqkBLOQOqfUr93SurI0GmrMxF1zMA/LFSkbESYSpvXlTYr1+6kJ+XG8f1JzELU9/frQSN+iqKXIuCV/0c7ZoTF+f1wkX+kx4BCIAl4y2HzK1Uf8xOQFcqy/WcZJ+QF2ht3yKA7hNiX8/RRe4R0so1lYmytQ7OGuE6AfigXyv+k9gMaOnHjS/DSGNkw+WJRdcAAPQbG7vcCVC5J0B604DiHwVMPtLnNnGIqwVwMwQAAABARyLNlMLLVASA5vlXDgCMrAUwtdwlAAD9RgwDsyjoMWnIgMQ2A6K8R9PSBVGqNgyWAQAAWBbtl20nDwcg0oMaD1ZRYQ4AANBlXnkXAmD5Mb9D9qT/hELUXfeA/D8AAKkh5sJmu9xMisErsVsCKTgAJ1hej9ypWfbGHQAAAG2ju9MA3RBSDybdR5FIIR0QfRuglIPjZklGnFv+2kABIAAAQEclQiKlAKtJHBPvHIB4LQFMmRPi/fcviNdPnMpvHz/xtnh/bTTuddfN1+X/btt6hdh69ZVYl4Cl4fQ774pTp8/ltw8fOZ7/e9kmNYL3A/nt63duE5ddhms5Gi5xdgUs2yUQAqCT6qxsKwDMAOg24b/w0lHxwotHcuJXiyuPZya31OJ6fbbY3nHbTeKO22+CIADmTvgvvHg0P09fV6L0/eqNo9Q5qYTAHbffnJ+nfRYEmyOvAbC3DNq777FTEADLw1k/wRMzAyi9SU4p4NCrJ8T3/vn5fFFtIhoOvXo8//rrb38/FwP3fOYO8YmPfxgfLNAafvTsK9k5+kJO+k1EQy4cxue3EgH3fOZOccuHdvbuc4zF2SwP9tMhkegNjW/9h3ufpuH63SSGeWJmqJIz+ddwensyH4B8s4M7p5LVbnx9IP7/NyPtJotqSNR136/dDSEAzEz8T/zdMyVuVHMosfrbv/Hp3gmB7//L/91ZOpRyTItSjrb/yf8/+j7/yWAw3hZIisHK6jP/7Vf/fjccgKVrtfEtSkOvrXS4UrYNqMX0rx//fqOIv87v+Itv/UMetX3x/s/miy0AhEKJ0m9+66m5iFP9d3ztP/9t7gj8zuc+jfRV5+J+xgcw74reCkhkO2Dy3AO/v2tQpK+IOSR32tYi+3/+6V+J38kiLZUaAIAqKNGo0kmLvCYOHTkhvnT/r+RiAIgv+IwVg/SOQsBIx44j1QLAA3//jPjzxw4sjPx1qAV9kcIDiA/q3FDnyCLJX//d6tpQ1wgQCaQ8DgGwdPqnVMTYBCmOAVYLq8qlLhMqn/u1//w4RADAErA6N9Q5skyoa0RdKykj7hZn0vh/AAGw9D9gsPq0cXAmlf+w/7tE/steWAuM8q4QAYBL/vPM99cVqimLgM2bd0RA70HTAKMnmQT2AvDcC/7vBJSl2RXy10VA6lEWUE+gdoX8dRGAdEDHOScBjhkkeFiiRyr7AKjipmXb/mXvDQssoM6BeXajzAJ17XT1vaXN7uSfH6OxPxGdgwBY9vGi4btlJo3+XSwSIYV9AIo2vC5DLbBqFgHQT6hj31WBWkBdQ/OYQQC0EGsSXYIAWPqxiP8gpIi/+NZTUeTZ0RnQTxQV/3G8z6dwwAAIACAO5H3Nr8ZRIKuiq+99/wUctJ5BHfNYImt1LSEVsLxAv+Q+FAF295AR9gFYEtSUv5jw1D+/ABegZ9G/Oua4poD2pAEEwPIOhlWgAZ5fHlT1cmw5S0UIcAH6Ff3HJvjUNdW1bpq+Y2V1w48gAJb9BwxWX/YKAmApAiBGwAVA9I9rC0hhkmyvBICUg7OI+rsTpcSS++eIAXnW9KGOcaxCT11b6AjopkyAAFj24aC0D1QsUXTU5PDiERzE1AVA5Mc49mssKRFAw/chAJZ9EIbDczgVu4HDkffUwwHohwOAawxoJeYcDtcgAJavAC65sT7i/kVD2apdG6faBBgMlC5SOLbqGkOtSkcUQALAHACgpYXpVBJ/x+Ejx3EwE0UqxzaVaw0SAAJgwYcIzgAW14rF9fjbOJipitREji1EajewsmHj6xAAy/4DVje8jlNx+XgvEVvy/bWLOJiJIpVj+x5SAJ3A5is+AAGwbFx+xbbXEeMvH8cTsSVjbWMEAhyAE2/jWgOAlASAC0gAAAAYBwCRM9Au0AXQrYOAKYAAAAAABEBvBAA4HwAAIA6cP38SHwIEAAAAANA3rK93OxVDzC0IAADoAS67bCM+BBxbAGBEwVQQSClfggDoCFI5GAVitMiu27ktic/++p0fwGqXKFI5tqlca5EjiV2ZEnEAZFJbZHXdIuNweSLR1darr8DSlihSObaXw8kAIAB0oAxw2dh183VJ/B3btl6Jg5koUjm2qVxrCSD6jeiiFwB79z12Bufh8nHLh3ZicQVwbHGt9QYZ96xDAADAZGGKe4FVRWJYXNMWqbEXAsZ+jQEQAECiuOO2m/D+ARxjvP/kIeXgGARAdw7GSzglO7A43R754nr7zTiIyZ+jN+MaA+pzjPbfEefIJDahS0MACHkWp+jysfXqK6ONUGJ+70C9CFoda7z35eDs2e7zpmRupYokBAAJWh/9Cywb93zmzijf9y/d/WEcvJ4g1mMd67WVIojoPAQADsZccP78W9G+d1VoFVuhkioMu+fTd2BV64tIzY51bMWA6ppCgWr3gk4IAKB1XFqPe9vSvb96d1Tv977s/WJMbH+gjvV9kZ2jsV1TPpw9ewwnIAQAkDJUpHLPZ+KIqNV42FjeK9CiC5Ad81hGA6v3iui/W1gZrL4IAdCVg7G68Qf8TyTO1CVG1V0vWFKR4Bfv/ywOVk+hjn3XnR91Dd2XSPSfEuRggL0AuoWQEkAIgkWS65cf3tPp9/g7v/FpbP7TY6hjr86BLkNdQymlp2KubzLYhugSBEBnjsbwQrAGABa6wH7p/l/p5Hv7xMc/nH8B/UaXzwN17aQmUGOvb5pSzvp7EACdORjDNSxl3V1guyYCuviegOUSbddEQBffE5AeUAQI9IpwQf5A1wk3ZfK/cCGNmW0rGzYl0c6wmsIfseGyK19aP/d2nuG3swDcfcByiFfhr7/9ffH++8uxAe/7tbuTaacC5kO8asvgJ/7umaX8fpXrVzUJKUf+a2tpCIDNV25PYhRwEgJg02VXvvt+JgCgkrsvAq7buU1881tPiddPLO54qYVVLe4Y9QtUQQnE63Z+QPzFt/5hoUJV5fpVVwKKUpcNWfP7uJFKCuBSSgclFZXsW+j+4H/4XB6NLwKK9P+3/+VLIH+gs+eMuhbUNZE6+a8nUgA4RhKL9GoiB+O8AKKBishVpKUcAWW3/ujZV1r/HWp0qvodGKACND1Hv/zwXnHo1RPiwN8/k/17vPXfoc5/Rf6xb/ATvEgn0gKYElaT+muKhH/+b/YfSfz3QCegFj5lzatF8Kl/fkG88OJRcfqd5vM11KKtoraYprwB3cZob4vP5ULgR88eFC+8dHSm1EC+6+TtN4nPZudoX4g/OSSyFXBKAkBmeIlI3AaGj1MIqOIn9aVqA36aLbJqwVW3qxZbFemrugL1L2x+YL5CYOQmvZCfn8fF8ROnKp0BJUqVGFXP/Uh2fkKYxhVPcvdJIZPZ0CAhB0C+C/KPH2qBVF97f3V6nxID7uO2YQMfYClQQlMXm0qkvp6JAU40AFNgIyAIgHlhzdZpUm3YaOg2QktgxNEXAHQVSojiHE0p7JfT8J/9Xoi9+x5LoggwiS6A7GBgEiAAAAAA9E0ApIizZ1/HhwAAQDJIpQtADgYvQQB07Q8ZrP4AlxgAAEA3EcNGQNJ7S/8+ja2AU3MAZNjd2BIYAAAAaAYStA4B0LWDQsNzIHgAAIBu4vz5k4mQzTCZwXPpCAAh1sH9AAAA3UQ6o4DTIZp0agDk4HXfoYEuAAAAAOoRO//9yurGZOrN0hEAK6uvVx9bGY0aWLtwFtcjAABJILH1LJmYMqEagHFhhoyT8G1cWIMAAAAgDVxYi6twvsxJHg7XUQPQOQHAHBTJfId0AAAAADBDtJnM9vPJCAA5WDlr0juoHgAAoAu4tB7BsNagMcBSbLp8y8sQAB3DFVdd8zIoHwAAoHt4L4IpgDIweNx42ZXJ5Gd7OgoYUgEAAAAIYQqHL1LpZ0xKAJzxE3x8hI8uAAAAgG4uzxAAHQQlFPOvrb2LywwAgDSis85vbhbIEFImtUtbUgJgIAc/jDPeBwAAALorCIpkAARAl4+YDKnihEIAAAAAGnoBSAF0DXv3PfZO9cHELAAAAIBFo/MbAclyZpAm10AAJKPlAAAAgLkimo2AKtxjKQfHUzouq0nR/WDlR2K4/gkoZiBFrJ07J86fOp3/e+nCxW4tJBs3iE1XXCE2b9ua/wsAcYaK9i3LQx4MkqoBWE37kFKN76GYge7i9OvHxbsnuztMRQmSSxdOi3OZQLlyx3ax9frrcNCAcTDzVjJ/C9FwLaVjk1YbIA3fCVN5ABAPTv38tU6Tvw31XtV7BoA4gpkazEAEAdDZwyjlu5WHFJ0AQEzR06lRVB0b1Hs+H+H7BoCyQXKDldWXU/pLkxIAKysbDk4OWEXrH/gfiAFnT76F9w5EjZimmsqK++RgJakJbalNArzEHT4ZKfVjHDBw8f338d6BqHFhrePrWJ15MUgBdFgADNfPpRTaX8A4YAAAgAVF/bJcIAgUAXYaK6sbj8tSBRD/JkEAAAAx4VKEHU3syLjs2yuv3vkjCICO4vIrth2vInhQPhDVOX3VFrx3IGp0uw1Q1nikTI5CUpsEuFZ6aLEnABAZNm/bhvcOAEsTBA5JJNXakpoAeN84cDbhWwe16/x/aX0N1yMcgCgn66n3DAcAiInvqzoAhJTH4QB0/XjKwdNc6B/jUXvvPNqoACG23nAd3jMQLc6ePdZx/g/YQXbEIsdTOzZJbgZUj+6RBwC6jQ2XXSau2nltPOR//XX5ewaAGK2ACn84qd7WpATA3n2PnVYeQDnBg/CB+HDVtdeIK7Zt7fz7VO9R7QUAADGRfuhDM46BAOj0IR2YNo03r4NCQCAyXN3xyFq9t6uxCRCgIa6NgGSJKyDVGOBnUjs+KdYAnDAOoLfyv/uFgJewIyCgX6wrK+KaX9jVSRGg3pN6b+o9AkCBTm8EVKcAMNU1JbU/iGico0mgEPA8igABjwjoUmeAei8gfyC6YLEqSLQIg4bD5Ha3SrAIkE7OJAUBIBIR0IVcu3oPIH/AH8ScjOBdlhUAGjsBvpLa8VlN7Q9aWd34ynD9Yh7vk9oeaHIQyXIDyLgHAGKDqrZXvfanfv6auHTh4mIXjo0bxLYP3hjljAJgcehuCqB+AWBqOwEmKQAyor9kE75N/5M78n+V5UMCagCIEYqAr731w+Ldt94WZ068sZDfqVoSr9z+AUT9QEIoLwDMmWW4DgHQdQyH62edA1kQfEH4ljPgCISO4AK2AwYCoIg4bxPculWceeMN8d6Zs2K4vt7671Buw1XXXitWsugfAELQ2S3NtXx/WAGgFCurG34OAdBxXHnVtc++89bPvaG/3/rvngxYW4MAAMKxMrblr87I//1MBLx35kwuBmaBIv3Lr7pKXJb9i4gfqL+GdTNodrYALpkAWOCyzVtPQAB0H7Lg8vJMf1fjfgCYPVrfvG1r/pUvwufOZV/nxfqFC3mtwPrFC07NgMrpr2zYOPp340ax6YrNyO8DvYJvC2AN76f2N6coAN7mCd4l/GlGAHUAQLpQRA4yB5aB9U5uaBY+HVZOHYJ3UxQAae4FIAc/c+/Tj3VcA4EAAABiRCdnmciqdd8VCBynQAB0VgDId/0HNK6BQBgGBAAAMIf4X/L5f+l/0iUIgI5j777H3tZZXkoZcioI0VEfYB3jgAEAABYgCqTjEGhh47mMW85AAMTwR8mVn4URvlUNijwAAABAKzh79vUux//VQZ+WNh4MVpECiEfOyXPcwTXT/nrLB+oAAAAA+hHqh+X/zWQxXUrx40hSABANz0hO6Un+0AYrQgAAACBu/teCvur8/3gKIInXU/w80kwBDFZfMo6mDDolOomzZ4/hqgUAIDp0byOgspi/NP+vpgAiBRCNyhsMztsHsOwkkIwSBAAAAJqj+wXMYfn/sQWAFEAsGA7XT/oOMuYBAAAA9BAV8//9+f8cSAHEgk2XXXmYP4ih8wAgAwAAAGZB1zYCqpr/73aMT++4/MoPHIIAiASrGy47Z1s4VfMAJC4iAACA9tauTm0EFJD/Zx6nMQNSABHhZOBBNX88VoRS4iICAABIBrKM9K2HSqslYNRW/g4EQEzHezD4ifdM0Pr/qwoEAQAAgPq40CH3Ujprv7nel6WLpRwcSvUYpSoALhYZHelKv2qJ2CExoFppMA4YAICYoNastbWuCAA+yJPjIJATBMzTz0MARIK9+x57Jztmbh1AhO2A6kI6ceLHWFEAAIgG3V6zwtr/Cr6QcvBmxikQADFBDlYOl9cBWKzf4XbA49nFBBcAAIBYov/jXRIAs7T/yZEASPVYrSZ7FhKdLz0jJGWPKQ45jW6yJwZ1xgW44YZPYnVZMtbWLoo33jw9+X7Tpg3i2mu24oNZAs6cOS/eOXNu8r06Dup4AMuP/rsUsMzS/qduEw1PQwDE5gDIwatTrs8O4pjwVYUnEXkIXhcDukjohguwc+fHxMrKRqwwSyD9g68cEz98+mWD/HURcOuHbxR33fEhcdMHr8EHNkcc/fmb4rkXXs2Ox2v5cbGhRIA6DnfduQtiANG/aKH9T6wMVl+GAIgMg5XVN8WlNYvkTcKffJff0AhfScJMJHQj/ocLsGzC+Ztv/0sWbZ4rFQjPPX84/1IC4J5fvhNCYA7R/t98+/v58SiDEmjq66l/el781m98OhNmN+DD63H079r/ZdX+dvvf+J/ByvlUj1eyAoCG66fLCTyuNABcgMXjuedfzUmnrmA4+vPv5hHoL+2+FemBFohfkbkSV3WgRNl/+aunchFw150fwgfZy+g/wP4vdQzGt4lehQCIDBs2XXHw0sW1CXnnFD+J8Ms43RIDHbIB4AIsDsryr0v+pniYOgJ33bErj0RhSdcTX8+9cLgy4q+COoajFA2cgN5F/w13/7Mfe9kVWw+nesySFQCrGzZNbZuxpc9RvEn3dhpAlDgDcAFShYoeZyF/1xHISOzbIiehW3/hRogBz2euRNfR19705vdnEQH/9oO/g8+8Z9G/Tu51pv8x7eKXUj1uqwmfk29kR/W8JNpMzlnBE3722M6nAeACzB+q2K9NAtJdBfWlxIBKDXzwg9eIm268JncJ+kZORTfFz3PCP8YWV7b5u9QxVbUZQF+if72z22f/lwx/k8UMAKksqFMQABFCDgav0jrdIbhoP9I0gMJrx34gtu+4TWzauAUrzxzwk+fnn/IritV++KNRgfFVV12RiYKrR8IgEwVXZ99fddXm5Mj+nTPnxZvjv32RUCIDAqBH0X9L9n9GIidFwjPiUxYA59ggfvxvzGkAhWOZCLhl1x6sPnMgq7KK/3lB/U71lTsEGgp3IO9x37hBXDPude9acaEi9NFnd16cOXtu8v2sOfw23x8wHxw5+lT3BpVVVv8zWoGz/0ffwgGIDXv3Pfbu//N/3Hdkfbh+h9brx4T08aUBFE6efEnsvPZjYvPm7ViBEiaKgkBtYVBAOQdXj50C/XYB5SbMAhW161ARfCGQ7KFIXYf6LNGe2bJgvnA2X4u6hurqf3v6n2v/KwwGqy9kXJLsGNa0UwBCvmdH+M3SAN0aCjRV3t8TH7n981iFeozCORjhTXwgwEJx6NB3O7ny+++tY//nNy+mfPwGKf9xRPQz9rzwqkDtgdJUg11MAp09eyz7eh2rUItQuXcgTWAmQ9vrz+v5GtQ5+m/L/h/99+WUj2HSAmBldcNRbqMf9rZG+LKmslyqAj/8JFaiFqEK79AuluJxvQLHtWWo3H+3o//Z7P+cIFdWT0IAxOsAvMtF+AbFy/KTSd8iWHbQBlB7bmO74Hah5voDaQG5/3ah1pzz59+K4J0ycwCC7X8phsPhqZSPY9ICYMPGy1/wCsSyNIBni+CuugCqLRDbBbcHtZkMkBY+ixbA1qDWGrXmdJLu62z9Wz78J8flV2xNOrpKPAWw8T0p7BMiIA1gyYIYLshu2nHxRou/9IlfxAeRCNSxTGWmAgKO6mjfivBGq3nI7H/JckPSkdUg8XP1dTkYvMWqP2M/6PIIv+tpAAXVioOCwHYjRhSNxQ91DBH9twdl+3c25Vg6+rd29b8YDAZHs3/ehgCIFxljD9xElSzbB1qwyrHraQAFuADtQRWM/eZvfAqFY5Efwy98/rM4hi2iy0XH3tG/XAAYYP+rUfKpH8/UBcDJ6flQlhcyWJ8lfMk+pnvq/FhHc3OxRo//3YP3gkAiJX917GD9t4duF/6VZPwnc/1LAjnJtQA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",
"path": "emoji_u1f9d1_1f3fb_200d_2764_200d_1f48b_200d_1f9d1_1f3fc.png"
} | Generate code for a svg of a kiss: person, person, light skin tone, medium-light skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g>
<g id="head_351_">
<path d="M102.27,34.74c-27.05,0-31.37,19.51-31.37,47.59c0,23.97,10.35,39.27,28.5,41.22 c9.35,1,17.91-0.79,24.6-5.64V40.6C118.69,36.83,111.62,34.74,102.27,34.74z" style="fill:#E0BB95;"/>
</g>
<g id="eyebrows_175_">
<path d="M106.65,77.36c0.97-1.29,3.22-3.16,7.58-3.16c4.36,0,6.61,1.87,7.58,3.16 c0.43,0.57,0.32,1.23,0.02,1.62c-0.28,0.37-1.09,0.71-1.99,0.41c-0.9-0.31-2.66-1.22-5.61-1.24c-2.95,0.02-4.71,0.93-5.61,1.24 c-0.9,0.31-1.72-0.04-1.99-0.41C106.33,78.59,106.22,77.93,106.65,77.36z" style="fill:#AB872F;"/>
<path d="M73.67,77.36c0.97-1.29,3.22-3.16,7.58-3.16c4.36,0,6.61,1.87,7.58,3.16 c0.43,0.57,0.32,1.23,0.02,1.62c-0.28,0.37-1.09,0.71-1.99,0.41c-0.9-0.31-2.66-1.22-5.61-1.24c-2.95,0.02-4.71,0.93-5.61,1.24 c-0.9,0.31-1.72-0.04-1.99-0.41C73.35,78.59,73.24,77.93,73.67,77.36z" style="fill:#AB872F;"/>
</g>
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"path": "emoji_u1f470_1f3fc_200d_2642.png"
} | Generate code for a svg of a man with veil: medium-light skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
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<stop offset="0" style="stop-color:#EEEEEE"/>
<stop offset="1" style="stop-color:#BDBDBD"/>
</linearGradient>
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<linearGradient id="outfit_1_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="63.998" x2="63.998" y1="33.3975" y2="-0.1486">
<stop offset="0.1785" style="stop-color:#FAFAFA"/>
<stop offset="0.8279" style="stop-color:#E0E0E0"/>
</linearGradient>
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<g id="neck">
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<g id="ears_2_">
<path d="M91.33,50.43H36.67c-5.89,0-10.71,5.14-10.71,11.41s4.82,11.41,10.71,11.41h54.65 c5.89,0,10.71-5.14,10.71-11.41S97.22,50.43,91.33,50.43z" style="fill:#C48E6A;"/>
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<g id="head_1_">
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</g>
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3B19zYOmDtRpm09cwDD2E/aa5veE2SwAo/0sfG9K69MsZTwwJNhiFjozuX49/zJ2FsLBoLfNPd/TA8vaRP1+zv7E1SMeLAjbYQsxrD80vPK5hNp2GYegBdEYhLrR12Zd3Pzk0yHDruH79jXRHYezAejxfNBthYVFa5nfkxOH33Zf9dPXuEy0h2cqHC/GFIWzXHl740DHls+nfGIYAl5pfmCWkUQIgS/Xs+LCWdzZPf2pokOFW/4qXTtAdhXED6vF88WyE+lEUTqmveM898qerd9U2h+aony42GYbtasZBHz75HMDSJxYPENL4CBqiEBfWumzzXU8NYxQ6Nn5gPZ4vLvTLKABAjONa29rfjx4QH9a6Q/10eYFpuj9wTCrUcdsOAsMQsNInFg9w22QJAOWXcOLCW5Z+edeTFwTZ3Od+cx8f0B2Fq7Mb8HzxHISGRWqZ31kx9mtsn/9p7MCkyJYv1U+XF0jDWJ10Q2Gq+tnEMAQgR25xdrtNrgKg/NF6YnjT4i3Tn7rIX6NQ0RCDKa/ri8KNQ5x4/tFihIRGaJnfVREp42yv3n4oR0hIDeMHBQcb76VMLkzWMLtHYxgCjCO3ONsUcqUAlP9gTghvWbpx+tOX2IRbxy0WvlFFQwymzrsF5Sf0RGHS+U48NacIwUGhWuZ3ncS+tb/Ad19ICZFCz/OREjjfMI0PM3IL/fKBRqDik88BRGcUEiOaFm6a/tRIA9IvT/11RyH3fCeemF2MoCDVn7DZXRJ71v4CBU8KVDn1v4wWQFmQNMcdXFJYoXuRnoBnDAHCMakwB0KW6IhCSlTj4k3Tn7qSUehY7tBGi0XBxO6P7sPUJw1/iQIAZLcLoyR94ly/fDFDoOEZQwBwTCrMgWGslIDySzgp0c5FG+54epQB6ZevINEdhfxhjfjzzCJLRWHXR/fh5qcjcaTRD18xJbDLMMxxh98sPKR7lUDGMFicfXLxIJhyJQDlj9ZToxoWr7/zmVEGpO/uDX0OdEfh1oub8X8PFcMQFvkEXenGtlU/xi3PRuN4c7jubc6m3DTFuCNvzdyne5FAxUtJFpY2uWgYTLkaGqJgj3QuYhTObNrFLZaLwtaS+3HzM34fBQDIMgxZkjKp2C9vxhgIeMZgUWn5hReY0ngfgPJLOI7ohkWf3fHMVQZkgurZnaE7Ct++tAW/+VWRpaKwZeX/4Jbn4lHXEqZ7m6444BZiXPWimXt0LxJoGAYL+ioKHwBQ/midUTi771zagl//qhiGsMjJuHRj84r7Me1vsVaLwikH3UKMZRy8i2GwGEdu0YVS4H1oiEJm7Ikla3743BgD0i/vna87Ct8b2YrHf1EMISzy10q68fny+/CdfySgodUqT4536KBNmuMOLSncrXuRQGGR72AC9Edh7Q+eGyMEo9CRO69yYfYDcywVhc+W34fv/D0BzjZLR+GUKglzfNXiwu26FwkEFjnfJcekwoukgJbLR71j65as/cFzYxmFjt01xo3CnxRZKAoufLrsbnz7+V6BEgUASBUwVqZOKhqie5FAYJHv5J7Nnl80HBLvAVB+XT8rtnbxJz94fpwQ0m/e6XQ63VG4e6wbM+8v1DK7W6QLa5fNwHdfsKPJFax7G184Yhrm1UcWFm7VvYiVMQx+7qsovA9A7QcBA+gTd3zJx7f/fSyj0LEZ40w8ct9sLbO7RbahZNG9+OHLqWhpD8gonFJtAlcfWTxri+5FrIqXkvyYI2/u5ZBYCR1RiK9d/PHtf+eZwhncM956UVi56B784GV7oEcBAJINiRUpeUXn617EqhgGP+XILbpCwnwXgPLr+gN6HZv/8fefHy+E9MN7IgCH67/6PAVNUfjZBAMP/4+1ovDugntx+0tpaG0PUjo62HAjJcqp/h3KAkmGxIq0yUXDlM8OAAyDH3LkFl0hBd4BoPzR+qDEmjc/vO3vE/01ChUNMSiYfyv2n4jVMv9nN9jwk7se1jK7W2Qb3p53L+561QGXW+0b7oJtbjwz8S189sNns/onHN+sdDgACCSZJkpSJxVdrHy2xfE5Bj/jmDx3lDTNZdAUhRXfe2ECAL+8J4Luy0e/uNGGH9/xkJbZ3SLbsOT1e/E/8xxwmeqj8OyNS3Bd/5NvLXCZNnnNS7dt3nm01wVKFzmpTgrjuqpFj3ymYbYlMQx+xJ5XdCWAZQCUP1ofklTz5vvffeEGAH759lfdUfjVxCDc96MHtczuFrMVS16/F/fOT0e7qfbCQLDNjecmLsG1/Tzfb+aWhrz+pe9u2FaTPELpQifVmcD1RxbPWqdhtuXwUpKf0BqFxOo3GIUzezA3wmJRaMai16ZriUKIrR1/m7T4v6IAADZhine/86/h5yUf+VzpUifF2YDlKZPmXqZhtuXwjMEP2HPnXgVhLoWGKJyXVP3me9/9J6PQASEk5kyJxo++84Dy2d1mNuO1F+/Fzxb3hinV/vUOC3LhhbyFuKr3/rP+Prc05I2vfGf9l0dSdFz7rzcMXH944ay1GmZbBs8YNEudXDQawtRypjD0ZBRuBKPwX4SQKC6IsVwUXn7hHi1RCA9uxz/zF31jFICTZw5Lv/XSiGEpVTrOHGJME++n5heP0TDbMnjGoJEjv/haKeUiaHiyd2jKkTfe/faLEwH45SfT647C3IIY3P6tHyuf3W1mM/71wr148C1NUch7E6MyvzkKp3NLA/mvTftiQ6XjIh+tdjaNUspJVUtml2iY7fcYBk3seXOuA8QiaHi0fpG9YvHb016+AYBfvtPpcH00CubreZ+CEBKP3hKL7996v/LZ3WY248V/3IsH3+4NqTgKEcEu/DP/TVyRcaBbf15KgZvnF3z2yaHel3h5tc5oMk0x6chbM1dqmO3XLPJJIoHFnlt8PQQYhQ4cro/G1PnTsF9TFB6bloTv33Kv8tnd5m7C08/dj5nLekP147yIYBdenNz9KACAEEDB4O1pnx1O++xAfVyaF9frjGAhUBCTM+6zhrKSvYpn+zWGQbHU/DkTBLAQGqIwwn548VvTXrkRfh8F9W9eswkTv7stFd+eMl357G5zN+GpZ+5H8fJM5aMjgl341+Q3cHn6wXM+lhDA1MHb0z6rTFt34ERcuhfW64pgAAUx2WM+ayhbxTh8hWFQKDV/zgQhxZvQFIUlJ6Og9p4InaQ7Cr+/zY6b8+9SPrvb3E148un78ej76qMQE9KKV6fOxyVph712TCGAqYO2p6+vdKzbryMOQtwckzNmc0PZqp2KZ/slhkGR1LziG3SdKVzsOLRkybRXGYUO2ISJP9zuQEHencpnd5u7AU/+9T48+kGW8tExIa14Zcp8DLdXev3YQgBTBu1I31ydsn5fbYLD6wPOLggQU2Kyx33ZUFZSpni232EYFEjNnXOjEHgTGl4BdEXmgQVv3vzaJDAK/8UmTPzx9jRMzb1D+exua6/Hb//8AP63pI/y0TGhJ88ULvJBFE4RApicXer48kjK+r11yuNgg8CUmIFjtjTsXNWj48Aw+Jg9f84UA2I+AOUflTUq88CC+VNfnwxG4b/YhIk//6gPbpp0u/LZ3dZej9/86QH88aMs5aNjQlvx2pR5uDC1yuezhAAmD9rhKDuW+OnOY4mqLyvZIMRNMYPGbW0oLSlVPNtvMAw+lJpXPNUAXpUanuwd23vf4temzs+Hn/431hmFYMONp6f3R+6E7yqf3V3SdQKF//dzPLWmt/LZsWEteH3qfFygIAqnmzSwLH3X8V6flmmIgwCmRGWP2+YsK9mheLZf8MsfGoHgZBTkK1qi0Kd80cs3LciFn76zXWsUbG48M2MAJlz7HeWzu0u6TmDW//0Cf1uXoXx2r/AmLCh4HeclVyufDQATB+5M33M8/tPSY0kazhwwNSZn7O6GspIe90lwDIMPpObOKRACr0JDFMb32bvopcmMQkeCbW48e/dAXH/1t5XP7i7pOoFHfvsL/P0z1T8XgcSIJswrmIdBSTXKZ5/uxoG70vfVxa/dcTRJdRkNAPnR2WP2OMtW9ag4MAxelppfdLOAeAUarutf3Wfv4n9NfoNR6ECwzY3nZmTjuqu/pXx2d0lXHR7+31/ihc/VRyEpovFkFBKPKp/dkRsG7MqodMZ8vKU6RfXrcw0IkRc9aMw+Z+mqLxXP1oZh8CJH3pxbAPEyNEThmr57F7/IKHQoxObG3+7NwbXjpimf3V2mqxY/ffQhvPyF6jcDfxWFqfOQ4ydROOXafrszaxqj1m0+kqq6lAYgcqNyxpY7y0rUfxKdBgyDlzhyi26VQrwEDVG4rt/uxS/kv5kLP733lc4ohAW1458PXIBxowuUz+4ud2sNfvrow5i3WX0UkiMbMb/gdWQnHlM+uzOu7rsn/WhTpJY4CCA3KnvMfmfZqoCPA8PgBY78OdMk9EXhH3kLGYUOhAe3458PXIirRk1WPru73K01+PHcmVjwpfoo2KMasPCWV9EvoVb57K64uu/e9OMt4es2VdnVx0GIvOjssUecZSXrFc9WimE4R47coh9IiBeg4Ws5ccDOpc/nLpoERuG/nIzCRbjyinzls7vL3VqN++fOxptb1EfBEV2PN25+HVlxdcpnd8f4PvvS61rC1m2scqiOg4DAjVE5Y2ucZSU6Pk9CCYbhHDhyi34gBZ6Dhuv6k7LLlj47ccmNqud2ls4oRAS78OJPLsaoy3OVz+4uV3MVps8pwpJtduWz02IasMBCUThlXJ996a3uoE8+O5yeAbUPjoQAbojKGXc0UOPAMHSTI3/ODyWEjijIqYO3vvXUDUsnKZ7badqj8LNLcMVlfvvl+S+upircNacY75SmKp+dHl2PBTe/hqzYE8pne8OVmfszXe6gtesOp6dDfRwmxAwad7yhtOQzhXOVYBi6wZFX9CMJ8Sw0ROHmwVvf+tP17/jtQ2GdUYgJbcOrv7oKl148Qfns7nI1VeGOwrlYvlNfFHpbNAqnjMrcnwHg87WHMu1QHAcA18fkjK1tKCtZp3CuzzEMXWTPnXMHhHgGGqJwy5Atb/3x+nf9OgpT5k/DAU1RePlXozH8omuUz+6utsZK3DH7Uby/K0X57IyYerxxy6vIjK1XPtsXLs84mCaA9Ws0xSF60NgTztKSTxXO9SmGoQvs+UV3AnqicOuQLW//4TpGoSMxoW149aGxuOiC8cpnd1dzw2HcNvPXKNmbrHx23/haLLzlNaRFNyif7UsjMw6m2Qys/+SgpjjkjHU5y0o+UjjXZxiGTrLnFd8F4GmofwWQnHb+lrd+fy2j0JGY0Da89tBYXDhsnPLZ3dVcvx+3zfpffFyuPgr9Eo7jjYLXkRrlVD5bhcvSD6YF6YkDAIyPzhnXHghxYBg6wZ5bNB0Cf4WGKHxv6OZ3f3vN8omK53aazijEhrXi9YevxgXDxiqf3V1NJ8px26zf45P96qPQP+E4Fkx9HSkBGoVTLks/mBYT0rZu1f4+qVB/dj8uatA401laslrxXK9iGL6BPa/4AQj8BRqicNv5m5b/+pr3/faZVJ1R6BXeggWzb8B5512lfHZ31dfuw7SH/4R1BxOVz+6fcBzzCwI/CqcMd1Skx4W2fl5Srj4OAhgblT0OzrKSD1XO9SaG4SzsuUU/gcDvNYyWtw3dtPzxa96/XsPsTtEZhcSIFsybPRGDBl2ufHZ31dfuw7cf+RM2HO6lfPaAhGNYUPA6UiIblc/W6SJ7ZXpCWPOmleV9k6A6DgJjonLGhDvLVn2gcq63MAxnkJpf/FMB/E7DaHn7hV+899j4DxiFDvw7Cjkjlc/urvrjezHtkb/giwr1URicVI03bn4diRFNymf7gwvtVfZeEU2bVu7rlwjFP+8ExCirxoFh6EBqXtHPBPB/GkbL2y/84r1Hx664TsPsTtEZhaTIZswvzEdO9mXKZ3fXiWN7MG3mE9hUkaB89pCkasybOg8J4c3KZ/uTC1Kr7MmRjZtX7NUTh5icMZENZaveVzn3XDEMX5OaW/xzIfBbDaPlnSPWlxSPWem3L8TXGYXkqJNRyE5I+e0AABtcSURBVB54ifLZ3XWsZhemPvQ0tlbFK599XvIRzCuY3+OjcMqwlCP2zNi6je/uHtgLym92Ka6IyR4T3VC26j21c7uPYTiNI6/4lxDyNxpGy7uGr19VOLrEb19zqTMK9ugmLCy+Ff36DVc+u7uOVu/ELQ8/ix016r9e56ecPFOID2tRPtufDUmqcfSOr9v8zi4NcRDi8uhBY2OcpSWWiAPD8BVHXvEvJeSvNYyW04d/vmr26FV++5pLnVFwxDThjaJpyOozTPns7qqp2oabH3kepRqiMDTlCF6fMg9xjEKHBifWOPrE125etmtgAtTfJn9kdM7YVGfZymXAHMWju4ZhAODIn1MogbkaRps/vnRNyUNXfuS3ZwqHGmIwVVMU0mKbsKD4W8jKGqp8dndVV27BzTNfwM6j6r9eIxyH8dqUeYgNa1U+20oGJR519I07/uWy3dnxUB+HEdE5H6Y6y0qW+nMcenwYHHlFcyTEbA2jzQcuXVPyiys+8dv7OBxqiMHUebdqiUJ6TCMWzP0Osnqfr3x2d1Uc+hI3PfIS9hyPUT774rTDeOWmBYgObVM+24oGJR21D+x1bPvbO7NjAASrnS5GROd85HBOG70Uq1ZJtbM7p0eHwZE7p0gKMUvDaPcDI9es+vnljEJHTkbhe+idOUT57O46fHATCma+jPK6aOWzL3Ecwss3vYGoEEahK7J7HUs5P6V6++LSnBhAKI4DhkdXiTR/jUOPDYM9v6gYEDM1jHb/dOSaD382klHoSEZsE9547PvIzBikfHZ3HTq4CVNnvor9GqJwadohvDxlAaJCXMpnB4J+8cdTh6VU71i0Y1AUBEIUj78outJId04b/ba/xaFHhsGeN2cuIB7RMNr9iys+XvOTy9aM0TC7U3RGoW+CEwsf/xHS0gYqn91dB/dvxNSZr+PgiSjlsy9LP4iXbnoDkcGMwrnoG3885QLHkdJFpTmRgFAbB4GLoqqMTOe00W/5Uxx6XBjseUWPAuJhDaPdvxq1eu39l356pYbZnaIzCv16OfHG43ciNbW/8tndtXfPBtw0az4q6iOVzx7duxz/mrwQEYyCV/SNq025MLWqbGHZIOVxEMCFUVUi22kfvRjlq0yVs8+kR4XBnj/nMUA8pGG0+8FRq9fed8m6URpmd4rOKPRPdGLBY3ciJaWf8tndtWfPekyd/SaOOCOUzx6TVY5/5C1CWBCj4E194mtThjsqy94sHRwBIFTlbAGcFxVmZDvtoxf5Qxx6SBiksOfa/gCIn2sY7n5o1OpP/4dR6FD/RCfmPzYdKSl9lc/url271qBg9iIcaVQfhbFZ+/CP3EUIC2pXPrsnyIqrS7nEUVH+RumQUGiIQ0yoyGnwgziovpW0BlLY84r/COA+DcPdD49a9ek9l3x+hYbZnaIzCgMSnZj/2L1ITs5QPru7tm//CLcUv4tjzWHKZ4/L2ofncxchlFHwuXWH03fc9Pq0VAmov58JsKAyJeVbePYubaeEvg9DYaGRtglDpTRGAMiGRI4pRKaQMgoCcQAiobjM5DcaAVjtNZaRgPJXr1DP4wRQI4BqEzgigK1SYLNNmJsOLyzc6evhPglDYu5vooOM1ilCYiKAMQDU32+YiCgwHQTEu4D5TmRb/LLd79zn9be6ezUMjry5l0tp3g2BmwCovwBLRNSzHIOQL0m3eK7qrVnbvHVQr4TBkVd8tYR8GCfPDoiISC0JYLEhzDmHFxVuOteDnVMYkvOL+9lM+RcI+O3nEhMR9SBSSMy3wXzg4JLCiu4epHthKJhns7eWPgiBhwGof3kGERGdTb0AZlZcaD6BwsIuv/S1y2FImVyYbEjjJUj47SeNERERIIASl8v8Vs2ywqou/rnOs+fOvQrCnA8guUvbERGRFhKoMAzjloqFj3zc2T9jdPY3OvLmTIIw3wWjQERkGQJwSNP8IDV3TkFn/0ynbomRmlf0PUC8Cr6xh4jIioKEEDdFZ4+pdJat+uKbfvM3hsGRN2cSIF6B+o/AIyIi7zEgxMSYnDEHGspWnfUlrWd9juGr5xSWg688IiIKCAJwmULmVS2a/c5Zfk/H0ifOTXMb5kYIJPlmPSIi0sQJQ1xSuXDmjo7+YcdPPhcWGmaQ+SKjQEQUkKJgyvmOSYUd3rqowzCkbrI9LCXG+XYvIiLSaIg0bH/s6B/816Wk9NzC/m5hbAGfVyAiCnRSSjm+asnsktN/8b/OGNzC+BMYBSKinkAIIf6CO58JPv0XPcLgyC++FsANStciIiKdhjiqjtx1+i94hEFK+YjafYiISDcp8MshBYX/fgPzv8Ngzyu6EsCVWrYiIiKd0o+7jO+f+h//DoMEZmhZh4iI9JO4/9T/KwAgYUJhTGiIUQUgXNUONkNUR4SF1MREhjWGBNncquYSEfkztzTFCWdLZFOzK87ldqfDyx/BfFYCIyoXzdoQBABhoaJASt9HwRDiaP5V5229e/LIzCFZKX3BO7USEZ1RRU191d+Wfb7z72+vy2hzufv4fKDE9wBsEABgzy9aBIk8X44bc2H/D5/5xZTh0eEh0T6cQ0QUcNrdZvtjL5WseXrhmhEAOny3spccqFw8q7dAwTybva30KIA4Hw1qLv7RdZt+OPGSkT46PhFRj7Bu+4HSqTNfjHO7ZaqvZtikOcCwt+68EL6Lgiy8/ZqNjAIR0bm7dHBmzru/u6NJAPW+muEWtvEGYI7w1YBxF/X/6M68yy731fGJiHqaIVkpfYt+dN02Xx1fCnmJAUPm+OLghhDH/vrzKRf54thERD3ZDydeMjIxNmKjL44tJLINSJHti4NPHXP+lujwkChfHJuIqKf79XSf3b0oxwDQ2xdHnjH58ixfHJeIiIBrL8keKgSO++DQvQwAXn/5aJDNODwwMynL28clIqKTgmyGLSs1fqcvjm0AiPH2QSPDQ496+5hEROQpPTmuzRfHNeCDN0vERYU1e/uYRETkKT0p1ifHNXCmz30+l4MahuntYxIRkSebzSZ9cVyvR4GIiKyNYSAiIg8MAxEReWAYiIjIA8NAREQeGAYiIvLAMBARkQeGgYiIPDAMRETkIUj3Al2x+kAjyo616l6DiKhLIoMFvnVevO41Os1SYdhW04JV5U7daxARdUl8mM1SYeClJCIi8sAwEBGRB4aBiIg8MAxEROSBYSAiIg8MAxEReWAYiIjIA8NAREQeGAYiIvLAMBARkQeGgYiIPDAMRETkgWEgIiIPDAMREXmw1G23O6OtqRHNTifamprhdrXpXsevBIeGISQiHOExsQgKCdG9DhH5qYAIg7u9HZVlpajeV47G2uO61/F7QgjEJicjuV9/JPftCyGE7pWIyI9YPgxHy8uxZ/3naGtu1r2KZUgpUXfkCOqOHMHh7dsxYORIRCcm6l6LiPyEdZ9jkED5xo3Y8fFqRuEcNNbV4sv3luNoebnuVYjIT1g2DAe3bsHBrVsAqXsT6zPdbpR+/BGOHz6sexUi8gOWDENdRQX2b9qke42AIqVE2ccfoa2pSfcqRKSZ5cIgIbH3iy8geargde1tbdi/ebPuNYhIM8uF4fjBQ3zlkQ8d2bObZw1EPZzlwnD0wAHdKwQ0KSWOHjyoew0i0shyYairqtK9QsA7wa8xUY9mqTCYUsLVzMscvtba6NS9AhFpZKkwNDe1QEo+6exrbS0tulcgIo0sFQaTUVCCX2ains1SYSAiIt9jGIiIyAPDQEREHhgGIiLywDAQEZEHhoGIiDwwDERE5IFhICIiDwwDERF5sPxnPntLUnwMDMNanXSZErUnGiBNU/cqRBRAGIavrPrznYiPDte9RpesOdiI7838O5rq6nSvQkQBxFoPkYmIyOcYBiIi8sAwEBGRB4aBiIg8MAxEROSBYSAiIg8MAxEReWAYiIjIA8NAREQeGAYiIvLAMBARkQeGgYiIPDAMRETkgWEgIiIPDAMREXlgGIiIyAPDQEREHhgGIiLywDAQEZEHhoGIiDw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"path": null
} | Generate code for a svg of of a credit card icon, colored in blue and yellow, with a prominent yellow stripe. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
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} | Generate code for a svg of a a stone pathway leading through a garden. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fdfdfd" d="M0 0h96v96H0z"/><path fill="#769493" d="M18 40q7-1 4 6-9 0-4-6"/><path fill="#92a096" d="M78 54q-3 7-3-1l1-1-3-5 2 2 4-2h1z"/><path fill="#c1cbc6" d="m16 55-4-2-1 4-1-1q0-4 3-7l1 4 2-2z"/><path fill="#cdc4b7" d="M86 60q-2-3-5-2l-3-4q1-4 7-3z"/><path fill="#bcb7a5" d="m29 55-1 2-8 1 2-8q6-2 7 5"/><path fill="#4e6f68" d="m75 53-2 2q-2-3-2 0-3-4-4 1-3-3-3 2-3-2-5-1 0-4 3-4l1 2 8-5z"/><path fill="#7e9785" d="m16 55-2 4h2l-3 5-1-2-1-5 1-4z"/><path fill="#385c54" d="m37 57-3 3-6-3 1-2q4-3 8 2"/><path fill="#9f7110" d="M59 57q2-1 5 1v1z"/><path fill="#686629" d="M68 59h-4v-1q2-3 4 1"/><path fill="#48775c" d="M81 58q3-1 5 2v1q-3-1-5 1-3-3 0-4"/><path fill="#284741" d="M75 53q0 8 3 1l3 4q-3 1 0 4 2-2 5-1l1 3H74v-4q-3-2-6-1-2-4-4-1 0-5 3-2 1-5 4-1 0-3 2 0z"/><path fill="#43714f" d="M57 57h2l5 2h4q3-1 6 1v4q-3-1-5 1l-4-2-1 1z"/><path fill="#c4cbc8" d="M39 57h18l7 7 1 1 5 6h-7l-7-1q3-2 7-1-3-4-6-1l-9-3 1 3-5 1-1-1q-5 3-11 2l8-10z"/><path fill="#a1c17b" d="m64 64 1-1 4 2 5 5-1 1z"/><path fill="#5b874e" d="m28 57 6 3 3-3h2l1 3-8 10q-5 0-5 5-4-3-5-6l-10-3v-4l1 2 3-5q2 1 4-1z"/><path fill="#72897a" d="M56 70h-1l-6-2-1-3 9 3q3-3 6 1-4-1-7 1"/><path fill="#5d854f" d="M74 64h13l-1 14h-3l-9-8-5-5q2-2 5-1"/><path fill="#eef7f6" d="m49 68 6 2H43l1-1z"/><path fill="#5e8e5c" d="m65 65 8 6 8 8q3 2 0 5-3-3-6-2l-5 1q-3-1-2-3h10l-3-3-1-2-3-2-1-2z"/><path fill="#466552" d="m44 69-1 1q-2 0-1 2-3 0-4 2l-4-2-4 1-3 2q0-5 5-5 6 1 11-2z"/><path fill="#a4beb3" d="M43 70h13l7 1v2q-7-3-13 0l6 2 6 2H50l-2-4-6-1q-1-2 1-2"/><path fill="#d3e2e3" d="m38 74-8-1 4-1z"/><path fill="#daeae9" d="m63 73-8 1-6-2q6-3 13 0"/><path fill="#809e8b" d="m30 73 8 1 1 3-1 1q-3-2-6-1l5-2q-4-2-7 1l-3-1z"/><path fill="#e3edec" d="m42 72 6 1 2 4H39l-1-3q1-2 4-2"/><path fill="#31603b" d="m32 77-2-1q3-3 7-1z"/><path fill="#ecf3f1" d="m71 73 3 2-8 1v-3z"/><path fill="#b8cda4" d="m74 70 9 8-2 1-8-8z"/><path fill="#6c9378" d="M63 71h7l1 2h-5v3l8-1 1 2h-6q-2 2-1 3H56v3q2-1 3 1h-4v-4q-6-1-10 1 2 2-1 2l-2-1 2-1-4-4h22l-6-2 8-1-1-1z"/><path fill="#dde8e4" d="m75 77 3 3H68q-1-1 1-3z"/><path fill="#4f6f5a" d="m39 77 4 4-2 1q-4-1-4-4z"/><path fill="#d3dfd7" d="M68 80q-1 2 2 3l-11 1q-1-2-3-1v-3z"/></svg> | |
{
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"path": null
} | Generate code for a svg of a a glowing pink sunset over a peaceful beach. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#d77eb3" d="M0 0h96v16l-3-3v3h-5q4 0 1 3l-8 2-81 1v-4l1-6q1 2 3 2l32 1 1 4 1-4 8 2q7-3 13 2l8-7 14 5q7-6 0-10h-8l-1 2q-3-3-5 0l-4-2q-3 1-4-1-4-1-9 2l-8-2-11 4q-1-2-3-2H2L0 3z"/><path fill="#d380b5" d="m0 3 2 5h26q2 0 3 2l11-4 8 2q5-3 9-2 1 2 4 1l4 2q2-3 5 0l1-2h8q7 4 0 10l-14-5-8 7q-6-5-13-2l-8-2-1 4-1-4-32-1q-2 0-3-2l-1 6z"/><path fill="#e178b1" d="M96 16v5H76q-4 2-9 1-5 5-11 6-3 1 0 2-9 3-16 0-5 1-8-1-6 2-9-2l-3 1-8-4H6l-5 6-1-1v-7l12-2 77-1q3-3-1-3h5v-3z"/><path fill="#e675b0" d="M96 21v6q-4-2-9 1-12-2-23 4l-11 1q-10-2-16 4H27v-3q-6-1-1 2-5 5-8 0l5-2-1-1q-9-2-16 1-3 0-5 3l-1-1v-7l1 1 5-6h6l8 4 3-1q3 4 9 2 3 2 8 1 7 3 16 0-3-1 0-2 6-1 11-6 5 1 9-1z"/><path fill="#ee72af" d="M96 27v14l-6-8h-6v1l4 1q-4 1 0 2l-3 5q-3 0-5 3-6-3-13-3-2 0-3 2l-1-2q-4-7-10-9l11-1q11-6 23-4 5-3 9-1"/><path fill="#fd7cb7" d="M53 33q6 2 10 9v12l-7-1-1-3q-1-11-11-8-3 2-3 6-3 1-6-2l-1-2v-3q0-3 3-4 6-6 16-4"/><path fill="#f071ae" d="m37 37-6 7q-9-5-19-2l-4-2-8 4v-8l1 1q2-3 5-3 7-3 16-1l1 1-5 2q3 5 8 0-5-3 1-2v3z"/><path fill="#f773ad" d="M96 41v19H81v3l-16-2-5 3 1 2-8-1q1-2-1-2v-5h-8v6q3 1 0 2l-9-3q-7-2-13-1l-2 5-7-2 1-1-13-4h7q15-2 33-1-1 4 2 1l-2-3q-6 2-7-4 3-2-1-2-2-4 1-7l1 2q3 3 6 2 0 2 2 3h11l1-1 1 3 7 1V42l1 2q1-2 3-2 7 0 13 3 2-3 5-3l3-5q-4-1 0-2l-4-1v-1h6z"/><path fill="#fe9ebb" d="m55 50-1 1H43q-2-1-2-3 0-4 3-6 10-3 11 8"/><path fill="#fa6eab" d="M34 41v3q-3 3-1 7 4 0 1 2 1 6 7 4l2 3q-3 3-2-1L7 58H0V44l8-4 4 2q10-3 19 2z"/><path fill="#974381" d="M0 58h7l1 2H0z"/><path fill="#ea75ac" d="M96 60v6H78v1l7 1-26 2h-6l-1-1q3-3 7 0 5-3 12-3H61l-1-2 5-3 16 2v-3z"/><path fill="#fd8aac" d="m52 63-1 3 2 1-7 2q-3-1-2-3 3-1 0-2v-6h8z"/><path fill="#f179ab" d="m0 60 13 4-1 1 7 2 2-5q6-1 13 1l9 3q-1 2 2 3l7-2-2-1 1-3q2 0 1 2l8 1h10q-7 0-12 3-4-3-7 0l1 1-10 1q-3 1-3 4-9-1-7-7l-8 2q-5-2-8-1l-6 3-11 1z"/><path fill="#ed7ea9" d="M96 72v11q-6-1-10 2-3-2-5-1 5-3 12-3v-7H75z"/><path fill="#e77ca9" d="M96 66v5q-19 0-36 4l2 1-40 3h-7q-3-2-6-1 6-3 13-3H12l-4-2 7-1h-4l6-3q0 2 2 2h9l-8-1h5l8-2q-2 6 7 7l23-2-8-2 4-1 19-3v-1z"/><path fill="#fa8aaa" d="M53 70h6l-4 1 8 2-23 2q0-3 3-4z"/><path fill="#c86aa7" d="M17 69q3-1 8 1h-5l8 1h-9q-2 0-2-2"/><path fill="#e679a9" d="M66 75q3-2 9-1h18v7h-5l-3-2H75q-11-1-14 2l-19 1-1-2 32-4q-4-2-7-1"/><path fill="#c269a5" d="M88 81H61q3-3 14-2h10z"/><path fill="#ec86a6" d="M11 72h4l-7 1 4 2-11 2 8 1q3-1 6 1L2 80l20-1-4-2 7-1 5 2 43-2-32 4 1 2h-4l2-1H29v3h-8l18 2q9-4 19-3l-12 2h18v-3l8-1h21q-7 0-12 3l-2-2-9 3-21 5q-4-1-6 2-3-1 0-3l-25-1q-3 1 0 2l12 2-20-2-10-2V73z"/><path fill="#f98ea4" d="m42 82 19-1h11l-8 1v3H46l12-2q-10-1-19 3l-10-2v-3h11l-2 1z"/><path fill="#ce6da8" d="M15 79h19z"/><path fill="#ca6da1" d="M12 75h10q-7 0-13 3l-8-1z"/><path fill="#ec93a6" d="M81 84q2-1 5 1 4-3 10-2v5l-11 2 11 4v2h-6q-2-2-5-2-5-1-8 2H65l-15-4 24-4-25 2-5-2 26-3 9-3z"/><path fill="#ce6b9b" d="m49 90 25-2-24 4 15 4H52l-2-2q-11-3-20 0h5l2 2h-8L2 92h28l-12-2q-3-1 0-2l25 1q-3 2 0 3 2-3 6-2"/><path fill="#d880a1" d="M96 88v6l-11-4z"/><path fill="#e996a4" d="m0 88 10 2-8 2 27 4H0z"/><path fill="#e995a7" d="M52 96H37l-2-2h-5q9-3 20 0z"/><path fill="#d16197" d="M90 96H77q3-3 8-2 3 0 5 2"/></svg> | |
{
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"path": null
} | Generate code for a svg of a a stack of postcards tied with string resting on a desk. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fcfbfb" d="M0 0h96v70H86q-4-9-5-17-5-3-10-3l1-2q-5-1-5-6-4-1-6 2-6 0-9 3l-6 1 4-3-7-2q-3-1 0-2-3-1-3 2l5 3-4 2 3 1-4 1-4-6-1 4h-3l-1 5q5 7-3 13l6 3-2 2q-3-2-5-1H0z"/><path fill="#9b9193" d="m53 41-3 1q-2-2 1-2z"/><path fill="#c6c4c4" d="M50 45v-3l3-1q2 2 3-1-4-1-1-1 2 0 3 2z"/><path fill="#d3c0b7" d="m50 45-4 3-2 1-3-1 4-2-5-3q0-3 3-2-3 1 0 2z"/><path fill="#a19997" d="m61 44 2 1-11 2q3-3 9-3"/><path fill="#f6f0ea" d="M63 45q-7 7-16 10-3 3-6 1-1-3 1-4l10-5z"/><path fill="#9a9494" d="m44 49 2-1 6-1-10 5q-2 1-1 4l-7-7q2-1 3 2 1-3-2-3l1-4 4 6z"/><path fill="#f6eeea" d="M71 50q5 0 10 3 1 8 5 17l3 16h-4l-19-2h-1l-2-3 6 1 2-11-4 10-34-6h-3v-4l-3-1q2-1 5 1l2-2h3l10 6 4-3-2-1 3-2-21-4q5-3 12-1l13 3-3 2 5 1 7-7-2-2 6-5q6-1 1-4z"/><path fill="#b9b7b8" d="m71 50-1 2q5 3-1 4l-2-1q-2 3-5 2l-4 1q-4 0-6 2l-4-3-2 1 6 3 6 1-1 2-23-3 22 5v1l-13-3q-7-2-12 1l21 4-3 2 2 1-4 3-10-6h-3l-6-3q8-6 3-13l1-5h3q3 0 2 3-1-3-3-2l7 7q3 2 6-1 9-3 16-10l-2-1q2-3 6-2 0 5 5 6z"/><path fill="#dad9d8" d="m62 57-2-2 1-1q-3 0-4 2 0-3-2-3l10-5 3 1q-6 3 1 2l-5 2z"/><path fill="#e3b29a" d="m47 55-4-1q2-3 5-1z"/><path fill="#d8d5d3" d="m69 56-6 5 2 2-7 7-5-1 3-2v-1l1-2 1-2-6-1 6-3 4-1q3 1 5-2z"/><path fill="#757479" d="m58 58-6 3-6-3 2-1 4 3q2-2 6-2"/><path fill="#f9f8f7" d="m57 64-1 2-22-5z"/><path fill="#f6f3f1" d="M37 69q5-2 11 1l-2 2z"/><path fill="#895646" d="M0 70h27l3 1v4h3l17 6h-4l-4 7 5 2 13 1 1 1-17-1q-5 0-5 5H0z"/><path fill="#adadb1" d="m65 84-15-3-17-6 34 6 4-10-2 11-6-1z"/><path fill="#b28c7a" d="m20 83 7 4q-6 1-7-4"/><path fill="#e5bd9e" d="M86 70h10v26H39q0-5 5-5l17 1 27-4q-15 0-28 3l-13-1-5-2 4-7h4l15 3h1l19 2h4z"/><path fill="#ac9183" d="m66 84 19 2z"/><path fill="#ad826b" d="m61 92-1-1q13-3 28-3z"/></svg> | |
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} | Generate code for a svg of a black and white illustration of a shiny cell phone. | <?xml version="1.0" encoding="iso-8859-1"?>
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| |
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",
"path": "emoji_u1f9d1_1f3fc_200d_2764_200d_1f9d1_1f3fd.png"
} | Generate code for a svg of a couple with heart: person, person, medium-light skin tone, medium skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
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<g>
<path d="M47.94,4.81c8.27,0,12.38,8.89,13.71,12.5c0.19,0.51,0.91,0.53,1.12,0.03l1.21-2.83 c-1.71-5.45-6.4-10.77-14.41-10.77c-3.32,0-6.82,1.1-9.55,3.41C42.42,5.56,45.25,4.81,47.94,4.81z" style="fill:#DA2E75;"/>
<path d="M78.41,3.74c-2.55,0-4.7,0.74-6.51,1.85c1.27-0.49,2.68-0.78,4.23-0.78 c7.8,0,14.77,5.91,11.62,19.58c-2.7,11.73-18.5,25.96-23.32,31.39c-0.31,0.35-0.41,0.91-0.41,0.91s24.72-17.9,28.08-32.26 C95.46,10.06,86.38,3.74,78.41,3.74z" style="fill:#DA2E75;"/>
</g>
<path d="M41.4,11.36c1.8-2.25,5.03-4.11,7.76-1.97c1.48,1.16,0.83,3.54-0.49,4.54 c-1.93,1.46-3.6,2.34-4.77,4.63c-0.7,1.38-1.13,2.88-1.34,4.42c-0.08,0.61-0.88,0.75-1.18,0.22 C39.34,19.6,38.77,14.65,41.4,11.36z" style="fill:#F386AB;"/>
<path d="M70.31,16.09c-0.85,0-1.44-0.82-1.13-1.61c0.57-1.45,1.31-2.86,2.2-4.11 c1.32-1.85,3.82-2.92,5.41-1.81c1.63,1.15,1.42,3.43,0.27,4.54C74.61,15.49,71.53,16.09,70.31,16.09z" style="fill:#F386AB;"/>
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"path": "emoji_u2764.png"
} | Generate code for a svg of a red heart | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g>
<path d="M93.99,8.97c-21.91,0-29.96,22.39-29.96,22.39S56.09,8.97,34.03,8.97 c-16.58,0-35.48,13.14-28.5,43.01c6.98,29.87,58.56,67.08,58.56,67.08s51.39-37.21,58.38-67.08 C129.45,22.11,111.91,8.97,93.99,8.97z" style="fill:#F44336;"/>
<g>
<path d="M30.65,11.2c17.2,0,25.74,18.49,28.5,25.98c0.39,1.07,1.88,1.1,2.33,0.06L64,31.35 C60.45,20.01,50.69,8.97,34.03,8.97c-6.9,0-14.19,2.28-19.86,7.09C19.18,12.77,25.05,11.2,30.65,11.2z" style="fill:#CC3333;"/>
<path d="M93.99,8.97c-5.29,0-10.11,1.15-13.87,3.47c2.64-1.02,5.91-1.24,9.15-1.24 c16.21,0,30.72,12.29,24.17,40.7c-5.62,24.39-38.46,53.98-48.49,65.27c-0.64,0.72-0.86,1.88-0.86,1.88s51.39-37.21,58.38-67.08 C129.45,22.11,111.94,8.97,93.99,8.97z" style="fill:#CC3333;"/>
</g>
<path d="M17.04,24.82c3.75-4.68,10.45-8.55,16.13-4.09c3.07,2.41,1.73,7.35-1.02,9.43 c-4,3.04-7.48,4.87-9.92,9.63c-1.46,2.86-2.34,5.99-2.79,9.18c-0.18,1.26-1.83,1.57-2.45,0.46 C12.77,41.95,11.57,31.65,17.04,24.82z" style="fill:#FF8A80;"/>
<path d="M77.16,34.66c-1.76,0-3-1.7-2.36-3.34c1.19-3.02,2.73-5.94,4.58-8.54 c2.74-3.84,7.95-6.08,11.25-3.75c3.38,2.38,2.94,7.14,0.57,9.44C86.11,33.4,79.69,34.66,77.16,34.66z" style="fill:#FF8A80;"/>
</g>
</svg> | |
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",
"path": "17a91a9790a59c10a47d4552ef4ab23d15c4521c1b3d12926639941740e8b94d.png"
} | Generate code for a svg of a a close up of a person wearing a shirt and tie | <svg xmlns="http://www.w3.org/2000/svg" width="51" height="64" viewBox="0 0 51 64">
<metadata><?xpacket begin="" id="W5M0MpCehiHzreSzNTczkc9d"?>
<x:xmpmeta xmlns:x="adobe:ns:meta/" x:xmptk="Adobe XMP Core 5.6-c140 79.160451, 2017/05/06-01:08:21 ">
<rdf:RDF xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#">
<rdf:Description rdf:about=""/>
</rdf:RDF>
</x:xmpmeta>
<?xpacket end="w"?></metadata>
<defs>
<style>
.cls-1 {
fill: #9ce7e8;
fill-rule: evenodd;
}
</style>
</defs>
<path id="Forma_1" data-name="Forma 1" class="cls-1" d="M547.775,4267.2l-0.079-.03-7.03-1.99-4.99-4.75v-1.27a13.093,13.093,0,0,0,3.893-9.29v-7.75a13.157,13.157,0,0,0-26.313,0v7.75a13.093,13.093,0,0,0,3.892,9.29v1.27l-4.958,4.74-6.9,2.01a0.167,0.167,0,0,0-.067.02,6.18,6.18,0,0,0-4.055,7.28l3.326,17a1.878,1.878,0,0,0,1.844,1.52,0.844,0.844,0,0,0,.158-0.01,0.684,0.684,0,0,0,.143.01h39.836a1.883,1.883,0,0,0,1.843-1.5l3.508-17.01A6.175,6.175,0,0,0,547.775,4267.2Zm-10.618-.19-5.381,8.05-2.933-2.93,5.322-7.99Zm-10.732-34.26a4.7,4.7,0,1,1,0,7.5h-9.218A9.419,9.419,0,0,1,526.425,4232.75Zm-9.432,17.12V4244h9.432a13.238,13.238,0,0,0,9.216-3.76,9.367,9.367,0,0,1,.19,1.88v7.75A9.419,9.419,0,0,1,516.993,4249.87Zm1.691,14.27,5.322,7.99-2.933,2.93-5.38-8.05Zm5.859,25.11H507.892c-0.014-.07-3.041-15.55-3.059-15.62a2.429,2.429,0,0,1,1.553-2.87l6.106-1.77,6.723,10.05a1.886,1.886,0,0,0,2.9.28l2.432-2.42v12.35h0Zm-2.631-27.04a13.283,13.283,0,0,0,9.025,0l-4.512,6.77Zm26.237,11.49-3.205,15.55H528.281V4276.9l2.457,2.42a1.886,1.886,0,0,0,2.9-.28l6.724-10.05,6.261,1.78A2.411,2.411,0,0,1,548.149,4273.7Z" transform="translate(-501 -4229)"/>
</svg> | |
{
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"path": null
} | Generate code for a svg of a yellow and black gymnasts landing with perfect form. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f5d579" d="M0 0h96v48q-4 1 0 4v1q-1-1-3 1l-2 4q-1-3-3 0l8 11v27H67q-25-7-49-18Q8 72 2 63l-2-1z"/><path fill="#52472b" d="M54 38h2v2q-7 1-2-2"/><path fill="#27221c" d="M96 48v4q-4-3 0-4"/><path fill="#f7cb3d" d="M54 38q-5 3 2 2 1 1-1 4-9 8-21 11v-1q9-3 17-9h-4l-1-7q-9-3-9-10 3 8 12 8 10-3 10-13 2 2 1 6-4 3-6 9"/><path fill="#4d422c" d="M47 31q5 0 0 3-3-1 0-3"/><path fill="#1e1c19" d="M96 53v16l-8-11q2-3 3 0l2-4q2-2 3-1"/><path fill="#181716" d="m0 62 2 1q6 9 16 15 24 11 49 18H0z"/></svg> | |
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"path": "c58d93cee44160a6760bd912930cee7471367918b0a907a388c468582a7360ff.png"
} | Generate code for a svg of a a close up of a black and white picture of a number of squares | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 24 48"><rect x="2" y="2" width="8" height="8" rx="2" ry="2"/><rect x="14" y="2" width="8" height="8" rx="2" ry="2"/><rect x="2" y="14" width="8" height="8" rx="2" ry="2"/><rect x="14" y="14" width="8" height="8" rx="2" ry="2"/><rect x="2" y="26" width="8" height="8" rx="2" ry="2"/><rect x="14" y="26" width="8" height="8" rx="2" ry="2"/><rect x="2" y="38" width="8" height="8" rx="2" ry="2"/><rect x="14" y="38" width="8" height="8" rx="2" ry="2"/></svg> | |
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} | Generate code for a svg of a black and white Instagram icon, represented by a stylized camera on a white background. | <?xml version="1.0" encoding="iso-8859-1"?>
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Okay, here's a concise summary of my thoughts on the mechanics of drawing a grayscale image of a barbecue grill:I'm drawn to the visual interplay of shapes and textures, particularly the curves and the subtle details of the grill's design. I'm interested in capturing the dynamic movement and the interplay of light and shadow, creating a sense of playful energy and a sense of visual interest. The goal is to evoke a feeling of warmth, grilling, and a playful, inviting atmosphere. | {
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} | Generate code for a svg of a grayscale image of a barbecue grill, possibly stylized with two elements resembling eyes for a playful touch. | <?xml version="1.0" encoding="iso-8859-1"?>
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"path": "emoji_u1f93c_200d_2640.png"
} | Generate code for a svg of a women wrestling | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
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<path id="pants" d="M29.54,66.22c-0.85-0.31-1.71-0.45-2.56-0.45c-3.01,0-5.84,1.85-6.94,4.84 c-1.41,3.83,0.55,8.08,4.39,9.49l9.22,3.39l5.11-13.88L29.54,66.22z" style="fill:#C62828;"/>
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"path": "96839bf27f109086f31dac344c64b6443eb9633c5bcd0a4f7ca8edf731ce2ad8.png"
} | Generate code for a svg of a a close up of a banana with a black outline on a white background | <svg width="64px" height="64px" viewBox="0 0 64 64" version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<title>veg-banana</title>
<desc>Created with Sketch.</desc>
<defs></defs>
<g id="64px-Glyph" stroke="none" stroke-width="1" fill="none" fill-rule="evenodd">
<g id="veg-banana" fill="#000000">
<path d="M47.8245,29.5747 C35.3635,47.6987 16.0175,51.8217 15.2005,51.9877 C15.1335,52.0017 15.0655,52.0087 14.9995,52.0087 C14.5345,52.0087 14.1175,51.6817 14.0205,51.2087 C13.9105,50.6677 14.2595,50.1387 14.8005,50.0287 C14.9925,49.9887 34.1875,45.8797 46.1765,28.4417 C46.4905,27.9867 47.1135,27.8727 47.5665,28.1837 C48.0215,28.4977 48.1365,29.1197 47.8245,29.5747 M58.0005,11.0087 C58.0005,8.0047 50.7415,6.0087 49.0005,6.0087 C47.5905,6.0087 47.3565,7.5357 46.9335,10.3097 C46.1085,15.7087 44.3935,26.9407 33.3995,35.2097 C18.2125,46.6297 5.0375,48.0007 4.9065,48.0127 C4.3925,48.0617 4.0005,48.4927 4.0005,49.0087 L4.0005,55.0087 C4.0005,55.3667 4.1925,55.6987 4.5045,55.8767 C4.7995,56.0457 11.8175,60.0087 19.0005,60.0087 C29.5235,60.0087 54.0005,56.5007 54.0005,24.0087 C54.0005,20.2247 53.4495,17.0307 53.1525,15.5867 C54.8895,14.7637 58.0005,13.0127 58.0005,11.0087" id="Fill-108"></path>
</g>
</g>
</svg> | |
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kcbRqBOImbBeN93pvebm1N9VYCJgyBMS5AKsbvRnPCBAA9qqS1Hi4HOW0bXtTm6YAtsVagISrovfVBRgs/JvJ4Xodbsjof/3qF62/seoCCABZK298p6u48cVjQtvU+g8xGmpbB6D/wevEw1KSffz23AXI5ejr/qjxpZlGrIeJ7X/rV6+2/v4a52Kk3BL49b3e9pMCLQYUAHbll5WMclq45W/9z+0dEU1NJn1WwF6LeYz+K79hRjesKVNi6591W3kGwMO7AGlLT4SAwmJAAWCXI5/ki57icJO2rPrfaa3lLdEfHs2vC5DVtr+ZmUZMiUXhX+t23WC/DQCppwE2KxvYCQD1UklKPPST9p1rHvOhbV4Q1S9wY0mPSd3tezuL4h+Ff6Ihp2Cu/sfvjf7ve98n3A7b3xK4utE7Pgi3CACPlDwltnX0f++Tj73biqQPS3niQqiqj75u4ug/gu7G9Wve6BV3AQbTABYDCgCPvfklf9JZG0f/azEf2vLR/7cfwnQPS5nexZMCjf6HKHa4rP7h997kDxFrYCoIALOuvACw7xHSsMXK/7aN/vvzoX8y+r9/NJRoQeBbRv9pxO6W1Y+ueHM/6m+ceBpgo9c/GdA0gADwSMnTYRuf9Lf60b+bD32IOCY4geMfnjhxPOfRf6j76D/a/sv/+i/e509wdCLt97uz1u8CnHblBYCHjX6Stv9jhNO2ff9rn3zc6qNQH38zrK4LkNPov78mpsaj/yj+2v67k3oaIE4GLP3ClRcA7lfB1r8fteoCx43xntb/YyXaFng659F/ndfE3Pvjfyr+ewy9SQcgW7sBZl15AeB+yVNhjHTaVPzdGJ8s0Vnp31sMmNPoPzpidVwTE63+lY+u9Be3sjdPJ+4C3Fn79rRXAcAl+FbSVBg3uXi8aRsYFe1Noh0BOwPvXC6/++RLL9fu7xWL/WK+31a//Tk8njYALG2tA3jdlRcAtkdAydNgrP5vuv6o6N9+a1SUZxfg9IcnTmwf9ZvF3ugIxXV74l+8t1cu/9aW1gNIvRBwZaMXOwJmXfmimHAJikrS4ETDF//19z9/dMUq6AN0Ab6+tzHyEFCG3/iaxUNS6jT3H+/rON3PqH8YAaCT/Hsur/eOu/ICwLbkaXCsAc82f5Ro+Rv1D6cLMDi8ZDQFdyyfU9H6O2JerEcojqLvaN/hh4DBCv0k4nuV4Xd26tLlBQGApGkw5v6bcMTpA6Oi5eX+Qqg2Pt63jl2Ae5tFNqOgKP65fybi/b1ahluj/uE7Mh5FOd33G3yvGPgJAG0WKTD5za6Bo//+Fr8//pdRUY26AKnPYn/sjSjzKbE4vyKe5uf9PRpbCwHTdQBiHUDp522/7joAVbT/G7T6P26IUfjXW/5Y3zp2AXIKAEWmo/9+sC2Lv0V+o+8ApPbNmnUAAkAFKXDsmWYEgGj1R8vfzbF+XYA4g72KxVd1EYtYYy2L6ayUHYC07m0WM0unTk5PXbp8SwBor+QpsAkdgFjkFzdI6tkFeO6w4v+oEf/6n686rrqSLkBnuzWfRCwELD8Hcf9fEABaKNJf+WVG8d+9/vanj/7dDTJxF2CYq6RjsJVV+z/eV8t3y/95rLL39Ma1a1r9GbzPVzbSfb84FngwABQAjP7T6EzWd/W/vf1VdgE6xedLwwkAzx3O7/yvGHWnPho72vvRyYri7z1dvZgGGDytL4lBt+GlNl9zASCxuu4A0PKvVnQAhtUizW30vxUu/9IPmKP+fMQIf/36tX6r3/x+fh2A1O60fCFg2wPASz52T7hhWuWfjZi3//LuwQJAFP/JTA8Aj+7SU6/PDv08AEVfAHjke6OXdgpYAGh5B6BzpD5POuuf5X/5t26amYjifX25KA7SBDiW8eK/eL/FQ3WOvHLiQGtl4t+zeeNGv6sQhd+8fl0CQDU7AQSA9kr+x+88dbQWF6a/xS8ecmJuNLMuwFjx1crmvv67MY1QxXarvY7WIwQc+pufFhN/9eMnPho4/v8343XzL8XG7dv9962CrwOwW6sb/SOBj09durwoAAgAFM46z70L8NXK/v+7dXHvTx/3X/1jsx+ycHZz+a5C30CRTxPuBNz+XtNtvd6tDQCR+nzcHhTzpKt/+L0LkfEoaT8HAyV6xPDQmX5ql+hQpXwo0OpWAmjtQHCsxe+1SlLf2FP5rgFQ/OvTBdj7f2fMhYOHdwAEgBaq5I/eyTQAKP71EXP5e50vPebkP2qgiiUqKTsOAkDLA4DizzAc28NhPtExGFP/qYEqFqmubbb3qYD6gi0Xc6yKf/3sZRrA6B8eUwQ77V0E2OYA0PpnQW9v9aOWN63i6cknF/Y6bP2DKt2+ZwqgjSpJfblsXeo/1MdWv8Z3Aeq48p/2klUFgGaPujMJAFH8bbGqt6nJzmNvmHXd+kd7HR6v4nt2ZgUAHYDW6D8B7fo1d5sGeOGpR3+Enz8i38MTB2W99k4BtPkkwFYeBBSjfk/1a46tEf5YcX1589sT1GLkH8Xf6B+ebGWjvb/7hD9/YhXPuUfrn+aFgGcPjfdPNRvr5Pu0PyAvbhUVjMCrsvbJx+b9GyxW+yv+gADA98Tug7Vu14UAQACoQjyytAqrf/xPW/4AEAAqs76ePnTcuGHVPwACQKUdgBt/Sf49Y+4fAASAiqVsxfdH/xWEDgAEAO6zefuO0T8AAkDrAkCirXhG/wAIAC0MAGuffepiA7WxuuEaCABNDwAJtgLGvn8r/4E62ei5BgKADsCB3TP3D4AAkGHSvXFjdKP/9bVi45rRP8CT3F3vLQgA7XOr0i7AzdEtzovi79Q/oG6qeDTveIsfmtnmALDY1A7A+p+vupMAtVPFo3mPTrQ3AZgCqCwAjKYD0F/8Z+sfAAJAxiFgBKv01638B2pqs4JdAHfWeh8IAO1zq+ofYBQj9fWrX7iLALW0UsE+wMkWV8E2B4DfVf0DDHu0Hu3/VIcMATTBs4faWwZNAVQoCna8cg0UAKmsbVbzfb9a2VwQANqnm8MPMcyirf0P1DcAVHMM4PNHdAAEgKoCwJCKduz71/4H6qqi+l8GgE63rdfcFEDVb/qyaA9jGsDJf0CdrVT0IKCpS5cFgLYp/+gLufwsw3hq38bNGwVAfTsA6VsAR8Y7t9p8zXUAMjCMdQAO/wF0APb6PXuLbb7mbQ8AWfzxD/ro3mHvJgBIrYpFgId1AFotmz/+2gEWA1r8B9Q/AKT/nqsbvd+1+Zq3PQBkcwRkdAD2O4rX/gfqbHWjmi0AT0+2dweAAJCZ9T/vrwuweeeOiwfUVkX1P54DIAC02EJOP8xat9vfz68DALTJ3fVqvu/PpsctAmyxrNJfFP+97uc3/w/UXRULAMc7xa2pS5ctAmyrHA+AuPfJx3sLALcFAKDuASD999zoFYttv+7WABR5vQliIeBejgfurdj+B9Tb3fVKFgEIAN56eU0D7LULsHHDCYCA0f8+fCYAkN0+0L10AXpra/6CQI0DQK+qb60D4O2X106AvXYBLAIE6swOAAGgSt0cf6joAqw9IQQo/kDdVXQIULftOwAEgOLbnQBZvhGedC7AvT/+l7sHUGsrGxYACgDVyvLNEMV/5fJvHxjpx/999Q+/dwAQUGsx/V/RIsDfufpFMeES9MUzAWaz/ICUxX/5X/+lGHv6maIzOdn/vyn8gNH/gSy4+gJA1h2A+4MAQJNUtQCwMAXQZwrAmwGgElUtAHz1ypVbrr4A0DdYCNh1JQBSdgAqCQALrrwAoAsAUJFY/FfREgALAAWAB3zgEgA0evSvAyAAeFMAVKmi+f9br165otsrAHzf1KXL8aawMAQgSQfAQE8A0AUAaJU4AKiiMwBM9QoA3hwAVbmzZv5fANABAGidihYAmv8XAB5tsA6g60oANC4AXHTlBQBdAICKxOr/ih4AZIpXAHiif3YJAEY1+q/sW+sACAA6AABV+fpeJe3/Ref/CwBPNHXp8i1JEWD4Ktz+92tXXwDYLdMAAENW4fY/gzoBwJsFoCpLa5W1/7uuvgCwK6YBAIYr2v8VdQC0/wWAPTMNADAk2v/56bgEj7Z06uTN8su0KwFwMFe/2awiBCy8euXKG66+DoDkCFCBOPhH+18AqBtvHoADqmjxn7VcAsD+TV26vFB4NgDAgVR0+M9Fh/8IAAf1K5cAYH/i7P+KDv9x7xYADmzeJQDYnxurlRT/rkf/CgAHNjgTQAgA2KPY+1/R/P95V18AGBaLAQH2KFb+V9D9t/hPABhqF2Ch/KKdBLAHN1ct/hMAmsGCEoBdqnDxn/a/ADD0LsB8sdVaAuAJblQ3+u+6+gKALgBABWLxX0V7/92jBYCReU8XACDL0X889nfB1RcARsJjggGe7Ot7m0b/AkAjWWAC8Mji3+s//CexOPhn3tUXAEbdBegWDgYCeKiKtv4ZmAkA3mwAVbm7XsnWP6N/AUAXAKBKX60Y/QsAugAArRv9x8voXwDQBQBoEXP/AoAuAEDLxKr/O2tG/wKALgBAq3y1Usm+fwMwAUAXAKDK0X8Fx/4a/QsA2XQBhADA6N/ASwBoIc8IAIz+01gw+hcAcuoCRPF3DjXQKteXjf7rrOMSDM/SqZOfll9mXAmg6WLP/+dLyQPAxXL0/6arrwOQI8kUaIWKTv0768oLAFmaunR5vvyy4EoATR/9V3Dq33vl6L/r6gsAugAA7Rn933JvFQDq0AWIDsC8KwE0Uaz6r2D0f74c/dtpJQDUwtnCtkCgkaP/5Av/Fsvi/54rLwDUpQtgWyDQwOLf6+/9r2BAxQjYBjhCS6dOflR+Oe5KAHW32SuKT25vFBtpu//z5ej/jKuvA1BHkivQkNH/Zurif8s9VACoLQsCgSaItv+NVQv/BAD20wXwJgZq68u7Fv4JAOynC2D/KlBbS2uVbPsz7y8ANCYERJJdcCWAurmW/oE/ceLfoisvADSJRAvUSgXb/rqFjqkA0MAugDc2UBtR+G+uJh/9n7HwLx3nACTmbACgDq5+s1ncWUs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} | Generate code for a svg of a a lone oak tree standing in the middle of a field. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fcfbf9" d="M0 0h96v67h-8q-19-3-37 0h-1q-2-6-1-10l4-3 3 1 2-2q3 2 8 1-2-4-5-3v-3h1q2 2 6 1-4-3-1-5-6-3-4-7L52 27q-10-3-18 4-2 1-1 4-3-1-3 1v3q-3-1-4 1l2 1-3 6q3 3 5 0l1 4q2-3 5-2l-2 4 1 2 6-2q3 0 5 3l-1 12q-14-1-26 2H0z"/><path fill="#5c7661" d="m41 35-1 1 6 9v1q-2-1-2 1l1 6 2-1v3l-1 1q-2-3-5-3l-6 2-1-2 2-4q-3-1-5 2l-1-4q-2 3-5 0l3-6-2-1q1-2 4-1v-3l1 3 4-1 2-5z"/><path fill="#516558" d="m61 46-6-1-1-2h4v-3q-4-1-7 2l-1-2-4 5-6-9 1-1 4 5q1-3-1-5l-1 1q-1-4 1-6 1 6 4 0l-1 6q3-3 6-2l-1 6 2-3q1 3 4 1l1 3q1-3 2 0l-3 3z"/><path fill="#728c6f" d="M62 48q1-2-1-2l-3-2 3-3q-1-3-2 0l-1-3q-3 2-4-1l-2 3 1-6q-3-1-6 2l1-6q-3 6-4 0-2 2-1 6l1-1q2 2 1 5l-8-7-2 5-4 1-1-3q0-2 3-1-1-3 1-4 8-7 18-4l11 10q-2 4 4 7-3 2 1 5-4 1-6-1"/><path fill="#65886a" d="m55 45-4 6q2-12-3-1-1-5 3-8 3-3 7-2v3h-4z"/><path fill="#364444" d="M51 42q-4 3-3 8 5-11 3 1l4-6 6 1q2 0 1 2h-1q-4-3-6 0l3 1q-5 1-5 5l-4 3q-2 0-2-2v-3l-1-6v-1l4-5z"/><path fill="#e4e5d1" d="m46 46 1 6-2 1-1-6q0-2 2-1"/><path fill="#5d7961" d="M61 48v3q3-1 5 3-5 1-8-1l-2 2-3-1q0-4 5-5l-3-1q2-3 6 0"/><path fill="#dddedb" d="M51 51q0 3-3 5-1-5 3-5"/><path fill="#272639" d="M47 55q0 2 2 2-1 4 1 10l-5 1 1-12z"/><path fill="#d9cf9d" d="m88 67-32 3q-1-3-3-2l-2-1q18-3 37 0"/><path fill="#565d54" d="m50 67 2 1-9 2H19q12-3 26-2z"/><path fill="#75896f" d="M53 68q2-1 3 2H44z"/><path fill="#fceece" d="M0 70h44L3 72q-1 3 3 4 6-4 13-1-4 6 3 4l2 2q0-3 3-3h33q5 1 8 5-2 1-1 4-6-1-1-3h-5q-1 2 2 4l10 4-2 4H0z"/><path fill="#fcedca" d="M88 67h8v29H71l2-4-10-4q-3-2-2-4h5q-5 2 1 3-1-3 1-4-3-4-8-5H27q-3 0-3 3l-2-2q-7 2-3-4-7-3-13 1-4-1-3-4l41-2h12z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a basket of bright orange marigolds. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f8ead2" d="M0 0h96v96H0z"/><path fill="#f68c21" d="M44 32q-3 0-4 2l-5-1q3-6 10-3z"/><path fill="#f49c2c" d="m55 35-3-1q-4-3 1-3 3 1 2 4"/><path fill="#3f6138" d="m44 32-1 5-3-3q1-2 4-2"/><path fill="#51703d" d="m52 34 3 1 1 1q2 3-1 5l-5-3z"/><path fill="#f29c2f" d="M22 36v3q-6 1-1 4l-2 2h-4q-2-9 7-9"/><path fill="#f0be49" d="m22 36 3 2-2 5q-4-2 0-4h-1z"/><path fill="#636c2d" d="m66 38-1 1 2 3q-3 1-3 4-4 5 3 8-3 1-5-1l-2-5 3-5-5-4h5l1-6q3 1 2 5"/><path fill="#4a6034" d="m67 42 2 1-1 1 3 1-2 2q-3-2-5-1 0-3 3-4"/><path fill="#eb710f" d="M75 43q-3 0-4 2l-3-1 1-1 3-1-6-4q1-4-2-5l-1 6h-5l5 4-3 5 1 7h-8q-3-6-7-1l3 2q-6 2-9-2-7 3-15 0 0-4 2 0 2-6 7-3l1 3h3v-4q6 0 2-5l3-4h5q-1 2 1 3 2-3 6-3 3-2 1-5 2-3 6-2v-3l6 1q3 5 8 8-2 2-1 3"/><path fill="#c2731c" d="m66 38 6 4-3 1-2-1-2-3z"/><path fill="#8d934c" d="M75 43q-3 1-1 4 3-5 3 1-3-1-3 1l2 3q-4-1-5 2l-1-1-2-6 2-2q1-2 4-2"/><path fill="#5d733e" d="M22 39q-4 2 0 4 3 2-1 5-6 0-3-3l2-2q-5-3 1-4"/><path fill="#ef7e0f" d="M29 36q0 2 2 2l-1 1q-5 2 1 4l1 2 4-2q1-2-1-2h-3q-1-3 1-4l3-1 14 2 5 3q-4 0-6 3-2-1-1-3h-5l-3 4q4 5-2 5v4h-3l-1-3q-5-3-7 3-2-4-2 0l-4-2q-1-3 1-4 4-3 1-5l2-5z"/><path fill="#76642d" d="M31 41h3q2 0 1 2l-4 2-1-2z"/><path fill="#486d3b" d="m30 39 1 2v2q-6-2-1-4"/><path fill="#f5bc5a" d="m29 36 4 1q-2 1-1 4h-1l-1-2 1-1q-2 0-2-2"/><path fill="#ed810e" d="M64 46q2-1 5 1l2 6-4 1q-7-3-3-8"/><path fill="#c26e22" d="M78 48h4l-3 3 2 2-7 4 3 1-8 3 2-3h-1l-27 2q-9-2-17-1l-5-7 4 2q8 3 15 0 3 4 9 2l4-1h8l1-2q2 2 5 1l4-1 1 1 5-2-2-3q0-2 3-1"/><path fill="#5d5727" d="m53 55-4 1-3-2q4-5 7 1"/><path fill="#374830" d="m77 52-5 2q1-3 5-2"/><path fill="#986937" d="M82 48v7q-3 1-3 4-5 0-2 3l-4 6-1-3h-7v-1l6-2h-2v-1l8-3-3-1 7-4-2-2z"/><path fill="#71461f" d="M69 61h-8l5-2-9 1q6 1 0 2l8 1v1q-9 0-16 3l-2-1 9-3-16 3-1-1q3-2 7-1l10-3-13-2 27-2h1z"/><path fill="#935d28" d="M26 59a93 93 0 0130 3l-10 3-7-2 7-1-14-1-2 1 3 4-3 1z"/><path fill="#b2752f" d="M69 62h2l-6 2-8-1q6-1 0-2l9-1-5 2z"/><path fill="#734a24" d="m72 65 1 3q-3 1-5 4l-1-2-6 3h-7l8-2-8-1 7-1-1-1q3-2 8-2l-6 2h7z"/><path fill="#bd7a32" d="M46 65q-4-1-7 1l1 1 16-3-9 3 2 1q7-3 16-3h7l-3 3h-7l6-2q-5 0-8 2l1 1-7 1q-8-1-14 1l10 1H37q2 0 1-2-3-2-4 1l-3-3-1-1 3-1-3-4 2-1 14 1-7 1z"/><path fill="#ac7d47" d="m73 68-6 8-5 2q1-3-2-2l1-3 6-3 1 2q2-3 5-4"/><path fill="#a4692f" d="m31 68 3 3q1-3 4-1 1 2-1 2h13l-10-1q6-2 14-1l8 1-8 2h7l-1 3q-6 1-9-1h-2l-1 3-3-2-7 1q-6-3-7-9"/><path fill="#7e512d" d="M60 76q3-1 2 2-13 2-24-1l7-1 3 2 1-3h2q3 2 9 1"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a green rhombus resting on a red rectangular platform. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f7f5e7" d="M0 0h96v96H0z"/><path fill="#54bd2d" d="M62 48q-7 4-13 11L35 48l-8-9 21-14 20 14v3z"/><path fill="#dd3b3c" d="m35 48 14 11q6-7 13-11h16q-1 5 1 11-2 0-1 2H18V48z"/><path fill="#f44541" d="M79 59q5 1 3 7L47 85 14 68q-4-6 4-7l-1 2 61 1v-3q-1-2 1-2"/><path fill="#bf3031" d="M18 61h60v3z"/></svg> | |
{
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",
"path": "emoji_u1f575_1f3fc_200d_2642.png"
} | Generate code for a svg of a man detective: medium-light skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="suit_1_">
<g>
<linearGradient id="SVGID_1_" gradientTransform="matrix(1 0 0 -1 0 128)" gradientUnits="userSpaceOnUse" x1="53" x2="53" y1="32.7402" y2="-6.3297">
<stop offset="0.1609" style="stop-color:#606060"/>
<stop offset="0.2878" style="stop-color:#606060"/>
<stop offset="0.449" style="stop-color:#595959"/>
<stop offset="0.6836" style="stop-color:#464646"/>
<stop offset="0.962" style="stop-color:#262626"/>
<stop offset="1" style="stop-color:#212121"/>
</linearGradient>
<path d="M50.1,95.4H50c-18.1,0-36.8,3.7-46,12.2v2.3v2.1v11.9h95h1.5h1.5v-3.4 C102,103.7,75.7,95.4,50.1,95.4z" style="fill:url(#SVGID_1_);"/>
</g>
<path d="M33.48,96.33c4.06,0.85,7.46,22.1,12.28,27.57h5.95c8.4-5.57,16.9-27.57,21.53-29.56 c3.59-1.51,5.76-3.4,5.76-5.38c0-5-12.94-8.97-28.9-8.97s-28.99,4.06-28.99,8.97C21.11,92.08,26.02,94.72,33.48,96.33z" style="fill:#404042;"/>
</g>
<path id="neck" d="M49.2,109.3c-4,0-7.3-3.2-7.3-7.2v-9h16.2v9c0,4-3.3,7.2-7.3,7.2H49.2z" style="fill:#C48E6A;"/>
<polygon id="shirt" points="58.4,124 60.6,105 39.4,105 41.9,124 " style="fill:#BDBDBD;"/>
<g id="face">
<path id="ears" d="M77.3,50.3H22.7c-5.9,0-10.7,5.1-10.7,11.4s4.8,11.4,10.7,11.4h54.7 C83.2,73.1,88,68,88,61.7S83.2,50.3,77.3,50.3z" style="fill:#C48E6A;"/>
<path id="head" d="M50,10.9c-17.4,0-33.5,18.6-33.5,45.4c0,26.6,16.6,39.8,33.5,39.8s33.5-13.2,33.5-39.8 C83.5,29.5,67.4,10.9,50,10.9z" style="fill:#E0BB95;"/>
<g id="eyes">
<ellipse cx="34.2" cy="58.7" rx="4.9" ry="5.1" style="fill:#5D4037;"/>
<ellipse cx="65.8" cy="60" rx="6" ry="6.2" style="fill:#5D4037;"/>
</g>
<path id="nose" d="M53.9,67.9c-0.1,0-0.2-0.1-0.3-0.1h-7.1c-0.1,0-0.2,0-0.3,0.1c-0.6,0.3-1,0.9-0.7,1.6 s1.7,2.7,4.5,2.7s4.2-2,4.5-2.7C54.9,68.8,54.5,68.2,53.9,67.9z" style="fill:#C48E6A;"/>
<path id="mouth" d="M58.5,76c-3.2,1.9-13.6,1.9-16.8,0c-1.8-1.1-3.7,0.6-2.9,2.2s6.5,5.4,11.4,5.4 s10.5-3.8,11.3-5.4C62.2,76.6,60.4,74.9,58.5,76z" style="fill:#6D4C41;"/>
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<path id="tone_1_" d="M118.86,101.51c-0.6-0.97-7.14,5.5-8.6,5.44c-1.67-0.07-2.82-1.81-2.01-3.33 c0.92-1.71,7.58-7.21,7.28-7.59c-0.56-0.71-7.88,8.24-10.39,5.07c-1.56-1.96,0.55-3.56,1.77-4.9c0.72-0.79,4.2-3.9,4-4.16 c-0.2-0.25-1.04,0.52-1.15,0.59c-0.72,0.45-4.77,4.08-5.72,5.24c-1.57,1.92-1.21,3.35-0.61,4.21c0.7,1.01,1.43,2.5,1.83,3.66 c0.84,2.47-0.16,6.13-0.03,6.45c0.14,0.34,1.12-1.69,1.31-3.51c0.11-1.07,1.15-1.4,1.99-0.72c0.51,0.42,0.96,0.82,1.12,1.04 c0.34,0.46,2.36,3.15,2.91,4.18c0.21,0.4,0.4,0.7,0.81,1.01c0.3,0.23,0.64,0.4,1.01,0.5c1.64,0.45,3.17-0.58,4.41-1.44 c0.74-0.52,3.86-2.4,4.23-3.3c-1.61,1.2-7.11,5.64-8.55,3.28c-0.78-1.34,0.6-1.85,1.48-2.41c1-0.63,2.77-1.95,3.63-2.76 c0.24-0.23,1.63-1.25,1.48-1.45c-0.23-0.29-3.13,1.87-3.46,2.11c-1.19,0.85-3.49,2.91-5.08,1.94c-0.58-0.36-0.99-1.04-0.99-1.73 C111.53,107.27,119.17,102.01,118.86,101.51z" style="fill:#BA8F63;"/>
</g>
</svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a planet's surface glowing under its twin moons. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#010101" d="M0 0h96v96H0z"/><path fill="#e4ba6e" d="M20 26q14 0 5 11-14-2-5-11"/><path fill="#d9bf82" d="M68 26q10-3 7 8l-2 2-3-1 1-6 3-1z"/><path fill="#8c7851" d="m68 26 6 2-3 1-1 6 3 1h-5l-2-7q-1-3 2-3"/><path fill="#7d7759" d="M32 67H16q7-6 16 0"/><path fill="#716e55" d="M80 67H65q6-6 15 0"/><path fill="#4a4f41" d="M16 67h16l3 2H14z"/><path fill="#484d40" d="M65 67h15q2 0 2 3l-20-1q0-2 3-2"/><path fill="#252e2c" d="M14 69h21l3 2-25 1q-1-3 1-3"/><path fill="#1b2122" d="m62 69 20 1 1 3q-12-1-22 1l1 1H35q9-7 21-3z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a blue and silver skateboard wheels spinning rapidly. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fbfcfd" d="M0 0h96v82l-2-10q-20 4-34 20l-1 4H0z"/><path fill="#a1cbe2" d="m55 35 3 3q-4 4-9 5-2-3 2-3l-3-1z"/><path fill="#54b1e4" d="M68 43q-3-3-4 1-3 0-2 3-3-1-5 1-7 2-11 8l-2-1-19 3q-6-4 0-9l9-4q7 6 13-1l-4-3q2-2 5-2l3 1q-4 0-2 3 5-1 9-5l-3-3q6-5 14-2l3 4z"/><path fill="#5e97cd" d="M40 42q3 0 3 4z"/><path fill="#4f89c0" d="M70 45q9-2 9 8h-1q0-6-5-6-2 9-4 0z"/><path fill="#2a3e72" d="m57 48 8 2q5 8 13 3h1v2q-10 6-16-2l-9 6q-3-3-6 0l-2-2v-1q4-6 11-8"/><path fill="#355994" d="M68 43q2 0 2 2l-1 2q2 9 4 0 5 0 5 6-8 5-13-3l-8-2q2-2 5-1-1-3 2-3 1-4 4-1"/><path fill="#9ab0cd" d="M64 44q2-1 3 1-3 1-3-1"/><path fill="#9cafc2" d="m46 56-23 4q0-2 3-2l-3-1h2l19-3z"/><path fill="#3970ae" d="M54 60q2 1 2 5l-6 1q3-3 0-4z"/><path fill="#385288" d="m46 57 2 2q-7 3 0 5 1 8 7 3l1 1-9 6-3-1v-5q-8-1-11 4H21q-6-3-4-8l6-3z"/><path fill="#559bcc" d="m54 59-4 2q3 1 0 4l6-1v3l-1-1q-6 5-7-3-7-2 0-5 3-3 6 0"/><path fill="#f0f1f5" d="M96 82v14H59l1-4q14-16 34-20z"/></svg> | |
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kutnSaVAyiUCS7rfsJxvvl4m/m7S/fj/r9M26h55rbMPVDUCQyTgFAEipZ03x+VhAfPw/8gVvoPDtrNTq3Yq4LyjcLEQhcdc/XtUfdT/tPk2oQiZBUULar9DkKSNU/7mvUEnVmbS+4fI5R2n1nL8KGoEDGwxGwCr4uhtk9QIWITdH9dbI3tL5z6X4G4sS7NcHEL82iN924dIGABkAAKQ88+B+v4jkeyPRuT7ad5kJcNzPnBmI7Muiv/aX/jpqk5+0ZQTe2ECBsBEwDsLLRF+eNFAkDfwkkX6c4u96fQCi3Q8/17gBVzgAyAAA4BD9K2HhD/+uBfOuMgFk3I9vUZ9Oyyao/zZlA2aueo0W3/NDT4h/OCPwi0dVI9DGRqB9mXUnRd6K15Xw2xkBB6PgTvzJrmCwAZc2AMgAAGCfAfjk/q3ik7HFGv0nlglwygYsvvffae6Nez19XjgTcPbd++nSiesdRV+n5XolNwl7lKhfFtEbBN4u7W8uyLQUA6791PP3tOAqBwAZAACsQS0p8w1j+j5dhE/yTEAwwtdnAoLCrkb7hmyCmhoICr+4M69gmG74lb9J+3h/PPjnHFW30f7p1PHuA9R5+E66MloUv/DbGYEowwOO4h99xgZP74QBAAAGAAAptQqZCvuimICQ4BiGCiK/GIoDQ1pUteQ9WvGp73gm5e+WgrJLtKjxB1R7+1NqNqDj3ftpoGueyUUpkkkCNoWBMdQGRBX/aD0bSOHujrtwiQMAAwCALAXQENT4BE0AadG+pC5gySf+g+bd9EJ2f3kI41Kz8lV1G7wwj85/eCd1fngHjYezAjEIv0XcHcb7ybwsc9S0v94g1OICByAIagAAMLHngX2Kz27+vtt5/jZj/aU17bRSRP2l1e05e/4uHr+eLh1fSxePraXxsSKr8Bv+TTHOCDA2+XHdJEj3+yN778X3HgAwAACYxP/+fQ3ix35rMV/sJsCwr/gx/+YXaeFde2hywfCEOZ8XVSNwvWoGrowVRkn3m8XdJivgVvylmQSVOmEC2nC1g4kOhgAAkGGZ1icZDiBdUZ9hPzIMCeQXjtDaX/wWVcz/eMKdxhmLD6obPUyqCeg9s5QuiJ8jgUrDuY61SZBZ1N1E/jpqxQYDAGAAcAoAMOCP1QQY9iNdXYCW8r/51/5uQkX9tmZgyUF14/qHkb7pdPHjeuo9vZR6ziyh8ZEi28yAJStg7fAXi/gb/8YAwAAAADTqbTMBZN/2V1YcWOi/BPG3obD8Es27+UV1Ywa65lKPMAOn37w3kh1IjfiH/sa78VcAMAAAAGcs4m6s7CdD5X+k49/y+/8zJvE/25lPbx4qpLNd+XS8bYpVNAuu0ZyaK7Ro/mVavXSUZteMe+o0nTg9hboDedQTMH6tLK4do8KpiuPxclEkb1wn8dHznxdG4B7HIQGnGQNRxB8AAAMAQBJMgJoBsNYFFFZcoqpl7vrNvP9xAf30+TIhnHmO+42MTlKNAW/PvVwihPUyPbhuQDUEmYKP/a2WQvWnHXysIQOzeumYeszT/Fdt91/2wI9U43Si+VNSQTdOAXSuDQAAwAAAkBwTYOr4p+q/ZEigeumhqE/Hgv6Dp8sdxdOJoBmopIZbhugzD/Sn9VRwtuKne8ukmQqn98sZDt5uWTOiHjObAhmL1u2hnrbF1N26RK/8zrUBCpQfgFiYhFMAgIH5UX2AYj8urWj3V0eJ/lkMv/G9aXGLv57mN4uFkUhfXRsLOB97LOIve46v/tN01UjYserT3zWcc4g/ADAAAKSSWlfJAFVwNOHXj0FrOjSt9lhU0XYSv3gE9bmXS1N+cnicn80GG5hE4SEPNhJ2Qx+F/m51GMVguFQjYDzvEH8A4gNDAADESWRhH+OQQHnNWVdCagePj1eKTT+2PzLqU4sDOzon24qv03Mmi2SbDH4v/Jy/+umA9P7qZYeo6+ia6DMCAAAwAACk1wUY6wLUD5WLxX3W3TJkSKFzQd/Na4bVIjm7cfEQodkCPHygj55nV6d+VkDhVOuxhYr7uMp/jtj0Ff9sSoaFyPMxv//xVGnWg82NHepQivKYpX0won4AYAAASDb18WUDFAq1D66sOxZ1f57G99U/6BJR/WSaVn7VsSreDIvrZ3h7oF81ASyqfBs/Z6r51U/3UeHzCvX05anHvWrZqOPrhrIYvA9X/7NhefNQkWpg+Hd+3w+uG7R9fH7BCJXWdFD/+TmI+gGAAQAgpcRfTRcek3YZTYvIOdEpfCys6RB+/THbpevdEBT8AXVzS5lmAJIY9bfhMgcARYAAhNlz/76klNLnJ7HzX2dvHg2OTOyPKRcDJjnlDwMAADIAABioT8aTlM3sSOjxLaem0E9eKaZXD08N31ZSqNCdK0dp432DVFNx1bMn8MS5fPX4h0aC4/rV4ljvXDkmjv9a3M8ZHFJ5KJmHGcClDgAMAACe4pv/VUY/frXIcvugENT/fqdQ3f7wc330yRtHPHXcnKn46n+WU8tJ60yEr4qtSRgXNi9e4JG997bgSgMAQwAA6GnwovhbBFUILRsBL0X9/2PHdKn4h9j1Qom6jweGMyD+AMAAAOAdOG3uRvzDZmFPmSdqA/gY/vy7fjVDEd0oTKbvvlAS82skOqQCAwAADAAA0ViXqRd+PsaIXh0SeDfzWYCfCNPC6X+3/DjG/RmeCphEDuEyBwAGAAAz/ky98KuHY18T4DVdkWCmiGcoggscM0gzLnMAYAAAMFOfqRd2k0I3w2PvmYTT/7FG8+pxn89Y7XEABYAAwAAAYGDP/fvqs+2Y4zENySRdQh7qApgEduNKBwAGAADPRP9xH/DCyxl9/ZKC9PTkHR9NWq3Dy7jMAYABAMBMbbaJ+aKZVzJ6whbNim/xoQw2MkIGAAAYAAAsrMvkiz9wQ+yV7o/eNZTxkxZPQ6I1CzKSuWh5ZO+96AAIAAwAABYakvVE46NFMT+GhTSWLMBn7xz2REvgR++Mbd0DPuYMdTH8Li5xAGAAADCQ7ALAeIvW/uLXArRoVvS0Pgvol36h3xPnjocBmly2+OX1DP5iY8aCcKT/AYABACB10X8i8II527/Yowoqi6UseuZ1AHjzEtzj/0u/MBA18uf3Fm/dQIJw+r8NlzkARrAYEAAZHv83m4CN2sI53B64sydPi7SvZEo8XfHZO4fU1Qq5yQ8fN7f9ZXhY446VY/TJG0biXhGwu3VJooeH9D8AMAAApD4DMBKYlpTnqediuQXZcxI5yvfK0IQJpP8BkIAhADCh0cb/k9oCeLi3EifWOyD9DwAMAACpj/5B8uluXZzIw5H+BwAGAAApG3EKchqk/wGAAQDAyJ7793HqP+ktgJPYux4klgFA+h8AB1AECCYy61PxpEnsXZ8Uhrv7aODcJbo6FpxFMCkvj/KL7JcSnlJaRKWzpnvi2BM8l0j/AwADAICUT0+EN9l/5gJduxrpGsi/jw3Yd/Dj+wr8pY4mIW3Hnlg2Bel/ABzAEACYkOy5f19tqjIAXsM3OfaPuXL1qieOfSQQ94wKpP8BgAEAQEpKxd9LdQDlc6tj2j+/qEAdBvACffGfR6T/AYABAEDK46l8ci/VART4S6i42l1zIhb/yqXzPHPsCRipZlziADiDGgAw4dhz/74G8aN2Ir3n8rlVNFVE9X3tXeFiQDNF08upbG41TcrzTlwQ5wyAtkf23tuCKx0AGAAAzEzIuf+cCeDt8sCwoQgwb2q+ag7ypuR76ngTiP5R/AcADAAAluifI/+m1EeuS6iy7rgnzwGP73tljN/RAHTGbQCexpUOQHRQAwAmGo/jFGQHcab/A4/svbcZZw8AGAAA9NG/Px3RP0gOcc4AgPgDAAMAgIXNlOSV/+xI1pLAExWeRRFnDQDS/wC4BDUAYCJF/2lL/7e/dystuedZKvR3p/R19r3up9feKaPRsUm0YvEwPdzYQxXlV1LyWu99WELnL0xRf+fXqps7mrL3xTUUcYIMAAAwAAAY2J6u6D/EsZceojWf+X7Knp8Fed9rkbd05HiRui0QwrxcCDT/nFl1OaHXYME/1V5Ar79bRr19ka+L18S//8cvdabMBCQw/a8NlzoAMAAAhKL/WsrA2H+qswBHTsgr+VmweQvBRqCg4JrBDCwwCfc5IfScRWBY6ANi0z+HDDYBqTIAXUdXI/oHAAYAgITZmakXbvnJY3Tbb+xIyXNXlLlL9YeEnLMDIfYl4fVHR1NTQsT9/4d741oD4GVc6gC4B0WAINejf+7535Cp1+dUdgLr2Tty+w39VDD1WsbOLb9+Kug8sjreh6L7HwAwAACEC/+2Z/o4Dv30sZSsDcDFfjwOnwkTcO8dAbUQMFWmKR7Q/hcAGAAAQvC0v9pMHwSns1tfvyclz83j+v9r47mEi/3cwmbjsw9eontvD6Tk+dkodR5dE89Dm3G5AxAbqAEAuRr9s/Bv8crx8IyAyrpjKWkPzJkANgHPvDRNLcxLFVw4+PA9PSk1G4d+8li8Dw1M1Gtd2UP1ZFzeerfvEXfDIWe/pc6M2aI9Xm+WeT2FJ2f/NoxVLuPDKQA5agD2UwbH/mUUVXTTXV/6CuUXjKTsNXjaHhuBaBX8sRoMjvivv24wpeeHI/93fvCb8T582yN77906wYSfxfspm+uchXuDMAIBB/Fn0ecCWafpsZuECdiFb5TcBEMAIBfFv8lr4s/wUEACEa4rODr/wi91qrUBCxKcosfCz+n+3//NjpSLP3f9S/DcTMQMwFMO1znfvt1B/Bu0x0frjbFT2xcgAwCA58Wfv9BaKc1Nf2Jh5UM/prrb96fltXhOPzfx4Z4B+kY+dvAYPxf33SAEP5Wd/vTwuP8b/7o5keV/mcaJtAiQlvY/6GLXOt8j1GYSf7/22FqXL7dr9m/TJny75B6oAQC5Rto7/sXK4Wc/S2UzO9KyXDBH8TxuzxsbgNb2Aurtn6zO4efhAr+4n/fhngKcPUhXMaEejvwTFP+JyHqX+zWJbavptliLY2txumEAAPB69N9AWbLa3zs/+KLaIIiNQLpQhb580FPngadIxln1P9FZF89+IvpnMd+C0wcY1ACAXGJnthwop73f+eFvpqQ/QLbQcfBWtV0yiIuGOPeLR/zbcLphAADwcvS/lbIsVclFgTz2PRFNAIt/S4oLInMVZU9s17nYv0GL/rluoCmOl/wuzjoMAABeFX/+Qnw8G4+dx74nmgmA+CdMbZz7xxX9oxcADAAAXoa/2PzZevATyQSkUPzrJ9D1Huu1XquN/a+P47W24esFBgAAr0b/DZQlhX/RTMBLX/uLnK6G54K/FEb+8yfQZR+r2VkXZ/TfgiZAMAAAeD36zwlC8+FTtXpgJt8Xd/hLccFfAz4KjhmDeEzyEzh1MAAAeDn6z6kv/pAJaH29MSfeT2h4Iw1T/eq1JlAg8YwB04yx/9wHfQBANrMzV98YNwviTMCaR7+f0rUDUgmP9x9+5rPprG3gMe5d+FhYyRPf9FevOO+Tn09UWk5UEPxzNSh7SKHgFECeBbDDaV0BgAwAAOmM/psoxzuUcdT8yjf/OOuGBEIpfx7vT3NhIxrc2EV6ec73FxUTzagJi7+eWu28tmrthwEMAAAZZ+NEeJOhXgGcEciGWQJsWriYMUPd/Wo1YwjMBmCKc3agLPrgCe+xP9YeBMDbYDEgkI3RfwN/GU20981DASsf/jHNWXvAc8fGY/2hYYsM0ya2tY/svTdn09XKHt9WijHbMTSgUJ/NGeG0f2mZayloEVuj7xEFwwG5YAxxCgCi/+yAMwCcVudq+vr136HCyv6MH9NIoJKOvfSQl1r6coTKC0Ll7up1PlWEYzOPU1ngFel9Uwt8sYSCPAzAtTcb8DWU/WAIAGRb9B/vlKacgaPs4TPjRIEO4QoyVCB4Vbx+fye1v7LYi/38m8R1sjN3rwBfIKjY7rcpU32OjiLGbb3ys0k7CcAAAJDuL3ecAo3LQvx7O9gREI32iwDvWupfc2yQqO+ceM028ZoDnr5OctgEBOIQbcqfIjcB45eVeExAk/KzvM34EMIAAJBONuIUaFFb6Lv42hWiga6gEeCfY0le8vfKGNHgRaKeNh7sF8ZjyKgF3jYB+7W1InLnL/+pay1x6D9NKbDxdGPx6L+6bVeeyYMhhwEAIPVoX+SYiqQ3AfpNUYJReX8n0cUTQbEe7ol9mID3HwkEH3/pFFFvu/h3nzaR3KwCnqdBbAe11SJz6W/fFqtaFxXLv+4vjyp07Vp8DkBsO5VnJsMEZCkoAgTZxHqcApP2O8GROm9hu58fnPOlfvKnisdPCg4bcITPsMBfG5e/luOBeB6uG9kiTABnj9SmNjkwS4CzADFlNrgQMG+yT/yZjcWA167xLIFrVOqPOx7crjyb3+J7aLwFH0xkAABIFetwCmyifzcbDxWMjwY3juiHe4M/Q7dduxLH82YVLJhqUxuuDxBb9maTfL5D8VwDdiI/1H8tkSxAsEfAs/nIzsEAAIAMgCcNQEq2rCQ0k4SHBnjbnH3rCPia4/l7FZXkSYsBOQsQuHQ1kWtBnD+fMAFTYAJgAABILlkdreW0/md9LzG+rrhvQK+4xp7Kok6CLfH+zSpn5ktNwOjwNRoevJbI9eAX21PKc1OwKBMMAABJpQGnwIMOILd6iXKGiYcGerUhAs9ec76HLgfizQJMmuQTJmAKTS2wfv3391xJZCiAt1o1E/DcVJgAGAAAksZ8nAIvmoCcJDREwFMIuV5gq0enEj4d798tZAJKK4x14DwU0N99JdHroj5oAgpgAmAAAEgKGALwYAJgAiwnwsIfKhzkIQLv1KH4fLsT/fuxAaieN5WKSiPLBfJQQBKujXqxoVsgDAAASfsiBt5zABMJFv+ntKxAxgsHfZ8cbRP/35Lo3zBv8iTyz5gijECB+tM/Iz9Z18d65b8LYQI8/i0CgOcRX7bKRHifZVWnKH9qcO5+5ZwP1J/8b749/PuMU5453pH+auq7uID6L9Sp/+4Xv4+PFdNIXzUN91fl+p+Lewk8SRnsKyAEtonI85H2Dt8nR57AtxgMAAAT2gBUzv1AE/RW8XNQiHlr+PZchM1A/4WgKWBzMNJXpRqD0G0wAgkagOeLOAvBF5HXx9s3+R4Y3oVvMhgAAGIVfx7/P5gtxxsS+LDYC5HXR/bAaA76L9bRsDAGbBC626/LdiOwTZiAHek1AcW8KM/2LDg/G3wPDO3GlQ8DAEAsBqBB/NjvdbGvnPuhmp7PL4DQJwIPH7AR6BPGgA1CFpoCbon7hDACzWk0AQfVwjvPGyRfo+/+QbQMhgEAIPsMAAs+C31Y8Kta8QdKA2wCuttXaT+zxhDwkEBaxr6VvSW1FMySeX0ogLMka4UJaMNVDQMAgOcNAIt+zeI3qXrRm1QjNuANQ9B54hbqEhsPH3g8G7BJGIGUR73CBKjz77PABPC5aPTdPxDAlQwDAIAnDcDc614Kiv5iiL6X4cJCNgPtH94Tno3gwaiXTUDKx7+VF0qbiLJi/v1u330DG3D1wgAA4BkDwNF+3Y0/o7ob9qBoL0vNQPvhe6jjw0YvZgbYBOxKvQkoyxYTsM13X/9WXLUwAABEMwEpnQZoFP5hnPAcoPP4zdQhzAD/nIAmgE3zU9pSvV5mre++PhQFwgAAkBkDMPe6/bTi3u8g4s/hrMCx1z5P7R82TiwT8GI5zwrwek1As+8TfY24SmEAAEirASgqv0BrHvq/VDn3ME7wBID7Dhx77XPU+s6nvHA4G9JSE/Cin00ADwd4eYpgo+8TgWZcoTAAANgZAI5kGpL1fDWL31LFH1H/BMwI9FfR4X2bMj00wIWBjWmZHfCi369lArxqApqFAUAWAAYAgNQbgLmrmlXxBxOb7jMr6dCz/5OG+2Zk6hBaNBOQ8ulwyr4KNgHcLbDJo3+OOt+9vW24KtMLVgME2cLLyXiSlffuEuL/TfLOanrYMrVVzjtCd236faq78ZlMXdMckW9OS6R3b29AbJvEb7s8+vdYj684GAAA7Eg4SuIv+rqbnoH2YQtv3LZ55Sd20Y2f+dtMtXDeoq11kRZ89/YIE0CbPPi32IivOBgAAOxIaKyU0/4rP/FdKB426Vaz5G267Ve2ZcoEpHUhH2ECOAuwyWN/g3rlpUo/vubSC2oAQNYQ70yAsuo2unvTH+IEgqiMjxXRGz/cQv1dtel+6cZ0Lh7ECMFtEhLgpYZBjb57LjXjKkQGAICkZAE4orvp0a8hyMXmckhgmG77lS9TUfnFdF/baU+B++7p3iXes5eGA+rxFQcDAEDSDMCah/+BCssvQdmwud7YBNz46N+pP9NI057796U9Be5rvLTLQ8MBGAKAAQDAlphmAtQseUfdIGrYYt3Kqk8L8/jtdF/fTZn4UPkaLwoTQDs8cN7X4SsOBgAAO5rd7sjR25pPfRtahi3urWbpO1R303PpvL4zJoDCBDwh3nNzxs87gAEAQMYje+9tEz/a3Oy75K6fCBMwAhXDltAWvI7SNhSQ4bnwXhgKADAAANgTtX86p2/THLmBHIXFf+Unvpe210tnTwCL/Dd0sbnehr86DAAAXiVqHcDK+74vvs182LAlZZuz5pV0zgqozWwSwLcro+cbwAAAYIe2gpptV8CaJe9S5fyPCOlrbMnc2ASkiYxOhfOt62wT/9+cofMcwDccDAAA0bAdBlh5/79Br7Alfau7+b/TPS0wgy6AXs7QeT6ErzYYAACi8aTsxrkiSiv0Y84/tlT0BhihmqXvTpCPV8bOMzIAMAAAOKOtod6mv42jsxX3/QBihS1l25K7n5ooBqA8Q+e4Bd9uMAAAxJwFqLv5ecovHIZOYUvZxtmluemrBchkAqAhQzMAYQBgAABwxS7SigGLxBdz3S17oVDYKPXFgK/m9IdKeWVOLa/Ml4Fz2+a7+yyGAGAAAIjOI3vv5S8LtRhwyd270fQHW1q2yvkfa7NMUkZbhsP/pgw1AGrGtxoMAACxsK2s5gzNqX8V2oQtfTMCbt2buwbAR49n5rz6nsbXWfqZjFMAsjgL0Da2d0VLMGUJQHqoWXpQHXYaDkxPxdNnbBxceXWeiP4pQyvyKcgAIAMAQExfWOunFA1C/EHaWbIuJQFriza0lf7P0mvzWfi3Z+h07vLd2Y7xf2QAAMiKLywwwaledpDynx+m8dGiZD5tJqPgzeTzZSj6J6T/YQAAiAUfr5xWi/MAMgEXndbd+gIda/50Mp/25Uy8F+W1Wv4cPZ6hU9nmu6NtN64oGAAAYtB/2pINhzncvY4GLjxMo/3X07UrpcEP3dTzVFD+HpVW/Uz9OREY7btenIdPqT+vjM0M366ehxk/o5LqZ7LuPdXd+mIyDUBAW+ciE58lzqRlJvpX5F09Qbr+9ABkGcrrdQ3ix34vHyOL3MVjf0YjQvBCHzOf5BNXNutHVDH3X2jS5IGc/Xt1tz5B/ec+L/vyD/+YXHCeapb/AU0pPp5V7+3Q7l+n9pbbk/FUO4QBeCIDnyXOpGWqxSGP+9f5bm/F+D8yAAC49q0Zif6vjNYIQV8rfkYi2KLpP6epxScM+40NLabz739TRPwl2uEqEb1TjM/Zd/ZzNBJYS7NWfUmYgMGc+0t1HPwuXRbnw/LGJef23Pvfolmrv5RVJmBJw38lywB8N/3iv4Cj/p0ZtPJPQvyRAQDA/VfGGwtqxY/W9Aq/iOZP/A4Ndd8tvT9fRK/TF36DioUZYNrf3aWJnvNHzKf7pXzWj6hyYW5lQ7tPPk6Bs5+P6TGcCZl/86NhM8Tnfqj7LtUkhYZQppQcp8Lyg+HznWne+fcvUedHCU1G4er/tRn4LHHkvz5Dp61NbGt9t52CAUAGAABvRv/9nQ+q4h+M5hWdnEd+Gxcidf7wV6is+jkq9B+kscHF+q9ZuQ3w6WJixacKZYl4/NSS7Il+ORuie4vqseuFO3D2c8bIX4kiSGK7Ol6ingv/7P+kntO/ToGOz1n2GxZmgG/PL+ikqqV/pZ7zTFJ3275EDUDanZ/yxsKmDIo/s81320mIPzIAALj80jqwyE+K0puu12MhP/P2d2L65Bw/cZ6WLJpp3cnFJ62s5jlV0FRxFSLHAht62GQhdsWVP8/4MAEboUsish+6dBddDQ1xmN7DtPnfof6uB6mn7ddj/ANr5328mwpLL9K10WVk5x70/6pe9n/U180kb+z839TdtiSeh3LxX0WaP0e14nPErilT0/6ahfg34hsNGQAAYoHnKqftxc598Ffie1KRCHgkfNff3D8wTD3dA6Qs1AyAzz76lWUSxgYX0UDXQ6pwjo/WSI7oT1Shm77oGxkxAmyIzrZ8I1LbIHlf/ecfpMGLd1LH2W6aVa24Df4NnG4bo8pps2hapUK2qq+j6+ifUH5hV0YzAXPXvh6vAdiVgcN9KoNz/pknCHgCdAIEWYTv8XQ1J+8TQnZ5pEbVHHUL/6L9Q9sU3dbN4q/uohh2I8mm3hfeN/jfW69Nps6jfyxetzpoPBTDjurGQxJtB/6fNsyQvmbtqvgffJKujhcb3rPsP84MfHS0X3+apOfAbmMj1d0zYHi87Hzp/+s88keU0VUC1x6gIn93PBd1WtP/yoHFWzO02l9o2+W79QSW/YUBACCmL64mSmPKcvDCHWRWoKDoSXVZ3UZGLlOPEC4nk2D4zySQXRcCUU0CPweLMIuxPEuQomzI+3+ljs/bmhnTxudieGTMVrBD70W2jY9fVTfpE9u8Npu1vvOfzOg1uqTxZ7E+ZDevZ5G2z9CbSxrEj0z2zwgg+ocBACCO4N+3RU3/p2kbHVhkoz+R/8x3cuRK5KhXtpmEzq5eVfSimYTQxmLcdfSP03IuOOswPlptK9rSEyXg4RBHs2CTBGATxefS7qmDm/W1h3vrKZ3XiHmrXnFIW5bae9G/EP9aCqb+M3mOtvluPY7CPxgAAGL58loqIhdfbTpTlZeHqw1ibOhaYxP5ctTL6CNfmXrJMgldF/oiTx9tuEH7b7h3DY0Jo5LqczFw4c6oom0+XNLek5Ngy7aR4bHweXbMHpD14eMjNZTJYYD8glGqu/0lt5d1m4j+m9PooJ8Smz+D56fFd8uxHfg2gwEAIMbvLtqS7u8rLirTC75exBSbtH7IAIwIA+CUHjen9fnGC11aYORmuEGXEVDT3ik+F4MXbo8q3OHjDstzMJJ3EmzZNqydQ7PZkm66nULZiQzqv7rV3ebaAGxLm4F+a+lOcWz1GT03SP17EswCAN6O/t9axqnLhnS9HqfWxwYWik/GWSEoVQYXov/VMCnAXJ2umQWTiYn8UIwzGThSHr9ylQoLp4SjZ23HyMMlFfB8k3qsKZ7NqyjxPY7f00D/MJWWFkmOXFLUzwWA/cFhlP6BEes5dOkWM0l+4SjNvf4Atb93q9Nu7PZ2p+nz0yR+NGX4Y7zLd8tHzQRgAACIkZQXLY2PVNOF44/RQNftwUI3wZGj7TRz5iBV+Eu0Hv7GKX1maboixC5ET+8g+StKpCZBJn1dF4PRf2HBFDWSlZkExUbr4hXnGGXE/hiivD6bm5KSQtevNDp62XI+wy+jOB/j1NKTnrhgl9zzbDQDwMV/KR8LF+LP3Yl2Zvh0oPAPBgCAuL7A/KmOXrpbN9D5I7+l09SgyhQU5NOpU110w/XFQUmOInQcsRoiZkWxeYg1k9DbG5zTX1A4RWcuFNuHhpcWUtLzd2BhHe1fGNNjKoQB4vfFZmhBDM7BeB7dv8Fz53uod3ClOM6vqf8urX6NyqpfjwzlpJFCfzfVLD9EnUfX2O3yZJo+O15YMGub7+aPUPjnUVADALzM5lQ++fnDv6Vu5m61vPlF5N8bGBTC0mtf9W6oCDRGsTaF8WSuIuSUd6h2QM0AmMb+LZppqkeYWnoi9YJWcci5BkI2M0CDTcCVK1dIOoAvqZMY0AzA5Ml5bssO1NkTHx87R3nX5tJQ9yp16xSm7tj+76k/M0Hd7bbay33/UzoPXif+/gx/fpuF+KPwDwYAgLi+xB5P1fMPda+mS63rbeeklxRPVfc71dqlzUm3mgRzkV4IVdAlJkEmXmwwQpSUFFhMgr3IBh9fWvV6yv4GQz1r6OLxx6jr9GI6037BVrRlW6ku7d/TM+hYDKl/v6HUv/p42xkUxu3wkTPh82d+yKXWDXTilW+Fh3bSRWXdcXXLRPQv2C62eg98jJH6hwEAIC7WpzKCaT/4e9YIXbdNzstTBYWj+faOS46NayJz96KYBEkW4eLFvvBjWPSiCau++v3c+W61KRDXMCRX+FfTyVe/TW0H/latjZh87To6eaqLLvC0Poloy+ZG8hBK2AD0DkY1Mrz19A7JzyGZCv91O1y82E8XL/VThb/YMlUi9BojfQvo/JEvpv0C5mJAEykv/hPGeStlvuiP4dQ/Ov7BAAAQFykr/mNBuDxcJY8udf/5y4uDZkEYgGCTHrLJZBuliYcOrGJPlux3/+AIjWhFbwUFU2jq1PyoQw0hU3H4SLuaLj/z7lY6tv/71Pbm12Iep5cR6LiPWt/4W/Uc6Y9lxvQyOny0PXqDHu1I9YV/LNCOqq5toyNjBnWPNswwfuUKHTtxTt17ujg+c58A/XP3nrlPzfqkE7U9cIWhPXBKi/+0iv8tHvjstokNqX8YAADi+iLj6L82Vc/f33mbY6e+0FZTHVykjdPSvMofObTzLS4uILvwVdbOl7fzuvR/Kaf/5UPkliwCp7y56G3unOnhO3jc++Sr31IFPO7IXwhkx6H/LX0f/Fp8Ho4e7YgMiTiIc2gIheEsCvdGsFs7INxHYXQ8/Bg2RNESDa1tF8KzBqZXlkXtt3DxVPpXv+UZATqeTuFnhlP+2z3yEd6Ewj8YAADi5fFUPrmhpa9thzoRxQpRD6WyuVXvwOCoRZBDv0zOM36UOLKXtfPVB/T6yNjvL47aJ58f095+ic539qoReYE6bdBoEljA4zUBHYd+z7bJEQ+HcJp9YHCEPviwTRplm4dQVBEPZUV6h6IOb/Bzhw0AZ0Mc1g8IBAbVzExI/NXzb/N3DP06eGl12i/k6uXh9sC87G9K0v9arwwvFP2pWQ4h/s34CoMBACCeL7MGSkfjn2gL2mj/1VRFlmo/cfK8rbiYx6dHtJkAshZ4LGAsdqHoVRbBykT1XGdPOOXNEbmdSTh3+LfUFQVjobf9Pro8VO14TkIZkd7AkDiO81FX6IsUNQYfE80B6M+HbedA7b7j/LfQqKn2O3YaDN159XJR2q9nFn9tRsCuFH1eWPSf8oj4c9S/Cd9iMAAAxMvGVL9AXv6gbaRrjmyrq8sj3259Q3Sxe8B2lT5rmsG+nS9H8eFoV0TKHPE61SNwtuDoRx1BsyCi//LyYnlqnIKrBXaf2hDTORnsXm3JPJiVlIU2JOodHcFMhMUI6bZQDQVzqbvfce0ANUIfHI1kRNT3J3/ittMXwvtyhqaysjTq8IKkTjNtaOsDvJyip2d3Ue+Rzy7m/MMAABB3NFNLaahgLpn+gbWq3KaCfOqUfKquigRXJ0+d1/r3W9WsRFcHEAgMy02CtrEgRqL/Usee/wMDo3T0447w/osXzJTXI+ge09d5W0zn5PJQlavFfhbxa+syIpzJsMt0+MsjETfXDwxyit9uHQVd9K+atLxJ0qieh2HYAISYP6/KxQpFJO3emM4swKf+8kv+FHxednpI/DHnHwYAgIR4PB0vUlh+ikoq37cpYrNG7LNnTQs/dnR0nE6fuShNv3PzmoifUGyL11jERnUFbxzNy0wCbyyaLe+3hufH186voqkF+dIIWv8PFnTOBMSmKErUufflQtTZsIRE/cMjZ9RqfNmCP8VFBYZzwsMAdsMboyYDoJopSabl5KnOSOZkqjBnM8pdNycqLMtoq+CkVucL8d9O3pjup/pdQuofBgCABL7QUt72V8/M5T+06dZnHQQvLpqqCl+Is+d61IVu9CaBKdZVvgf1VL5yYGdXJEvKAjl9Wql07J1fo+X9trD4syjOnzfDtmjRbFxG+txPC4zae0C3LVxQExZ2NjI8JdFuxoP+vPEQip0469P//D5lUyjPnu1RnyPEPHEubJM4kvc0bd6LmbzEa7XZLcn4rPDnZLOHPr6c+m/DtxgMAADxwl9oaStkKp3xAdXeuJ3Mc+/sRHDenIjYsCCfOXPRoNZqBiAvzyR2ZDEJ6hK+OhGrnFYqNQks/od04s8sXTI7atGifhyfax3cZ0VOOlbdK6ZhkflzZxje6wkeGpGMY6jmRqOvb9hWsPXvs7jY2tGPhwhOt1/UZU2KLNG/k3Phc1E5/8VMX+MJZ7g08d/poc9tC1L/MAAAJMrGdL9g5fx9wgTskHbqM4gKR7JlhapYh7MA53vU6FevN0VFU43qZlJrtSudELLBoUi0O3vmNItJuDJ+ld7/oM2w38K6GjUTEa1oUb/xUIdbyme+4aL1XuTmWbOmWbIinRcClp4F0ypKDcZpcHBEKtiB/ogpKlbPo/FAuCWz3iSwIXO7VgBvC279S2EChjJ9jTdos1ziFX8vrO5nBql/GAAAEo5qajPx2mwClq77E8qbPCgVPX0quW5+leE+jkj1JkGt5Nc/ViJE3d0D4ft5/+CwgdEknBRipxd/LkKcxUbBlEmQFS2GtrKZsa0RwIWRJdPfj77Ij25bsXSOYYz/2PFz4rhHSN+1kIv59MYp0CfvJHjlyjXbDMAlcc66eyLnrUpE/mzI7OZy6o+X/64Lb/tLNeOTzUZXE//9Hvvoot0vDAAACZPR9qUsDksb/oQK/acce/5PmZIf7L6nceFiHw0NjYVNgj4D0Nc/LM0k6IVsVij61208z7/rQsAghgtqq2wFTla0qIrkwtibzs2/YQdNyh9yHVXn5eXRcmEC9PBURUPbZMG0ihLDeZGJ9pDO8JSVFura/V6lU22RJX3ZcNTVVjv2CAhRVH6KVtz3O+SfdcBL13qTNtslHvH3e+h9cOp/K766YAAASCT6b8hU9K+nyN9Ky9gElLfKi9+0sHtmdYXasz9E6+kuY5V8mbzZDD/FuIhygwIYFLIZpjFsFv6uC30GsVu1Yp4qtLYFehIx5WI3juhjZUpRFy2564+12gHnxX7CmQYh1vN0pmh0bJyOnTxveF/T9HUA/cMW0R7XRf/m88ctj8fGIjMmli2eTXmTJkVdnrhizl4h/o+L93Qhqw2vVhy702PizyD1DwMAQHZH/3p4jPi6+x+n6bX7giIn6fnPKe1FC2oMgqaKumYS9FkAsyjp0/8cFU+eNMmQTdB3t2Pxv04V/0mWLIJT0WL5zAMiko+/JXyR/xStevA31KERN1E2w1kRTsuH6OkZoDPcplfbmQU7dL9aByCiff15GRoaMZyX8MwAsV+o3S8zs6aCygypf6s/uSbMRKD1El0dPuXla369JuxuxN9LjX5CIPWfI+ThFIAMRv/8xfbXXjuuitlvEvl81H/hOsPtPu0nV8FfvXotPE4/PDxG1VXl6h7XrkXS/GUimuV9Q49rP3sp3PBm2RIRyU4OGoAh8XgeP7+mtarjvvYrhfiXFBUYX9iBycK81Cz9Mc2//puJRwV542ravHTGhzQcqKPx0ejBJws3L/urLhQk6BemiMfpQ9kSNjKhtQ+KCqdQaXFktcC+gWH1sQzPLsjPn6z+zpmEUPTPhYFLRfRPtvkVYS5Gxilw6iKND1+m/vNzaP7Nr4hzfMWLlz7/Yce2/fOl5iwUf079/zK+vZABACBRHvfqgc1e+e+04OYnDWGvPgLm+fjFWrTPAn7hYn84JW7UpUgWISRyM6aXq/UEihKaR3+Grly9FhH/5fOCFf8OU/H0yYDpIlpf9dBv0KwVP0zqOeDaiJX3PU7z6v8lWEFvPyKgbqHjDvHRsbPhmRJlpUVhM6AOA+j+C4k838/mgB9w8WKfaiJC52TJolkODYqICksOUs/xLrp6OSj446OF1Pr6Pdl87Xupy58epP5hAABIOPqvJe90MpMyo+4luu7+3wsIiQnIxJhFKU9bBbDjXHc43R0SQf0Mgp6eyJz8OdxZUNzI6fCPj581iP+K5XPVYYRozXj4/yprX1SFv/amHSmd4la9+L9ozcNfEK+3T9ZhP3yQeZN8tGLZ3PD75/fF7y90/5xZleHsgP69sYFSswj+kmBPAPG4tjORsXt+zqlT8yWdD4PDNmzUZi3/geW4W19vVI2AR/Frs19knw0W//UePGak/mEAAMjt6F9P8bSTm4TQNIqtxSzCU/In05KFs9T9OIo939WriiKv7BcSupBa9QSCBmBmtV8dFuCnOPJRe1j8WDRZ6IoKp8rb8er+YyFe/dAXqO6mJ2lqcXqK3EJCu6zhTw2Fkub1A9gQrVg615AdOdHaqe43Q5wXFnIWeJ49EXqC0Px+XmyI/81DJSFTtKCumgoLp0j7H3C9wop7/lQ1ajKyIAuwxUb8vWiMUfUPAwBAUqL/tLb9TQBe4GT3bduXtQjxaRRbi1mISkt5ml51OAvA89kr/JEe/OEMQO+gKo6zRRSs9rQXohgSfx424Ol0QfEn+aI8Cqlj8izALMTpEn4zZVUf0qoHNqtDJOpsAUlKflKeT30/oeEQHvu/cKlPfd/c+IjpFYYo9L76B0bUfdlQ9YnfQ62S+bzOmFYmHXqYUfuSEP8/U2dvOOHxLIChPbCHxZ//IBvwzQUDAEAySGvb3wS+9MLjnbfvWB4Q21oltK67qd3tgvnVamFgZ1evKmThueziv/6BYfU+LnDjIQI2CqGCOE6LL18yJzi1zaYFb9mMD2h545+qGwuwF5hz3X8II/CEWjApG6bg98Pvq0ZbSZGbJnHUr2YBpuSr50RtAHQ1GP1z1oTfd6jdL5/P6ZXWNslsOhbe8g1aeOs3KG9K9GGPbKkF8LD4M+j1DwMAQNLYmAXH+KTsS++OHcs3CSHaYW7Ew93uuFMgt8Pl9HWliFz71eVvg6vgsSFgo8DCz21zWQSXL5lNs2ZWGNer121lIuLnKHe52Lwi/Ho4C7Hkrq/Qinv/jKYUd0nNC/cIWKwtIczTHDndz42NOOpXGwANj6nngs8NR/48lML7qysOmjIhRRWt4rX+nGYseCmm4+w4eIuXrzNuD/yUh8Ufy/zCAACQHDLZ9jcGHMc7hW49rSj6hrfBjUVs8YIaNbqdPq2EpuZPVkWQxW5RXY3683THRTUNvvq6+VRaUmhZuk7tOFjUpUa4LKxeFH4zfIzX/8IXac51P6K8yUOWjL3fX0xrVtaqFf6nTndRSXHQDPH5YEOgmiDNKHGjH395kaX1cLH/FK0U4l9c0Rrz8Q33VgoTcKuXT+F6jx4XlvnNcSbjFIA0syULjvGJKDYmOEitBCfo6xvjlGjz21m3audVqfetWDZHnco/ZcpkWr1yvlrtHyzsCxF8nqklF2juqh9RVYwRrleYu+o/1GP/8IUv09iQcd2EvDyf2kBpeGRMPWOhlsqhWRR8NpYunhWugTAzpfgiTZ4S/0yHYy89RHPWHsCnLzY2IfWPDAAAyYr+G7Ig+t8hvvSanXa48xsrW3gBO+n8fHP/YN1MOa4NiLSxtS7lu+bB381a8Q/BwwJl1YdtWxcXFgSnOPJ54I1sWi6bt/LqxDIhWZAF8Bq7uQAWpwEGAICJEv1ztLPN5b5Pyl0OOS4vbGcSyqs+TCjC9RLT5rxJZFPQ6G6zGofKOW8lfFycBQCuPwdI/cMAAJC06J+7mjV4/DCfEFFPwM2Od/39yq28f2Hp+bZyEfHGJN4SkzBz2c9y5m9dOfctKvK3yRcOiINZy3+mDo84MRKoRBYgeWxy+zkA2Q1qAEC68Hrjn5hTnsIE7NB6GoQzG2ODVTQ6NIOuXC6mod469ba+zpXqz6HeWvV2M9UL96uimUssuePv6WjzH9LoYKQWgI2SmfIa4228pkHxtEihHxur4oo2V+LuNguAWgBHtsmGwPbcv8/WvD+y995mnLbsxIdTANIQ/deKH60ePkSOdtbGU/Ak3ttWinFoI2QExjRxrFq4HxdJghx76WHXKf76R78PEyAzUT3TAy99fRsXwK6h4DoEtRRbzQ63CebP0CGxNcMYIAMAAJH3x/7T2ugkHNFKImKQDrOALIAZbph0YOfvcDZrZwJPU69tPK1xy5779/FtbAKeFttuYQjacKa9BWoAQKqjfz95d56z+gWFRicTLNJFLYCFI89+1vUwSow0iG272FqFIdgvtiacbRgAMHHwetvfJ/AnmphZABCEzVD7e2kxRGwGdgoTwGZgs9j8OPswACC3o38vF/8lY3nT+fhLIwuQrfSfn0OHn/lsul+2VpcVQEYABgDkKNs9HP0na3nTWvyZkQXIVlp++lgmV0v0axmBg06zDAAMAMi+6J+dvZfdPVL/yAJM6CzA4Wc/q2YAPAAXDnJ9wHYMC8AAgOwXf/5A7/TwIUZt9wuQBchlOo+uodbXG712WJs1I1CPKxMGAGSn+LODf8rDh9hG7tv9AmQBcg7umnjoJ4959fBC2YAmXJ0wACD7YPGv9fDxoc0pmNBZgLd/8JuZHPd3Q6g2YDuuThgAkD3RP39gGzx8iLtTkPrHmGUOZAE8mA5PCYd++phXxv3dwFMFd+IKhQEA3hf/JgqO4XkVjvpTscIZxitzIgvwsNej4oRJ43z/ZNIEEwADALwt/iyCXk/XIfUPbGHxb339npx9fxma7w8TAAMAclz8Q0V/Xk6Fx7zSH5h48DBALmYB+D1leL4/TAAMAMhRvF70x1E/5vwDV0LJQwG5Blf8Z9G4P0wADADIkujf60V/TFpX+gPZnwXgaXK5AhsanvOfQzRhiiAMAMi8+POHcLPHDzOlK/1pwx8gxzj8zKM58T5Y+HN0iuNOtA6GAQCZE3+vd/pjUlX1rwczAHIQFs7u1sVZ/R445e/hZj/J4ClhAmpxtcIAgPSKP0e9+7PgUJH6B/FnAZ7N2or5XCn6i4bXO47CAICcFX+vp75bUpn6B7kPR9DZ2hzonR98MVeK/qJRv+f+fVtxtcIAgPTARX/ZkPbehD8VSJRsbA7EmYtsH76IkS1YPAgGAKQ++ueCv6YsOFRO/bfgLwYShcX/SBYNBXCnv4nS0tgEpgbCAIAUiv968n6nP4ZT/1vT+HqYBZDjcOvcbIio+RhbcrvozwkMBcAAgBSJfzZU/IdId+ofqccJgNcLAnm8n8f9JziPY1ZA7EzGKQAO4p8NbX5DIPUPUiawXA+w5J5nPHdsPEzxzg89t7xvi7adpuB0XPPnspYi3UPXad8viZppfg7OUm7AFQsDAJIj/vvJ221+w184aU79gwkGN9SpWX6IymZ2eEr83/jXzepyxhmGRZ7X2nhabM2P7L03rkW3tOY+9ZopaIgj8FjPzyFevxlXLAwASIxsqfhnUPUPUu8yf/oY3f2lr3jmeDww3a9NbNuE4O5KxpNpws3bDs0Q8PfPRhb2GAKRLdpzABegBgDIon+OppuyRfyR+gfpQF1S1yP1AIeEGclgcaLaZVMIdl2yxN/GELSI7Ql+HfHPtZoxaIvysAa0CYYBAPGLf5PmorNF/Hdl8PXLccV4g3SJIU+zy/TiOiz+PDshQ3CqP6XC78IMbNCOwykLAGAAQIzin00V/7syLP4MZgFMQLjHfqZWDMyw+HO6f0O8Y/xJNAO7+TjYiGhZgQCyADAAIHHx358lh8vij3F/kBG4+O7tH6S/8j6D4s8Cy8K/1Ut/B3E8bZwV0IzANpMReBxXKgwAcCf+fi3yz4bpfs0Qf5BpuB4gnV0CMyj+XF/TyFG3V/8WnJHQzIneCKxHXwAYAOBO/Dnyz4Z0Nn8ZYZ4v8AQsyNwfIIfFf7cm/llRZGsyAjw00ISr1BlMAwTZMt2vjb+MRPQfwJ8MeAXuD1BU0U1z1h7INfHf5rWUfyxGQPx4AlcnDABwjv53ZolLVscgIf7Ai4R68CfTBIQWIsqA+Iem+O3GXxYGAOSu+Ddlkfg3enSufwOuJBAyAdyRLxntgkMd/jLQ5KdFE3/01YABADku/lmzwA8a/YBsgIcDRgLTaMVDP6b8gpG4noNFn8U/A739d2vijywbDADIYfFvyDLxRyoSZA2csu8TIl7/me/HvG4AFxSyicgA3GBnB/56MAAgt8Wfi/2eypLDfcIDjX4AiCuK//k3/5jmXn+AltzzLBX6ux335y6G3GI4Ayn/0Pz+ZvzVYABA7os/T/fLhrn+3OgHEQnI+mwAb7yKYGXdcTUjwD9DJqG/c456f4Z6+jdr4o+UPwwAgPh7SvzR6AfkDLx2QKbXDzCRtVP8AAwAiE38/Vkk/lzs90SWnNcGXF0gy0DKHxhAJ0CIv5fEH41+AEgNLPp1EH+ADMDEEv9s6PIXgPgDkDJQ5Q9gACD+EH8AJhBo7ANgACaY+Iem+tVmkfjjCwqA5IJCPxAV1ADknvjvzxLxZ57IWvE/9u9baHQBLjqPULOi5Qkyrgc/kaP+tRB/AAMwscS/gbKn4I/ZlK2NfpTvnmqiq+UN1PHnRFeLcfF5gLrbmln46jQBnIgEtKh/LVL+AAZgYon/5iwT/21Z3uVvi3rex6tJufSruAA9grYe/FoKrgU/kWhG1A/iwYdTkNXCX0vBvv4NWXTYWd3oh6N/JbSWgqJ9iGr/iKjofVyQmYVrSZpD/9hz/74G7bNRm8PvuY2CFf5YLwPAAOS42HN0H6rq598/Lbb1WRT1Z734M9e+e6pVCL9RVPKGyLfgfxLld+FC9YgB0EwAfzY4W7M5x94rp/ufRMQPYACyV9AbNPEOifoanZjrb88Vsr7Rz7Vdp5pIspKiwh+jglM0af4fqGYAeMMA6IwAf5a2U3ZlymyFX2w70MMfwABkj9jXal8+6zRhr59gpyAnuvwJA9BKppSyov8IsQlY8CVc8Gnicn89jQ8tpGtXS2hq2aHGqZ/4j2an/bN4WADCD2AAslD0OWLcSLk9Dunmy6suB8SfxWO/VPj1FL1Pk+Z+GZmAFDHWcweN9txJo7130LUrJdrfQv2/TbM3z9rl5jmEEeChs8ezICMA4QcpBY2Aki/8/KWyhbI/3ZisL7Bc6fL3uKPwawWBytBqutb2NzSpFsMByeLK8CIaOv+oEP6I6OuEX41jlBhMtlY0t1vLCGzUjLqXaNGEfzeEHyADkB3CnyvjjMkW/6yfk3xtVyuLS6viJPzm2/O7aNK8L5Ov4BSuhDi4OlZDIxcfUDf+XVHITvhDN26b88TMrfG8llYsyFmBUGFtpj4vbEyexDx+gAxAdok/C/9mnAkDT+RKi19Fi/5dCX+I8Wo1E+Cb8W80qRKztFyd56slapQ/3PkojQ8tCp9g/TlWwufdZ75/fryvq0XZu3jTmYF1lPpZNm0UnMP/NKbyAWQAsk/4OTLkvvv1OBsGNmV5ox9jNLqrtdcgBNHEX3+f+MVX/D7lzfk6pgk6iP5Yr9h67jScN4WsUb9E+EP3Nc/73ZmNyT4+YQj4M95AwVk6/DmvpfhqethktGjbIRZ+IfptuAIADEB2in+o774fZ8MS+edMJzYh/us1k+dK+PViZWZS1Q+C2YC8QYh+WPTvsIvoTecyku43DAdE7mue/7s1jel6D5ox0BuBBt3vLRRZlyCAlD6AAcgt8W+i4Hg/xN9I1jf6kRiAp4S6rHct/DY7hgUub4jyKp+acEaAx/FVwRfb5b411vMiE3/rOL8p6jfc1zL/92rW4iMIAAxAqsV/J87EBBD/na1s8Hqjib+T8BsEzJAOGKJJZa/TpKp/I9+U3Bsa4Cj/cv8aGhcbi75ayGc4R75E0v3SjEDt79Xg+wyAGEARYGziz8LfhDNhoSXXxF/TmaZ4I35LdGt+4NViutp7n7rxTIFJFS+ohiBbzQAL/pXhhULw61Xh540sou1O+MP7xJoRAADAAKRA+DkS3A7xl4u/2Bpz9L1tdBT/eIRf8jBldAFdOf9FonNfJF/hqWBmoOR9mlTs3QWGWOyvDi9Sf3JHPv5pFmx9dG4+L9Gm9dmM89tkBBD4AwADkDrx52I/VPrbiH+ONPoxCtxOde5/fWxRv02636F40Gwkro0sVDfqCgqfagR4KzipZgcmFZ5Mu9Cr0f3AGjWNf3WsWk3rmwXZ/P7shD+GaX0GcZdnBHyI/gGAAUiZ+LMA7IT4S2HR35SL4q+x3r3w20T9UWYNKIZ95NHxtcHVdFVs+ueaVHiKfLwCoTADvrxBdePbwjZkSidNchhKYEG/yhG76d/83NeEyF8TIn/1clDsZcfkLo3vbr9Yx/mlwq/ABAAQD8idOYs/pvnZi39jrjT6sckAHAwZv2Sm+52EXyqShtsdUuiWx/skr0WS13K7n7Og20b98U/rizEjoD6mcdHvVzXj4wkAMgCJiH8TYZqfE7ku/rUs/q6m9cUp/E5RvzW17na/OAXdrjbBJpI37xtbut/1tD574bfJCAAAYACSIf7pmuYXilZe1n5yO9Nair/bWDrYlMvir4lMg62KxzHO7xT1K4rTfnJBd8oORN8vFkF3NhOu0/1Rx/mdMgL26X71+Vw2ZwIAwABEE/+tFFzJLyVcu3qNRnv6A4qibCv5VNeOKMfCBoDNyOMeykTkVItfBwfwafnN9lG/G+E/c6abqmv8NGXKZMex87jT/bL9YhH0FI3zxz2tzzYjYBV+BQ4AgJhB7iwiuCmb48/CP3DuEg119fCCH5tm/zYFYjguFv+DHsgIbBPivzXXr4Px70Sa/7gRfrvoU5bu37/vQxocHKX7P1kfNAGUrnR/lP3IPt2f8XF+1xkB9fbGJX84oxnfZgC4YxJOQWrFf3x4jC4eaQ0I8Wfh3xCL+Ktfa8Eq+20ZPkW7JoL4azToBc62ul8J/7DepRgFPfQcc+dNp56eQdr73y3qT8XyXJFIXlEML2UQu+B+Pslr6fbTCaMSJeqPCLLPckzW/UznRRbVK2R4LsN7UXzGjIBe/Pk+xXi8hteU3KeE70MWAAAYgNiE3y+2p1Il/sPdfSz+dHVs/Akh/LsSeKpMRjW7crHLnwOfto36HYTfGmH7LIK+cFENlZQUhE1A++lLBkF3ivoVRbKfxCQohojYJzEZVkF33M+SHfBJTEZkv/D7Ngh06Hh9hn/rhd9Z3H3GLIHe3Ojug/4DAAPgWvwpOM1vfaoi//4zF5Ii4EKA24goE/PtmyeY+LPgNMQ6p1+xRL5GkdTvt7q+Vv398uUr1Lz/Q3rn7RPq79KoXzELun12QB/Jm7MDisRM6AVdIbmxsWYy7IU/KO4+k0Ab77PPCMjfr1ncLdkKhaTZAgAADIAb8U9Jgx8W/+6Pz9C1q1f5n20i+m9LwtOmu/KeX2/DRLouLn+nLbTeu6uoX5buJ0uUahSphQtrqGJaSXi/j4500DN73qaO9kvGVL0kkrcdFjBF8opiL+iKTPgTSvdHnsvwOCVoctpOnJFE9dZ0vzUjIBP3iPBbMwKR7AgAAAbAiZR19zOJP7M7SU+dzm6EOdviNwoNboRfH7GaRVJRbPrc61La6xpXhYsAmaHBUXp5/we07/mD1NUZiHOc3+dqnJ+cxvnJZbpf0af7ZVE9Ude5i/Tqi29Q57kLMY/zyzICZuG3ZgSQAQAgVibcNEAR/W+mFKb9TeLPvJyEY2bxT9dUwMAEFX9mnSzSDcEV/MUlBe67+NlM6ysuLqDb7liuir6erq4Ade09qL7G0mVzqaq6gvwVJVJBJ91z6l+rt3eA+noHaf6CmRmZ1tdzsZeOHT0pfvaot6268TrdMcczrc9nMBfGx1pMz0S8ZgGAAYiBx9Mo/kxzEp5+S5rOzUQWf1aQ9eQQ8T/37CH65INrgibAaQqcKTtgFW6i2XOn063CBBx47ajltTgj8N47x4NmQbyWv6KUKoQR4IdXVVWEnz4ghH788hUaGhoR2yhd7ArOXpxfN5PmiS2aoPNjn9/zKhUVF1L+lMk0XTx3mb+UiooK1Z+2wm96L91C9LuF4He0naOR4ZHw7VWzqqhi+jTL1D230/osJsNe+FVW/sn0FgIAwAA4RNK1yX5ervbngj+J+LfEOu1PcsxNqcpY2Ij/hPwSvfyvbQ1OqX6O/nk739lHixYVWoXMIvy6CN2mQc+CBTVqhP+SiPp5vFwGmwHezrZfVP99mFod38eKVQto+XV15Kbb3+T8yXTnPTfQe28eoUsXetVNT7kwAbyPPotguO6F2I8MjUiPo7S8lFZdv8rQzCeRDn+RIQyyyQhg/B8AGABnkp5G5wY/vNkQd/SvFSryegRNEP90BP+68X9L5Cv+zoNj6s+jhzvUQj67/WJt31shovtHNtxOb75+lDo0kY/rwhbPc8Mty9WfTj3+zen+Mn8Z3dF4Ix186zCdP3vB8Jx9gYG4jqW0vIxuuutmyhPmQXEt7lpk7yLdLxN+DP8DAAOQNri7X++JDhobGHba7ZBNFsLJiPD969IU9YeY0OKvsU4u6MbIkufwt5+5pDb1ScpqfeKGfI7E161SawCOfdQejvbdMKOqQh3vn6+m/OPr4sdR/k13rKFOYQA+bDlGwzZRvRuqZlbTdTesCmYOzOsPJGec3zYjAACAAbBFiFyzEOBAopmA0cAgBVrPy1L+thkAbZ2BjeS9RX42QfxVGpxW6+PCvRBvv3WCqrinf/5ky36JtO+tqvZTVZWfBoc45X+JAr0D6tg+j9Xz7zOqK8LHwuP1LP5FxQXxCb9k3+pZVWKrpva2c3TsyMmYjMC06dNo4fJF6pi/5TVdjPNHE3fbqD/yHnANAwADEJUnKc6iuquXx6nvzAVhAFylRgM8/z/VPQcSgI3QBjZFE/1DMBoa/3co3OMOfjx1j8fquRbg9Vc/onWN19lGoYms1ldcXEiLl82VmAdJ5Cw1GSR5Lfer9c2ZP4tmi61fXOc8jY9/jo9fCVf2M2XlpVQgjpOFn6P+gqJCy3Nb0v1JGueXmwYfZgAAAAMQNQuwVYgyL7vb5PYxItIPDHX1+h3G+p2i/80eFX+k/SPiUh8tOubfOe1/8kSn+m8eBnjjtY/U6Xy5ulofF/LxeH7sC/okbVqfC2Pgw/g/AHEyIRsBae1teWuLsqu6el/nweMbYhR/JjT+v9Fjb78F4m/Wf986xx732i8LTMV/bAZef/WoZb/Yu/hFad9LDu17lcTb91o78Wnd+Nws6EOJt+9VJB3+FN1xkG6xn8hjjesHiPtwPQOADIBrE7BL/NilFeU1UKQugE1Bmz41fvZb1grxGDIAtR5626qhmbDz/O1psI3QdcJXXVMhNr/arS/EqZOd6jj9XQ2r1JqA2JbptUa9RHGm+12O85vT/Y5L8VoeG898/pSk+yXvh/pwGQMAAxCrEWih1BQQtekibi8MATwh3usOXPJGRv75dL0QEb9Jn20L9264cTE9+7O3Dc/BhuA5cdutty9Xu/fZmglKMN2fyDi/SVitwk9k1+gnPnEnilr5bz7O+IQ/9HxtuJoBiI1JOAXRmf3bsc/n1y0A9GSGD5+PfS3EX46iM2eKKfKVLb/LC/lwBz8z3Kxn396DdOD1o2qRoOH5yP1qfUpcq/X5vLdaX9wL+kjOi2JcI8Ag/kr4tWAAAEAGIGXwF0xtDKIbyjDwMAPPMW9K8/EGtKh/F/50jqxz27439Ct38LvQ2aum/820njyvbrPnzqDZc6arjXlC/fz1US9P6+NWvjx8sGJVnTw6lkTy1mNyOFbHqN7+dSxDAZS6aX2G+2LKCPjMMy9gAACAAUgZ3yX30wcNY+xcdChMwGlKT0//gJZ12IGxfpcZgCjte2Vid8vtKyh/Sj59fLRd+rzczMfc0Ifn77Pg6zEu2pOBcX5KIN0f4zh/d1cXdba304obb0ws3a9vL6z93w1bK2AAAIgRDAG4Zwe5X23safMNPP1Q/KjTnicVX1Zca8AFfhX8WhB/1w6gXpru1wmMLP3NrL1hsTACyw1L+zqhF39efOfGW1fQjbessI36efvow1N0uvW8u2V6yZhmJ1PlfCTdb07Z6yv/7ZbilaT7w5G4z5Syty7Te/r4cTr8zjs0OT/fMd2vSNL9DpX/ocdiBgAAcYAVNGLg7LfU8WJu6uPUSZAXAFobVXfeWlZLwfHnUOvfWoptxgALfDMFlxveLQQfEVCMDP7T6QbxEdgvj7Blkbg8YmVhP3yolVpPnY/6miz83LZ3xXUL1N+jpfvPdVykN189pK7Yt2zlAppbNyv6fH5KVro/niI+432jIyP08aFD1NfdHTRNd95NxWVlrqJ6/Xm3vh/d30Sh3Tdu82/AFQ1AbGAIIAaEsLcIE9Aofn3KRqzVKNyV8woKNm+7TcagQftVZgiaQ6+DCD8p/rfeVvhNgiYXpiDFRQV0023Lqf6GxXS24xL1auP7erhtb3lFCc2aPUMa8ZufM3RMM8X+M2dXqQv1vPfWYfro8ClasHieagR4DYF4p/VxZ7+ucxfogti4hS83/UnmtL4r4+N0tq2Nzra2qr8zldU1VCQRf6d0v+E+898kckyHcC0DgAxAOrMB67XIvV4T8peFQdiFM5M9DPzjGTZy62VRf6zte91P64uyn+GGoEngtQCa9x6w9OavEcagckaF2KaprXmjTesb6BtQ2/l2X+pRhZ/hNr71t6xN2rS+0eER6uroMAi/Gmnk51P9HXfT1MLCuMf5bTMCRI03b/M344oGAAYAALcGoJWzLF5o3ysTU/1+vDTv6/vfUSN3O9gIMNNmVKjPMX55nPr7gutW6Pv4h+A2vzfeebO6cl9I+HuFOThzqk29z185jUpExB4at7czSYHubhrs61d/cqGfjGXX30jTqmuii7upta/iLPyhOypu/rIfGTEAYAAAiE7/P57hOo5ekkSXToLudlggmqCTjUlwmtbHGYC3XzukLs6TKBz5r7w+uGyvOd1/5L336Xz7WcP+ISOgZ3RkWI34o7FodT1VzZ4T07Q+yTi/jWnwtd3y5fI6XNEAxA5qAMBEpT6aoMsjXqugO2UHkjmtr7CoiG5bd5O6VG/r8dPxfeCFiC9ctojmLZwfachDxvH15WtXq/u1n2oLP26wvz+u16pdvlIV//jS/T43UxwxAwAAGAAAYkChBr3wyyJumaDbRf08E6CoqED3qOSt1qcv8OOIfcWapepyvceFEejSxvLdiHHVzCpaIMS/QBgJJco4/6KVK6iypoZOfHgkLvEvn1apin9RabnUZDgLf0wZgZdxMQMAAwBADPpPa5KW7hf/ePnFd2nx0nm0SGwxp/vjmNZXVl5G19+2lkaGRlQT0HOpRx0aGNGl5KdNnybEvpAqxE9O+YfH8hV30/r806bRDXffSZc6L1BnRzt1d3a5Ev65i5dQWcX0ZIi7Y0ZAu68ZVzMA8YEaADAh6fuH9oPWLoAy4fa5Guc/8mErHf3gFM2vm0U3aM194k/3O8/ZT277Xver9Y2Pj9NQPxf79ZjNFBWXllFxWXmwyj/xaX1W4SdZbwMK3PaX5RW4mgFABgAA9xkAxbgIkEz4naJ+87AACz8bgNOt5yggIvG77rkhOE/f8EAPrNYXy0p+pv0nT86nsmnT1c2ufa++s6DxmOJJ90vOhfG+3biSAYgftAIGE47At9sbQuJjXI0uJOixrNYXvI/H/9kEqNmF3gF6fs+rahe/mFfrU5KzWl9i7XtTsFqf4f0Yj9H4fnQrMUpaGSu64xMbxv8BgAEAIIbon4L9/8kkfE7Cb42OrYK+6volWnvfYPMebuH73ltH6LI2d99J+BWyCr+iyF8nLPzmvv76jEA0cbeYBqvwK7rjINMxRh4r7c0fEXeTcYqIu1X4IxkQn1X4FYPwh+5DBgAAGAAAYmK+eXGfy0Kwn9n9mm26X5FE8uY0/uTJk+n6m1caXuhM6zl6Yc8r6qI+4zojQGHRtYvqbTIGJuE3PtYXJSMgEXed4JJE3GWmKHQczhkBkmQEIsJvzQgYBZ5sMiO6x+y+86/K0PwHABgAAGLIACihDEBE4HjpXp7Kx5tTuj+cNSDZKnyk9u1fuGSe4fVY+D8+fJJe/Nkr9OHBj6kvMOh+tT694IqNq/xTsVofWaJ6eTYkztX6IuJuyQjIBT58n/0wwNO4kgFIDBQBggmIr0EveExoqd4LXb1UWzfTtumPm2l919UvVTMK7W3nLEbg1PEz6lZYXKj28ece/mX+MvWJS/1l6jx//p379TM8te+KeBy38uWpftyi99bG28PHdvpkG1Vwy15xu/F43K3Wp892yCr/kzxn3820PkvVv83tSP8DAAMAgHt6vtVR6zSt74g6lW8mJdrFb+3NK9V6gFPHzkiPg+fvdwyNxHTss+bNpqWrloczAqHXe7P5Napbulhsi+IUd4cWvbG07zWZjFin9dlV/Utu3333V0qR/gcgQTAEACYUQlBq7cSfGR4aVef0m8f5Zen+UE1AWJxMwrVyzVK68fZ6dTpgQi49P1/t289bntrMJyLIM4Up4PtbPz5O773+ZrARkKWALhL1y4v4HNL9sYzzK0ZjYDfOb5fuNwxr6I7Nejsh/Q9AEsjDKQATiT98+HebhIY0mCN5rtrvOBPsdHfpQi9Nr6qgouJCS3QrFX4iyX7BfUpKi2n+wrk0KW8SDQQG6Nq1azEJf92SBbT6pnoqm1YhbfQzaVKe+pzcnIcX5unQ+vfzkIBvUl7kWGNO99tlBHxRMgKxNfoxFCFStGEA9bUDDX9d+su4kgFIHAwBgImVAeAZACbxZwGaXjXNsN+BVw+pzXzK/aUJt+/lcf3FyxdS7aL5atte3sxte0PwGH9peSnNmFmt9u4nMk7rI5Oo8s85dbV0vr0jvDJf27Hj1NHaRrPr6sRWqzbwkQq/+X2kZrU+iZDHf7v4ZReuYgCSA1oBgwnFpW927Bfi0kBkFGv+5d03j6id/ELwGP6djZoJcLFan30XPxvBJXdd/Nx0+Bvs66eWN96kK+PjlixCZXW12Gpomtjk4k5JWa3PXftea3FijLfXNX61pA1XMgAwAADExMX/26EYxF8ndjz+zx38zHBB3zzu8pep9r1kXa1P9thLnV10+J13Hd8/L9ZTXllJeZPzqbiszJARGB0ZprGREbENq1t/TzfVzF9A85Zel7z2va6r/n2Sx9Pue75asgFXMQAwAADEKP5na8WPVqdpfUc/PKU27TEzt3YWXbd2qam/v/1qfdEW9JFnBHzOy/Sa95dM6wt0d9ORd9+1ZALiISz+6ZnWF9UQCBrv+ZviZlzJACQHzAIAEwYhJLWy7nohseFt2coFasrfDM/pf3nvAbVA0NK+11DRHn/7XiWu3vzG+zi6X3vnXWp0Hy+cHVhcfzPN1cTf3L7X2ujHZ9Pox67q3/l2+TmlZog/AMgAABAXF/7+7GbxY7u8eC8SSfOMgNf2v0N9gQHp81TOmEZLViykaTMqTM+R2dX6zEV8Fzo66MzxY2o63w1TC4to+qy5VD1vgWoC9NG365oHu2xAIuP/wX83fuJvYQAAgAEAIA66/v7sVvFji53w68WMu/a97mACGO7mVz2ziqpnVand/Lja3/1QQHzj/PE0+unu6lLH84f6+9Sf+ki/uKycikrLqLRiOvmrahJu9BNrWl8yzi+7vVmIfyOuYABgAACI1wDsFz8a3E7r40xAy9uHqfPsBVfPX1hUqJoCo3IT9fcNqLUDd96/jg69eVCd4jdz7mxHcY9L+KNkBDzQvje+24ka70P0D0DSQR8AMGEQouK3CL9M/MPz9/PVTn6njp2m40dOhlfzs4Pn9cvm9nML3yWrlqtDAdyg5/B77wtT0E9LVi53kRGIo30vZdW0vmi3N9/3tSKIPwAwAAAkRL3T4j520/rqFs+nOfNnU8fpc9R6/LRU5C0fLGEeuJHPgmWLqKCoKPxCHPmf+ug4tZ9sU+fuL6tfQwWFhRJxd8oIuBR+y2PjWdAnpdP63Ny+DZctAKkBQwBgQnD+G+c4+u91En630/qGh0bU1flGhkepP9CvrtbHcBc/rgOomD5N3eym9R09+D6dbz8bNgqLVi6nmrlzUrdan20Rn/Z8GZrW58IQ7Hrg74o24eoFABkAABKM/skm3R/bfH4e6581f7a0Nz+ZInFZVF+7dAld7LygztXn7aOW96lTGIL5SxaTv7LSVbo/rnF+03HE276XzNMVo9wep1EIIPoHILWgDwCYEPAqgNZ56mSZsx8SpKCA+0zz7nXirpvPb3yszyj+hl4AQUHmlD9H/Xq4gc+hNw6oG/8ebbW+0HHEtVqfEttqfWSzWh/ZrNZHit3z+JwW+THf/qSI/ttw5QKADAAAiVJrjHR9Nr35Y88IhKPmGKb11cyZo67g19neYTECvLFJ4N79lTU1VFZRacoI+CRpefv7EskIpGhaX7TbWfh34JIFAAYAgMQzAETlSWvfG0Xc3bbvXbJmjbpvV0eH5XhHR0boXFurujHcpIdNgdrtb9p09Wd/z6Xw/jy/n+f1X3fbOnVfT0/ri24INj349cIArloAYAAASIID8NXH3ps/MpbPUwCtjX7iWdDHKIhsAgqEYJ8+fszx8EML9ITE3kxRaTktuK6epmjiz08/0NtNgQudNHPBUtUceGRaX7Suf7uF+DfjggUg9aAGAEyUDICkNz9F6c0fue/nz79M/VpXQMs4v+Gx2n2m19GLnLnn/9zFS2jtnXfH1b+fhX32wqW0UkT+hSXlhgwD//vSuTN05M1m9afTOH+4HkJyjhTJcZtrE5J0e0BsqPoHIE1gGiCYELRvP6+QPOJ0lRE4sP91df7/DXfcrE73S1X73u6uTrpwtoN6xE8nOOLnvv3TZ8+lvDxd335TSv/cqY/p/KmP1N+nFBTRzAXLqKJmnun9xZbWv3rlCvV1naapxeVUWD4jmeP/Tzy8vdBTY//f+8K1WvGj4df+ZdIufIoADAAAWWoA4h/nJzp98jQd++CoOm//ejYBZWVxz9l32763r6ebxoaHaWx0JCzgPL7Pvfv1Kf1o4/xH32qmkYG+8Hvh5ymfMVM1AgUlflfT+sZHh2kocIkGu8/RgNgmiddfcOODNCkvPznj/0TNQvw90+//+1+41iCOa6P4db3Y6oQBQE0CgAEAINs48/Xz3AHwoJ24uxnL5+j/tRea1dv+f/a+BDyOs0zzK92XrZYsW74tW3EcJXGkEEKCTXCHeDOzD5DIGZZhZ9mxFc4ZDtscwwwM2IYAwzO7a5t7gCCZY2CAwcpMgJ0swR2GJJCQWApJTOI4bt+WpchtWbcs1f7f34eqq6u6q6qru6tb7/s8pW79/Xd13e93fywEtNy4nhoWL/Zc+d7474bXx7EDLzxxSGjuUwnHRjYE8jVIQYAtCeXsRhDfGwn1y8/Hhy/R+EhICgBarGrbTOXVPrei/plcb3zjvoqgR4ifG0b5I9u3Z+u3inbjLgIKEQgCBOaCnOtLN62voqpSlvHlCn5cvOcPTzxNa6+7lpatadJ914lFwKXyvSYWAdb4m298HR07/JsEIYD/Hxo4JxcrYM1/8dqbqSxC/m6V+31Tjsn/u2FTP7eKbo+/TpQu3D9AoQJBgEDBQzYBslzoxzyIb/W6tVL7j+Loc89Tz2O/k9aBaHCdviCPqmp+S9UHAMYHE8YX+pkNQiTSF/pRkhT6UeIK/UQ/Yw1/7c1vEK+1jo9jaXk1Lb9+E1XXL43fF23ApP3xgCD/nPr9BfnvENtymMk/PvBR6d56vxLEHQTAAgAA+SoARMoAp/Lzp3IFsP+96eq19JIg/ii4aM9Tv/6NLOO7rGl1xsz9dsv3Jlg4VCbwKlr76jfQwOljdCF4xNAlYKb11y1dS74la8M+f9V4/SZpfXHClW4em/635Oq6+M47Z7g/RGeU+A3iFg7g7gEgAABA3lsBnOTsE+mj+5evaZKkP3C+L7ZudgkcE0LBmZeP08qrr6ZFy1a4RvyzL+5166tfdhXVNq6ioYGzdHngnAzqM0KN0PSrFyyTrywEJFgvjPbD3njHXfsrchJcJ8ifhcJOsbSZHK9Qx7eVbtw5AAQAAMhv8q9N1Kbtl++NfnddayuNj/6WhoeG4n6Hq/e92NtLLz//fLiM76JGqhOvKcndQbe+dMv3sibPQkDtolVyfHw4FLMIlJRXS3N/Yt8EcrPcb/ddXyzPCcFGyP+QdA0ZCUrhNyB/AAIAAOS9ABB1AVjs1pcqiI8j52+49VZ67qmn6NIriVX52CJw4fQpuTC4wA9/Z359Q8KGRSv2MUaGLtGrbv+vaXfrczIei+jXFf5JvR5HAgFr/Tkp+HNAkL/4/UNiI3wJ+6PGTX0Edw4AAQAA8t4CoOVcndbvoHwvvxSXCiHgllvpmND2o/X6zTASsRQYlfCNggv7XPPqDZbS+rJQjjcDTX7i9mvL3V8sz7rp/8A7hOavCvKPZoWoxrEgkcMMCwAAAQAACgA+p+b+VBaBNddeJ839p46+KAv32AUHFi5ds44WLF1B5n5+c4tAjrr1pTO+r/1L5YGckD+b/QX5JyP+iIgV6Pi2gsI/AAQAAMh/C4DSZkr8Ok3QST7//PoFdN0tr5XuAC7je/HCeekGMEPYHbCAfAuXxIjfiNxD/eeorKJa1vT3WLc+p+NBsezJ9vnveofKGn+nFATVpMQf/R/mfwACAAAUhACQQO72zP2kJ0tDwUCRPn5e+Lsjl4ekEDAaeWXSZzN/cUmJfLXi558cH6MTzx+mZWvXU/2SlWmZ9c3SA52O61MqLY0TdWz5UnkuNOtOsR1testKlPV15C8tALhrAAgAAFAgEoCe+DmC/+izR6htwy0WLAL28/m5Xj8T4by6BpPvpk7r41r93Mjn5JGn6VL/OVrecpMs16vvX+ABs37csTUZ37fly2VZJ9bOe9UdYjvaLWj9WgRx0wBzAagECBQ0XvzCBZ9Rhb/+830yn39q8kqE+BVdJb7ZinAx8khVxU/3mVkVP9Wgip+qJdDI/5x737CiWc67NHCO/vj4f1D/6WNxFQYTq+xROlX50hwns/GgmgPTvyB/1vr3qmq81q9oyV+JtwTwZx2o/gdAAACAQoDSpuqD/MSf8dFwhz0u6JO0fC/py/dqCNaM3LUChNXyvZRYvpfX1bD8KlnLn8F5+udeeoZe/O1/0MXzJ02IX7EoEGRPUBDouOfLZVk3/Ytt6bRD/GiNBkAAAIACgiG5c+GbiABw4sUXpY9eS+5x/m413tyf3CJABhaB+Nr8pCN+LWHPfqbErAFcsGfl9bfG7dPk+CideeEpOvrE/6X+E0doamw0znpgtB7r45r/KZW539L4vntyYPr/doe6myL1H5KZ+xUC8QNzF4gBAApbANC80Ub3c3EedgFw9b4TR4/S6pbr4iwE2u+61q0vWT4/kWlUfkV1LS1bd5MkfS24RS8LALxwIR9u9FM5f6Gs5Mfgjn0sQEyMzFb5GxsaoCvjIzQxGqKyKh81NN+cSf9/kHJg+hfk3yRettsmfgWyAAABAAAKSgIwSusrr6yMTTlz/LiMzF+0bLlOaHBC7hEmSVbFz0E+P5ft5bGzOiEgCiZ5Xi71nbB0WJj861e1zcYxZCJQkJSdb/lKafaj/hXaK/bK55T4D7xb9W39BuoAAIUPuACAAuf/Wf+61mS/IFqjP4LjR56TFfss+/lNg/gSffkJ5n4tWdow03Pd/tWvuoNKIzEBTuFbfh0tXX8nKcVlCX57MvHnG45rYh4MjkO3IP+sV9PrvFf1i19vj7G9Xa0//E8b7hwAAgAA5LsAoJLfKIiPK/DV1i+IzeM4gGefeJwuvTJoz8+vxlsEzPz8eoKP9Zy3Fcgntlto7k1tm2nBymtlloAd1CxsouVtb6TaZdcZZy6QSfwCmcc16Pc1Mh4S/+7M0SnfZaT1JwT5JQ8KhAAAzAnABQAUuAUgThggbaGfFWuvpku/ezxOCHjuiceoeX0bLVy6IoEciSy4Aohc6dZn+NuRN4og/gUrriXfkrU0PHiWhl85Q2ND/TRzJb76IAsIbOqvqlsml+JIbEDG8/+J9r/1q6XBHGj/28Sm+B1o/Pr5rbhzAAgAAFAYVoBZ4tcQNJfj5Tr+g33n4+Yf+0OPbNyzct31soIfGRFhlrv1GY0rxaU0b+Eqodmvio1PjoTkPCb+HBUEYuLfl5MTrYS1fzPijxtWDD6eHfPjrgHmAuACAAqc/JOn9bG2X1KaaErvP3OKnn38ERo4eyppWp+pnz/tdDxn46WC+CX5Zy6tL9X4nrd+LfuBf53vENo/UVMyrV8x0foN3ANN332vzCQAAAgAAJC3AgAZ1QKYreLHGn7LzRviNP0oJsZG6eVnD9PTv/oFHX/usBQGLg8OxJHepJhz+eIrYu6YNT8/acZJP65kZtxRFT/FyXjgz79W0pUb5Z922fTzp4oL2Ia7Byh0wAUAFLwEkCqtj+v2XyuEgOeffCyWL68FjzH582KGmroG2bVv6dr1+dCVL1P+/z25OMVd7wxr/3qNnww0fooSv8HnOgvBVrHsxg0EwAIAAHlsAbCS1lc5r5ZaX7851rzHKpj0173mdlq4vJn6Tx2jY0//hibGjawBZtkAxm4DvaZud9xR+d4kaX3m4zHLQ+BtXy8J5Og0b7VC/ooJ+Zu4B5q+91eqH3cQAAsAAOSrAGDSrc/IIsCd9q559QYauvgK9Z14mUL950zXW7twCdU2LIm16eVqfVyzfzg0QEef/BUtamqhBcuayWn73ixo626P50r7Z5L2p131z3g+BxUGcBcBEAAAIM+tAIbkqP9MPPlrfA1yYVy+OJCQRRD9TOvPZzDpn/7jU7GmPUMDZ2lxcyuVC+HAXSKnXLb1NRoP/MU/FeeGKBXaapf4iZJkA8T/7//e+1T/27+iQAgAIAAAQP5ZAOLJ3W75XiZ7q+V7fYtX0sDpl2h8+JL8fyQ0QMeeeph8jatkKd/K2oUGBJwn/n+DjoqangY50f4PvEvlcr/bLBC5Ha1fPx9WAKBggRgAoOC1fzvd+tIt37ts3asTMgpCfSfoxDO/puDTD9PgmZdkEx9LXfky1K1PdTKuGhyb8PYF/uIbOdL+Dcjf1M9vMxtAIyz4v/9+tR13EgALAADknQTgUrc+i8182Ny/6obXS8LXZxSMj4Ro/OUQXXi5l0rLq6mkokp272OEO/eVyffc1Cda1Y/X74uU7k1Pi8+Q/59of87OrULbLWjwhho/keVsAMZeIQQE/seX0SAIgAAAAHllAUggyAx069OOsxCwUggBJw2EgCimJkbkMnap3/zmFEJChRAQLrz4KNWveY1s7esx/3/w7d8s7s7FeT3wbpXr9TfZJHJj4k8hLCj8O+EqgztxRwGFBLgAgMIWAFRn3fr0TXjIpDmP2ThX41t142aqivj97YIb9yxZf6ds3DN68Qyd7XmQhgeC2Uzr0xQsMh3fn8NTu9VmWh+pk8NEM5OJ8625B3b88weQFghAAACAvLIAaGMArHbrm+1uRzr/t2JpXGrwZVW0/PpNtLRlQywAMOnNKDR8Jv5lbW+kBULjV4pKqbismqobmmhmeooGX36Czj/zII0MHNdo5Un8/+bd+myMmx8XsXTl6rwKYt5mt+ofL+PBQNznRvOJTOMCOn/wQRl4CAAFAbgAgAJH9rv16cer6pbKhYP/uGvf1MQoXRkPuwAq5i+ScyrmLaTyyHutFs/rmb/0ehq7eEYKAVfEdy4ef4KGzjxHFb7lVLlgNZVU+lJsT3g/pyfFbw730dTIBSqrW0Ml1Y3p+P+7/vJbRTnxiX/nPdL879Nq+FbM/UpZjbQCTPb1Uvni1pTzDdbfJJZOsWzBfQVAAAAAr1sAdCRuSHCOiN++oMDteGsWVtsWIIrKqsm3+hYafOk3sf1iMh+58IJclOIy2QSopKKOlJIyXaAjCdK/IOYP04z4DqO4so4ql9Slu58HcnhatyYQv+4fs6DA4ppGmuo/QmULW8LHKsV8g/W3/2C7uu2/71e6cHcBEAAAwMsCgJ74NUQ2+95htT63xi1o36zt+5puoVDwd4n7OD1Jk5cvyCUVioWQULN6M0sVCccmUVhSdCmTsfnBrfcXBXJo1Gl3WvWviK0A4nhNDQghIGIFcBBEuPeHO9Set+1TenCHAfkMxAAAhS4BBM38/NpufdzVzxvd+sh0nM39dWtukxq/E7DZv2bNZvn9+Hx+Y/+/auL/F/O7c3U6uU2vEm38Yy+fX74pqqqXbycvHInFBRjNV3TrjwoKkfnsfuj84U7EAwAQAADAw/yvBMm0HW+Y5EaHL9HR3/+KrkxNJTTniY/uT7PZjgvjZb5l1HDdm6mifrX1m7ysWhJ/1fLXhjV/O+1+yTAbIJfm/3aLAXuG2QBR4YmtANPDfQlWAsXEqmBgJeA4hE7cYQAEAADwqgBgIa2vIlKr/3jvf9K0FAIS51sTCDIsKETImUls3qpbqf7au6hy4ToqqaxL2G/285c3XCOJf/66diqubrSS1md6vGLboVKw49s5NH0rtCkFMScSuVG8gMBU6KTTbIDoS/u/fEjdgbsMyFcgBgCYE0JAxBpg6oeft2CpLNkbfObXtPza18pKfV7v1sf+7OqlN2Wo6p9Z3AJ15/h0+tNp8qMVGGbGLlovFpSkSqAQAnr+/P+gYRAACwAAeIz8lRRab/h97eJVcj438jn+9MM0Nhyy4bd3a5wsjitZGKeE8QhyZv7/3l+rTYKYfeTMb5+AK5fPJ5C/3eJCkd84+KMPIx4AgAAAAN4SAIh6VJNqfdrxqvkNsap9XL735B9+TZf6TnjK/59UULBfxS/1uJb4w0Qaurczp5HvfqvErCTR4s3GrAQRJgkKPIi7DYAAAAAewob75oeIyEL3PYUaVrbEvsfNeM4f/T1dOP6MFAicdOuLKz9sY1x1Mm5Ji1csjcf2J5EEc23+b9UII4789hz8p8X05b50sgG08/0//oi6G3ccAAEAALxkBbCY1sfleuuWXhX33dDZo3Sq55c0PHjWdlofmRBzqnFyOJ5OWV/9+k007EdyeiI58t6aRm5K5DNjg+ZWgVTETyljA3b9+KOySiEAQAAAAE8IAKSErEbr16+4jsqr4925XLL3/B8fo7PPBWhk8EyW/Py58f+n0LADueV/arNDzEbugRluCGSycqIUQYTWhAWkBgIQAADAQxaAHqtpfUpxKS27blOCEMDgOv59LzxGpw7/nAaDvfL/dPz5o68cl66GDHbrc+LnN9Owgx33K8FcncPvv08G2fkMid+G335mYsSQ/G2a+5PNb/vJ38AVAOQHkAYIzAUBgOyU41VKSmnJtX46+3yAJkcS+91wQ56h8y/KhSHr8JdXi9e6hDr8jIlIid5p8b2F1785Znbn0r2XTx+m2tW3UWnNIpfS92yn9cWRIBlowBGiy6n2Hym8E6+R29XgSRP5ryX4JPOtrl/3nV0/+Zja/ZYvoFQwAAEAAHIrAJASiidISpmfXxQRAvqPPUmjg2eSrn9qNCQX7thnhrJ5i2hBy5/GBfJVL15P44PHKfTSw7KgT2Xj+tkyva4Rv/m4ReKPojfHp9HniPg1YzMTieb/IiG4pUv+JvP3iuV23H2AlwEXADAXLAC9Tqr1sTtg0dqNtOjqjVLDd4Ji7uS35jaqu+qOWAOe2PrFZxX1a+S8sf4XKPTiL2ji0un0/f+Unrnf0LSea/+/Qm0O8vPjxq5oS//GBICaeGtA+tkA0Rf/v/6t6sfdB8ACAAA5tQCQYXe7WW04+XiFbxktFcvwQFBq+ck0fUkqQosvF/MrFqymsprG2awA0mQIRIiZtX5J+tOTsl3vcPDXVFLdSBVinMv3km6+dn+stu+Ne++wje62b3rInO1MI6fp0fgMgGhfAJc0fqP5HBC4GncgAAEAAHImASgBwX+7EsnSXvneakHoVQvCz3OODZgRpD1xuT9GJiWVPqnx82KYdkeJ5niltJqqlr6KRk79dlZTHemj4Zf7ZBOfsgUtVOpbI60HydbjsrlfPz/ggbO4Kl1ivjIUbwEorq7PJPkzmn76d6r/ns+jTDAAAQAAcmYBcLtuf0mVT46XCg1fP1+1Wee/zNdM05OjNN73TNx2s0Vg/Nzv5VJUUUfFVY3iVZBWadhsrZTXScFgZrQvvN7pKZqZGCR1aphmxi9SUc0KKl7Qmg7xR/8PekDrb7K7D3pi1lsAirVuHXeJPy4g0CMCVEHi4X1qu3jpuWOHEsTRgAAAAIkCQCQN0NxsnskGP0nGNWb98kXrBZmXCrJ/ynAfmNB5sYqi+c1U3NBK6ZJmBLkOAEybmPXaf9QCkEHij37u/+nH1aZ7PgeCyhC2C/JHsKVDIAgQKHhs/sfqUPIywFZJW3F3XFeVj839lSs3xXzTzu7oMipedDOVLNnoSOs3qaufe/9/mvn5+vQ/qf2wC4BsNBFyLixsx12YMe2/CUcCAgAAJLcCRJsCUTrd/TJfla9k3gqqWttOJb5m+zdzbTOVNb2JSuparEf3W8sG8EwAoBkxp8oGMLIAlM5vtE7k6RULascd6DL571ebxHHt9NK1mY+ACwCYGwKASqFMmPWnJ0fkQJEM/EtmObARsFdUTuVLNlDZolfT1KVjNH35lPTzG2n7RRwXULNS+vvjLAf2/fymJPiX/6SEvGAAoDQ08is6/3+JxvxvQYO3q/Hr5zcd/ITatuWzKAzkEvnL7otKuDZEL44IBAAASCEAKNzIxm8UEEhkHChoOK5Lx+P3g8//G1UtXk8VDevChXwiH5qn75mN6+ITOLNAaPPFddfGxlkQ4MwBKqmxRuQ2yd9gfsAbqr9zYub6/+qV+C6AxdV1jok/4fhZ2yY/EbRVN8hfHNpD4m2bF/pT5DvgAgDmhgBAYQuAkRavkrHf3nBc57cvKquh8vo1NHr+D7KQz9TwBQtd+Zx361MqGy2Rfxrmft1KKOSZk2jXFB+ZMz2SGDwpLQAOtX7F2TbdjbswPfxqv8rNoA5ryJ/e8EGkWEIAAICUFgBNDIAr3fpm/fbVS18lNX9O2xs69kuxPCwEgb5cdOtzk/ijL94wsVqp+mdCzPr0P0ZpbaObVf+szPfjLkyL/HcTk79CTZrjDPKHAAAAliwAQWfte1MLCuyLr15xa+y3woV8fimXqaHT6Xfrm56k6YtHaOrEg1zP1hGRkxFJGRBpKqLNIf+HyCExXxkZNLUAWCHysbNHEtZPJvPJZHsYD3wSpYEdEP82sRwXx3CXwXl/AEcoPSAGAJgTeOPeyuCDO8aj1oCIUOBes51Sjt5f/loaPf14nCDAS1FpDZXMX07FYg4X89GuR1+mODo+Mz4YLvAzwgGA4RS24trmWBGgdIL8bM73hpalSEtEe1KN30Rw0bcALq1dnPI72t+YfOUUldbUU6mv0dL8JNvUBq01NTjCXwmf6+1S4zc/xt04WhAAAMCaFUCVD1+/W9H6+nEu2VshtHV9MZ+ZqWFBIn8k4oUNBhV1pMgI/sUU43+iWKR/lPC1YPIvWbwxm8RvTGq5twTYzgbQWwBKOABQsU7kU8ODNHrmefL5bKQNGm9Pq5eO5S8+L6Pp29K5Zu78aPo++If3qU2R7djE96dCkdbPStLrNHj7+1FcCQIAAFgVADgKW1X86acBJinrW98i0/gmzv9emu6NEK3oN22U2md0kza0yqp+rhK59Uh6TzxkxfYw0exyuA/xx7Om3vAYmh0jziCYGDglz6dSUuZc2MpS0ZqffzbiapiNO2iNpMwlxiKkIzCKNw/9L1U/N2BwbnrEm0uRb23SzI0JIJbP4+z7A3iiQQAAABsWAOVEAsHbStMzG49P3yvxrZH5+RNnH6PpkT7H26uU11NJ481yXdnS+vXz3/5Vz2hZISfEPzMxnGhN4RbAirXjMTM++/1xIQRULm5OV6ByBT+7T5J8U2Thms+cHufPxDWQcn78XL+BdcWfTMiySfzRt114okEAAAAbAsBsHrab/n+jcfbVV6y8U2r5k/29xoV8khB/cX2LNPvnivjJWIPNGd76v5WeH31YtW3pmNb5/xlRX74VItd+fyp0nqqWNGed+B/8jOqPkHtrJI6gKZvXgOX5SY6FHYEp6dzw+x7/+2D+hwAAADbQ/qXywMEPTGTE/2/a7reykcqFIDAzNRKp6Hee1ImLsmOflvC5uA/HBLC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I draw a black and white illustration of a heart-shaped lollipop adorned with a bow. The heart shape is depicted with curves, shapes, and detail, creating a visually appealing and detailed representation of a heart. The lollipop's bow is a prominent element, adding a touch of elegance and a sense of connection to the heart. | {
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} | Generate code for a svg of a black and white image featuring a magnifying glass icon, possibly symbolizing a search function, with the silhouette of a person within the magnifying glass, likely representing a job search. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 16.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<!DOCTYPE svg PUBLIC "-//W3C//DTD SVG 1.1//EN" "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd">
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",
"path": "emoji_u1f9d1_1f3ff_200d_2764_200d_1f48b_200d_1f9d1_1f3fc.png"
} | Generate code for a svg of a kiss: person, person, dark skin tone, medium-light skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g>
<g id="head_351_">
<path d="M102.27,34.74c-27.05,0-31.37,19.51-31.37,47.59c0,23.97,10.35,39.27,28.5,41.22 c9.35,1,17.91-0.79,24.6-5.64V40.6C118.69,36.83,111.62,34.74,102.27,34.74z" style="fill:#E0BB95;"/>
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",
"path": "41000efa6d951a36530802db7d92784abede85b7d841d52fba0cd9f2076e0ee6.png"
} | Generate code for a svg of a a black and white picture of a chinese character with a large, rectangular sign | <svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" version="1.1" viewBox="-10 0 1010 1000">
<path fill="currentColor"
d="M368 164l44 19c-54 174 -184 285 -326 341c-9 -17 -28 -43 -42 -55c112 -39 221 -123 277 -238h-237v-64h270zM465 607h-230v93h230v-93zM764 700v-93h-229v93h229zM535 852h229v-97h-229v97zM235 755v97h230v-97h-230zM163 956v-406h675v402h-74v-43h-529v47h-72z
M831 109l60 45c-64 54 -146 113 -214 154c72 71 165 122 277 150c-15 15 -36 43 -45 63c-163 -49 -285 -148 -365 -289v201c0 39 -8 56 -37 68c-26 11 -70 12 -137 12c-4 -20 -15 -47 -24 -66c50 2 95 2 107 1c14 -1 18 -4 18 -16v-388h73v61c23 59 54 112 92 159
c66 -43 147 -107 195 -155z" />
</svg> | |
{
"bytes": "iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAABmJLR0QA/wD/AP+gvaeTAAAA8ElEQVRYhe2VwQ7BQBCGP4494iAccRM38QrEc3EU6RsQnoZn0GiFI8GFSx12Dou2W6F12S+ZbPNnp/O3mZ0Fi8XyZwrac/iP2sWciyYSauFn8P7gpUasAR/oZ2Bg8GIi1kAa6sASOEksgFrK3K8NVACP598ZAhugnIeBqexbAQ2JtWiTXxsYA1dgpGlb2dfVtJ5oniH3YwMX0c6adhfN0TRHtJsh962OaQ64qK9wNe0ga1vTOrLuDbmJfNoDa6AJtMiwB6Ioozo+6hSU8jAA6szPUTPgCMyAaspco4EANbV+zRDYpTGQ611gr2OLxWJ5AJIBcsFvdAGYAAAAAElFTkSuQmCC",
"path": null
} | Generate code for a svg of a black and white icon depicting a dollar bill with a star on it. | <svg width="32px" height="32px" viewBox="0 0 32 32" xmlns="http://www.w3.org/2000/svg"><path d="M 2 7 L 2 24 L 30 24 L 30 7 L 2 7 z M 6 9 L 26 9 C 26 10.105 26.895 11 28 11 L 28 20 C 26.895 20 26 20.895 26 22 L 6 22 C 6 20.895 5.105 20 4 20 L 4 11 C 5.105 11 6 10.105 6 9 z M 16 11 C 13.789 11 12 13.016 12 15.5 C 12 17.984 13.789 20 16 20 C 18.211 20 20 17.984 20 15.5 C 20 13.016 18.211 11 16 11 z M 16 13 C 17.102 13 18 14.121 18 15.5 C 18 16.879 17.102 18 16 18 C 14.898 18 14 16.879 14 15.5 C 14 14.121 14.898 13 16 13 z M 8.5 14 C 7.672 14 7 14.672 7 15.5 C 7 16.328 7.672 17 8.5 17 C 9.328 17 10 16.328 10 15.5 C 10 14.672 9.328 14 8.5 14 z M 23.5 14 C 22.672 14 22 14.672 22 15.5 C 22 16.328 22.672 17 23.5 17 C 24.328 17 25 16.328 25 15.5 C 25 14.672 24.328 14 23.5 14 z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a fresh bunch of bananas hanging from a tree. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fcfcfa" d="M0 0h96v96H0z"/><path fill="#87ab72" d="M63 17q-6-1-5 5h-2l-1-1-2-4v-1q0-3 3-5l13-5-2 6z"/><path fill="#475244" d="m53 16-2 1v-6z"/><path fill="#f9ed85" d="m63 17 1 2-1 1 2 4-6 1-1-3q-1-6 5-5"/><path fill="#949234" d="M65 19h15l-10 1-2 2z"/><path fill="#86a767" d="m43 21-1 2h-4l-4 7q-3-1-2-3l2-2q-6-1-10 1-9 0-12-8l8-4h16z"/><path fill="#9b9051" d="m53 17 2 4q-3-1-3 1h-1v-4z"/><path fill="#8bad69" d="m75 41-1-3q-10-3 0-5v-3l2-2-8-6 2-2 10-1H64l-1-2q12-7 24 2l-6 2 4 6 1 7-10-4 1 7z"/><path fill="#5b7c51" d="m49 26-3-1q0-7-2-1l-2 1v-2l1-2 2-9z"/><path fill="#fae763" d="m64 19 3 3 8 6-2 2v3l-9-9-2-4z"/><path fill="#fbe979" d="M42 23v2L26 55q-3-3-2-7 2-6 6-11l4-7 4-7z"/><path fill="#f4e77f" d="M32 27 19 42l5-16q4-2 10-1z"/><path fill="#f5d955" d="M56 22h2l1 3 6-1 9 9q-10 2 0 5l1 3q-2-1-2 1-6 2-10-1-2 3-1 7h-1q-1-6 2-9l-7-14q-3-3 0-3"/><path fill="#fce775" d="M49 26q-3 9-3 20-2 8-8 13h-6q-1-3-3-2l-4-2 5-1q9-14 11-29l2-1q2-6 2 1z"/><path fill="#eecd4e" d="M32 27q-1 2 2 3l-4 7-7 4-3-1 5-3z"/><path fill="#fcea7a" d="M55 21q-3 0 0 3 6 15-1 32l-6 3q0-7 3-12V22q0-2 3-1"/><path fill="#edc649" d="M42 25q-2 15-11 29l-5 1z"/><path fill="#eec94c" d="M51 22v26q-3 5-3 12l6-3q7-17 1-32l7 14q-3 3-2 9l-3 8-11 11q-4 1-7-1l-6 1q-1-3 1-4-3-2-4-1v-3h8q6-5 8-13 0-11 3-20-1-3 1-4"/><path fill="#80a265" d="M73 42q-2 1 0 4 2 7-3 13l-8-11q-1-4 1-7 4 3 10 1"/><path fill="#8b8f4a" d="M30 57q2-1 3 2h-2z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a soft pink clouds painted across a lavender sky. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#d1a6c6" d="M0 0h15l-2 2 1 1 9-1q3 0 2 3l1 1q3-4 7-2l4-2q2 3 6 2l8 3 2-1-1 9 4-4q4 3 10 3l-2 3 3 3q3-5 7-5l3 5 2-2-5-5 1-2q-3-2-2-5 2 1 3-1l5 3q3-3 5 0l3 5-2 4 7 8v11l2 2v18q-6-3-3-6l-2-4q1 7-7 7l-4-1-5-5q-2-4 1-6l-3-4 1-3 3-1q-3 0-4-3 3-3 1-7-9-7-7 4l1 1 3-5q4 3-1 8 1 7-3 1l-7 4-7-2q-1-4 2-6-4-5-5 1l-1-1-2 6-1-3q5-10-3-3l-1 5q-2-3-5 0l-8-4q-4 1-1-2l-2-3q1 6-5 11l-4-3q-2 0 0 2-4 2-3 5l-5-2-4 4 3 4 1-3 6 2q-1 6 7 8l8 2q0 4 5 4 0 4-4 7l-9 3h-5q-3-4-4 0-3-2-4-1 3 1 2 5-6-1-11 2z"/><path fill="#d5a7c7" d="M15 0h58q-3 2 2 3l-2 2q-6-2 0 1-1 3 2 5l-1 2 5 5-2 2-3-5q-4 0-7 5l-3-3 2-3q-6 0-10-3l-4 4 1-9-2 1-8-3q-4 1-6-2l-4 2q-4-2-7 2l-1-1q1-3-2-3l-9 1-1-1z"/><path fill="#d5a8c6" d="M73 0h23v38l-2-2V25l-7-8 2-4-3-5q-2-3-5 0l-5-3q-1 2-3 1-6-3 0-1l2-2q-5-1-2-3"/><path fill="#d1a7c8" d="m75 47-3-1q-3-3-7-2l-6 5-4-2-5-1-10-9q-7-3-11 2l-8 1-6 4-6-2-1 3-3-4 4-4 5 2q-1-3 3-5-2-2 0-2l4 3q6-5 5-11l2 3q-3 3 1 2l8 4q3-3 5 0l1-5q8-7 3 3l1 3 2-6 1 1q1-6 5-1-3 2-2 6l7 2 7-4q4 6 3-1 5-5 1-8l-3 5-1-1q-2-11 7-4 2 4-1 7 1 3 4 3l-3 1-1 3 3 4q-3 2-1 6"/><path fill="#f6b6ca" d="m55 47-1 5h-9q-1-3-3-2l-7 2-8-2q-3-1-5 2-8-2-7-8l6-4 8-1q4-5 11-2l10 9z"/><path fill="#eeb0ca" d="m72 46-3 4 2 2-1 2-10-4-1 2q-3-4-5 0l1-5 4 2 6-5q4-1 7 2"/><path fill="#f2adc6" d="m71 52 2 4h6l-1 3q-4-1-5 3l-14-2 6-4-2-1-11 3-10-3q-1-3 3-3h9q2-4 5 0l1-2 10 4z"/><path fill="#f4b4c9" d="m72 46 3 1 5 5 4 1 4 2q-3 0-4 2-3-2-5-1h-6l-2-4-2-2z"/><path fill="#f7b0c8" d="M35 52q0 2 4 3-3 0-3 2l-1 1q-5 0-5-4l-8-2q2-3 5-2z"/><path fill="#ebabc7" d="M45 52q-4 0-3 3l-6 2q0-2 3-2-4-1-4-3l7-2q2-1 3 2"/><path fill="#e6a7c4" d="m59 60-7-2 11-3 2 1z"/><path fill="#d1a6c6" d="M88 55q2-1 5 2l-3 1q0 4-3 7 7 3 7 11-3 2-3 6l-4-8q0 8 5 15l-2 2 2 1q-3 1-3 4H0V82h1l23 3-3 6 1 2 5-3 4 3q3-3-1-3v-4q4-4 10-1l6-2-2-1-7-2 4-1q-6-1-1-4l-7-1 8-1-8-1 11-1-5-1 9-2 4 3q2-3 6-3-3 3 3 2l-1-2 9-2-1-1h7l-4 2 4 3q-3 1 0 2l3 1v-4q0 4 5 4-3-2-3-5l2-2 1 1q5-6-1-7l-9 2q1-4 5-3l1-3q2-1 5 1 1-2 4-2"/><path fill="#d4a9c7" d="M96 56v40h-7q0-3 3-4l-2-1 2-2q-5-7-5-15l4 8q0-4 3-6 0-8-7-11 3-3 3-7l3-1q-3-3-5-2l-4-2q8 0 7-7l2 4q-3 3 3 6"/><path fill="#cea4c6" d="m42 55 10 3 21 4 9-2q6 1 1 7l-1-1-2 2-2 1v4l-3-1q-3-1 0-2l-4-3 4-2h-7l-6-1q-4 3-6-1-3-2-5 1-2 0-1 2h-3l-7 2q-4-4-7 0-15 1 0 4l8 1-8 1 7 1q-5 3 1 4l-4 1q2 0 1 2h6l2 1-6 2q-6-3-10 1v4q4 0 1 3l-4-3-5 3-1-2 3-6q2-6-4-6v-3q-7-1-1 2l-4 4-1-1 1-2-4-7q1-4-2-5 1-1 4 1 1-4 4 0h5l9-3q4-3 4-7l1-1z"/><path fill="#dfa3be" d="m51 64 5 1q-3 3-6 1-1-2 1-2"/><path fill="#f2b3c5" d="m40 68-1 2 5 1-11 1q-15-3 0-4 3-4 7 0"/><path fill="#edadbf" d="m68 65 1 1-9 2h-2q-4 0-6 3l-4-3-1-2h3q3 2 6-1l-5-1q2-3 5-1 2 4 6 1z"/><path fill="#e5aec3" d="m47 66 1 2-9 2 1-2z"/><path fill="#dea7bf" d="M58 68h2l1 2q-6 1-3-2"/><path fill="#e7abc7" d="M0 77q12 1 1 5H0z"/><path fill="#f1b7c8" d="m11 72 4 7-1 2-6-7-2 3q-3-2-6-1v-2q5-3 11-2"/><path fill="#efb0c6" d="m14 81 4-4q-6-3 1-2v3q6 0 4 6L1 82q11-4-1-5v-1q3-1 6 1l2-3z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a the deep red of strawberries ready for picking. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#c91b26" d="M0 0h96v96H0z"/><path fill="#824f27" d="M77 68q14 2 0 3z"/><path fill="#735721" d="M29 67v4q-3-1-3 1-7-1-12 2l-1-1 2-3h6q-1-4 3-6l1 1q-3 1-3 4 4 1 7-2"/><path fill="#8e3f25" d="m29 67 2 6h-1q-3-2-4-1 0-2 3-1z"/><path fill="#dc1726" d="m30 73-3 14-3 2-5-4 1-1q-6-2-6-8l1-2q1 2 3 2-4 2-1 3l3-2q-3-1 0-3t9-1"/></svg> | |
{
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",
"path": "emoji_u1f634.png"
} | Generate code for a svg of a sleeping face | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="gold">
<radialGradient id="face_1_" cx="63.6" cy="2880.8999" gradientTransform="matrix(1 0 0 1 0 -2818)" gradientUnits="userSpaceOnUse" r="56.9597">
<stop offset="0.5" style="stop-color:#FDE030"/>
<stop offset="0.92" style="stop-color:#F7C02B"/>
<stop offset="1" style="stop-color:#F4A223"/>
</radialGradient>
<path id="face" d="M63.6,118.8c-27.9,0-58-17.5-58-55.9S35.7,7,63.6,7c15.5,0,29.8,5.1,40.4,14.4 c11.5,10.2,17.6,24.6,17.6,41.5s-6.1,31.2-17.6,41.4C93.4,113.6,79,118.8,63.6,118.8z" style="fill:url(#face_1_);"/>
</g>
<g id="facial_expressions">
<path d="M111.49,29.67c5.33,8.6,8.11,18.84,8.11,30.23c0,16.9-6.1,31.2-17.6,41.4 c-10.6,9.3-25,14.5-40.4,14.5c-18.06,0-37-7.35-48.18-22.94c10.76,17.66,31,25.94,50.18,25.94c15.4,0,29.8-5.2,40.4-14.5 c11.5-10.2,17.6-24.5,17.6-41.4C121.6,50.16,118.13,38.84,111.49,29.67z" style="fill:#EB8F00;"/>
<g id="sleeping-face">
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} | Generate code for a svg of a a gray wolf howling at the moon. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#d6d9dd" d="M0 0h96v96H0z"/><path fill="#f1eee6" d="m53 39-2-1q0-3 3-5l-8-4-6-4q-2-6-5-3l-1 2-1 7-4 5q-9-15 7-23 22-2 19 22z"/><path fill="#70757d" d="M35 22q3 0 1 3l-1 2q-2-1-1-3z"/><path fill="#63666d" d="m46 29 8 4q-3 2-3 5-4-3 0-4-3-2-5-1z"/><path fill="#b3bac1" d="M35 22q3-3 5 3l6 4v4q2-1 5 1-4 1 0 4l-1 10-1 1q-4-5-3 1l-4 5v5l-7-5-5-11-1-8 4-5 1-7q-1 2 1 3l1-2q2-3-1-3"/><path fill="#555a67" d="M43 37v5q-4 3-6 7-2-3-1-5l3-1z"/><path fill="#5f6570" d="m51 38 2 1 3 6-2-1-4 4z"/><path fill="#727880" d="m30 44 5 11 7 5v12h-1l-1-11q-9-7-10-17"/><path fill="#a0a8b0" d="m56 45 9 7 4 6-1 7q-3 1-2 4l2 8 10-1q2-1 1 1l-12 2q-6-3-11-2 3-5 0-8-1-6 3-10l-10 2v6l-2-1-3 10-6 1 3-5h1V55l4-5q-1-6 3-1l1-1 4-4z"/><path fill="#5d646f" d="m69 58 1 7 8 11-10 1-2-8q-1-3 2-4z"/><path fill="#6d7781" d="m56 77-3-2 3-1-7-7v-6l10-2q-4 4-3 10 3 3 0 8"/><path fill="#9098a2" d="M69 72h4q1 3-2 4z"/><path fill="#545c67" d="m53 75 3 2q5-1 11 2-15 3-30 2 6 0 12-6z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a bright green octagon surrounded by glowing purple squares. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#56009f" d="M0 0h81l12 1v9q-3 0-5 3l-4-4q-4 1 0 5l-4 1q-2 5-1 11H68l-1-10-2 2-5-1q-2-3-1-5l-7-1-1 3 4 7q-3 2-2 5l8 1-11 1h-5q-12-1 0-2l-2-10-4-2v-2l-8-2q-3 1-3 4-1-3-1 0l1 12h-6q2-2 5-1v-6q-7-1-12 2l-1-3-4 5q-4-3-8-2-1 2 1 5L1 47l-1-5z"/><path fill="#560099" d="M81 0h15v16l-3 17 2 48-3 3v6q-2-3-5-3l-26 3q-7-3-13 0l-10-4v1q-3-5 3-4v-3l7 1 1-2 6 4q5 0 9 4 1-3-1-4h3l5 5q2 0 1-2l5-7h-8l-2-11h3l-1-4q3-2 0-5V40q-5-13-17-11l-2-1 11-1-8-1q-1-3 2-5l-4-7 1-3 7 1q-1 2 1 5l5 1 2-2 1 10h11q-1-6 1-11l4-1q-4-4 0-5l4 4q2-3 5-3V1z"/><path fill="#530099" d="m10 23-2 1q3 4 6 1l4 2-7 3q-4 3 0 6l-1 3q0 2 3 2-3 2-3 6 3 3 9 4-9 2-3 9l10 3-9 3v7q9 6-1 5v5l-1 1-8-3-6 5-1 5V42l1 5 2-21q-2-3-1-5 4-1 8 2"/><path fill="#62c307" d="M45 28h5l2 1 9 1-4 2 2 1-22 2q-3 3-3 8l-5 1v11l-2-14v-4l8-8z"/><path fill="#5c009e" d="m45 28-10 1-8 8v17l-5-3v9h-6q-6-7 3-9-6-1-9-4 0-4 3-6-3 0-3-2l1-3q-4-3 0-6l7-3-4-2q-3 3-6-1l2-1 4-5 1 3q5-3 12-2v6q-3-1-5 1h6l-1-12q0-3 1 0 0-3 3-4l8 2v2l4 2 2 10q-12 1 0 2"/><path fill="#55a80c" d="M52 29q12-2 17 11l-2 14-1-2-5 3-2-7-4 2h-7l-11 3-2-2-6 4V44l5-1q0-5 3-8l22-2-2-1 4-2z"/><path fill="#509a12" d="M69 40v16l-8 9-14 2-12-2-8-7V41l2 14 6-4 2 2 11-3h7l4-2 2 7 5-3 1 2z"/><path fill="#5a0099" d="M27 54v4l8 7 12 2 14-2 8-9v3q3 3 0 5l1 4h-3l2 11h8l-5 7q1 2-1 2l-5-5h-3q2 1 1 4-4-4-9-4l-6-4-1 2-7-1v3q-6-1-3 4l-5 4q-3-2-3-5l-1 1q-2-5-4-2 4 4-2 2-2 0-5 3l-2-7v-5q10 1 1-5v-7l9-3-10-3h6v-9z"/><path fill="#560093" d="M96 16v80H0v-5l1-5 6-5 8 3 1-1 2 7 7-5q2-3 4 2l1-1q0 3 3 5l5-4v-1l10 4q6-3 13 0h9l17-3q3 0 5 3v-6l3-3z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a love letter left in a book. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fdfdfd" d="M0 0h96v96H0z"/><path fill="#f5e0d4" d="M27 33h6q1 6-6 6z"/><path fill="#f3ddcd" d="M57 35q1-1 4 1-2 6-1 13h-3z"/><path fill="#f4e5d6" d="M64 45q6-1 4 5-5 3-5-3z"/><path fill="#8e6c74" d="m41 58-1 1q-10-4-21-3 7-3 16-2z"/><path fill="#906c74" d="m69 54-16 3q-4 1-5 5l-1-1q2-6 8-7z"/><path fill="#e9d9c8" d="M19 56q11-1 21 3 4 1 1 4-1-3-3-2-7-2-13 1l-7-1z"/><path fill="#cbb0ab" d="M74 55q2-1 3 1-2 3-1 7h-6v-1h5l-2-4q3-1 1-3"/><path fill="#e5d3c2" d="m69 54 5 1q2 2-1 3l2 4h-5q-10-2-19-1l-1 2-2-1q1-4 5-5z"/><path fill="#a98990" d="m38 61-13 1q6-3 13-1"/><path fill="#967781" d="m19 56-1 5 7 1 13-1q2-1 3 2l1 2-27-2z"/><path fill="#8f666b" d="M70 62q-10-1-19 1l-1 1v-2l1-2q9-1 19 1"/><path fill="#a78387" d="m77 56 1 8H51q9-2 19-1h6q-1-4 1-7"/><path fill="#624c71" d="m40 59 1-1 4 4 2-1 1 1 2 1v2h-8l-1-2q3-3-1-4"/></svg> | |
{
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"path": "29fb6df8681004b289fd40203e814870c63bd119cd77b6ed45db4294408e32ed.png"
} | Generate code for a svg of a a close up of a stopwatch with a half circle on the front | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 80 80">
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} | Generate code for a svg of a father and son enjoying a peaceful moment on the porch. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#dae0dc" d="M0 0h96v96h-3V51h-4v45h-5l2-7-1-5-2 1-2-7v18h-1v-2l-4-4q-2 0-2 2-2-3 1-4l3-1 2-5 1-14q2-4 5-6v-7q-6 4-9 10l-6 2h-3q2-6-3-6 0 8-5 2l-1 2h-8l-8-13 2-2 1-4 2-3v-3l-5-3q-10-1-6 8l-1 4q-4 0-6 2H3v8q-1-3-2-1H0z"/><path fill="#332a45" d="M48 40q-3 1-6-1-2 2-1 6l5 1-1 4-4-1-2-6-2 2q-4-9 6-8z"/><path fill="#c59f87" d="M48 40v3l-2 3-5-1q-1-4 1-6 3 2 6 1"/><path fill="#e3a382" d="M41 49q2 2-1 3l-4-3 1-4 2-2z"/><path fill="#83a0a6" d="m36 49 4 3q3-1 1-3l4 1-2 2 8 13q-12 3 1 5v1h-2v2l-16-9-8 5 1-10q-1-5 3-8 2-2 6-2"/><path fill="#f6f8f6" d="M93 96h-4V51h4z"/><path fill="#251f3b" d="M67 54q-5-3-8 0 0-10 8-3z"/><path fill="#ccd7d5" d="M30 51q-4 3-3 8-3 2-5 6-3-1-3 3l-1 3q-2-3-2 0l-4 2-3-1 1-1 2-1q5-9-3-2v-4q-2 1-3-1v6H3v-7l-2-4q1-2 2 1v-8z"/><path fill="#596676" d="M11 55h2l-5 8q0-5 3-8"/><path fill="#d59d7d" d="M67 54q0 7-7 4l-1-4q3-3 8 0"/><path fill="#f0f3f1" d="M78 87V72q-2 0-2 3l-1 11v-1q-2-10-5-1l-1-6-1-2 3-9 6-2q3-6 9-10v7q-3 2-5 6z"/><path fill="#99adb0" d="m27 59-1 14h-3l1-3-3-2v-2l-2 2q0-4 3-3 2-4 5-6"/><path fill="#deac92" d="m68 67-3 2-6-4 1-2q5 6 5-2 5 0 3 6"/><path fill="#2e3149" d="m10 71 1-2-2-1q8-7 3 2z"/><path fill="#46687c" d="m52 71 1 2 6 1q-4 0-5 3-4 1-5-2l-12-1-2-1h-9v-4l8-5 16 9v-2z"/><path fill="#eca887" d="m51 65 3 3-2 2q-13-2-1-5"/><path fill="#4c7890" d="M68 67h3l-3 9q-3 0-3-2l-2-4 2-1z"/><path fill="#4a5368" d="m0 58 2 4v7l2 1-1 2-3-6z"/><path fill="#656f77" d="m23 73-3-2h-4q0-3 2 0l1-3 2-2v2l3 2z"/><path fill="#6a737c" d="m9 68 2 1-1 2-1 1H4l1-2-2-1h3v-6q1 2 3 1z"/><path fill="#313a5f" d="M51 65h8l6 4-2 1h-2q1 3-2 4l-6-1-1-2v-1l2-2z"/><path fill="#738385" d="m0 66 3 6-3 2z"/><path fill="#181c33" d="M16 71h4l3 2h12l2 1 12 1q1 3 5 2l1 2 14 11 6-5v3q-3 1-1 4 2 0 2 3 1-2 4-1v2H0V74l3-2h6l3 1z"/><path fill="#e38f6d" d="m63 70 2 4q-4 0-6 4l-4 1-1-2q1-3 5-3 3-1 2-4z"/><path fill="#1a1b3b" d="M65 74q0 2 3 2l1 2-1 6v-4l-9-2q2-4 6-4"/><path fill="#587486" d="m59 78 9 2v4l1-6 1 6q-4 1-7-2-3 0 0 3l-8-6z"/><path fill="#a0b7bf" d="m78 87-3 1v-2l1-11q0-3 2-3z"/><path fill="#c3c7c4" d="m75 85-6 5-6-5q-3-3 0-3 3 3 7 2 3-9 5 1"/><path fill="#9cb1b4" d="M86 89h-3l-2 5V78l2 7 2-1z"/><path fill="#3e434b" d="M80 94q-3-1-4 1 0-3-2-3 0-2 2-2z"/><path fill="#3e4756" d="m86 89-2 7h-3v-2l2-5z"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a soft whisper of love in the middle of the night. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fbf9f9" d="M0 0h96v45l-5-1-1-1V33q-8-2-14-1-1 6 1 12h12v3H74l-1-14q-2 6-1 15 11 11 6 29-3 0 0 3-2 0-2 3l4 13H0z"/><path fill="#ea485a" d="M34 31q8-2 7 7l-3 4-6-5q-1-4 2-6"/><path fill="#9a9ea9" d="M90 33H77v11q-2-6-1-12 6-1 14 1"/><path fill="#ae9eab" d="M54 42v-2q2-2 5-1 0 6-5 3"/><path fill="#c5c7cd" d="m74 47-2 1q-1-9 1-15z"/><path fill="#4b5266" d="M90 33v10l-1 1H77V33z"/><path fill="#544b62" d="M54 40v2q-3 5-3 11h-3l-1-5q1-6 4-9 2-2 3 1"/><path fill="#ececec" d="M74 47h14l-5 1q3 9 13 11v37H80l-4-13q0-3 2-3-3-3 0-3 5-18-6-29z"/><path fill="#a4a1a6" d="M90 43q3 4 3 10l-1 1-4-8v-3z"/><path fill="#d5d4d6" d="m91 44 5 1v14q-10-2-13-11l5-1h1l4 8 1-1q0-6-3-10"/></svg> | |
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ZtTmHUQd9KCCt+sWxrLOwfYb/GOSBVSPBeAU62L033IkCAPZlHKd+3b6+RbDi/nYpdMidxzH/oPMMip3RK4xXoBjA1kQugmMoJTLJJ3c3UXkWtFUm+SxpM1wBEQCwMGyWg5ktZZ7oIcYrUABAN4fOyNptfFHtB4mrqdlbkuKyVQ++eVCRBl8KtvV7N3gKBT7oM0YtUADAioj5yIi1AkHx3BvLS7Xcj7bIWj+/9/WV17fgS1wWZ1v0cnkJv40HYxcoj2O+q+8aZF3NAkHxjOufam/hiS+qnXdzlby6jCsi5hvn5jsBYxcoAKCrffCGHp8gL1WLaubeWH4k8w94+qIhSeWpk+IWpVZlIK9O8Bn2dtDEjn2jgUK3Y8dqsy/j+P6M4/KuhjsEb4j6JMw+UPMX8UV1u9IPX8i/Lq9kaG+X7j8M2qJesWT6wQj0/9mZ9tORl6flXWVh2AjPgQtC3wq29VPv+XxR3fFX50+8uiCUn+YkyqnLj4O+tjDKwCUkjED/xYHnJ/Y9O664HHJP5/BJvsNj3fuSPKrWKpM8qHhyqSAhruhOi6xVQcv+rj329N9gzjFTzWlawwiUyMWChA0Pdys99cvG2BGOnbs7hoXaBfhYuTubO9iZ2ratqgpahZXN/KLGsld1+en8zJTK9MbWJqXvnREwZl3kR8y0nQAjUASZtTmz4peKpGLK3uhq4XRzPCJMhIGZxSPobBdA8XeWhTG/CDTMz4VBr2EEyqDXMAIlS7Rzt/dCprpaOKn9BDbG6ucatbPP6oFuvTrQMXrDzBnJ4mLhtDJi/oqID5/XZN8tf/So8tlT/ksyGZQ6WTj3dO7axyVyoFsve1MbAMDVotva95cmMAJVDQxgXeyDutgHgVCAA7xUWFkgKC4TVlaLa4WtzU2SZhbGMmObWpvwnM0dPHid/K29jDncWHMYgaoPBjB3nos7z0XXjtAZZgzKoNcwAiVS1VxzOPOUELH3o8UdjRpR3S+vzteJG7T3CgOF+cT/gxSX3i59eCbvyq3SFOTBzgJBsRSXwtWFVUUik8CnO0RS8bbHB3elHY716DvFb2Qfl0ha5vNWA2arExQKSi4V3jiXFwfnDSXwTvDkL7ov1PB1m1L3/pZ9SXEbF3PHcT6xMwLGePBcNXydoWO8AhVLW26WPvgj5+8HFU8Uhy+9yZZeyzQ5pX4h//rq5B0kG7MwLNq5+wTf2BGeA+GUkUaCMQo0p77wz4L4M3lX1BjzmbJNfhmyK9whWI33plW/eOfGCsURd0isTCxHeQ6cGTDWCA+BGJFABa3CK69vncq5DJe4VAknc/vTw/e5mDuqdFdVc820a0sqmqs1eXWYfeB4n6ETfIbCyc/oCv0FKsPx5MonZ/Pi4ouTVCqF2MU+iMcxT65Mhy91dwz9ecgO8qcyxNKWuTc+f8pHZM/r5xpVI67PVOVvxpxjNsJzwFS/UZFOYbTP2URngVY28y8WxJ/OvfK6sZT8XW3f0xkBY0PtAkRS8ZyEZc9rsuFmE32HbYteQfKZ61J2nc2Lg+2hdgG/Dt1txjZtG3WczbtaK64n76qPlccY78FT/EZ0snAmf5dhQUOBSnFZSmXaHzl/Xy9OIp8JjIVhEQ6hE3yHjfeJfXNGUiqsmHZtSQ1KN+ujlswKHK/0yT9nnf3myQ+w3dHM/vTwfa4W/z9UaJG13ii5r+q8jY2xejlHTA8YPdS9L/0C8mkl0HxB8bm8uPP5cQpqWsK0relM9x8tr+ZQalXGezdXtkIFatkY+8jg7dEK69c8qHjyQeIa+O+Ew+L8PPjbKCgZeRvlTVWXC2/8nnNZpQw8jmb2o7wGTvMfHWjjQ/4uPYcOAm2SNF95fetM3tU0tZIsnBq2B5lF7E1OvLrw9eMDsN3e1Ob08H1ucrbjixrLpl//GLlWsKXX51P8Rih+aWpVxpyEZYrbwGAAi3LqMtV/JD0WpwxboM9rsv/I/euvwpsKDvIqJcYt+uDAzUqbbXj4/encv2F7iK3fyaHfw0dEmiTNb8V/BpdDAADMCZq4NnKx0je+n/jFvfLHSpvJw5JrMdorZrzPUHn9tEFgkALli+ouFsSfzYvLbSgkfxePYz7Uo//lwgQ4Tcgfw/d2tVeytNkia52bsDydnwlfGu0Vs7Pv6jcn1DjAP727GVk5pJdztyMx25QOFp9Uv5gV/xnByMbYo70GxZfca5aIFN/+JsG2flP8Ro73iTXExSlDEmjbgtEfOX8nlNyDR4QKCLMPnO4/Zqz3YAuO+aoH314siCc0INmJVotqpl1bUt6EWMtc1m3eh51ntv/v/ozj+1B5Stx4LqeH72sLW1bMB4mrk8pTCcbJviO+jv5cKGmOL777Z37C/QoV+lcTFneIe5/xPkMHuvViG84ZPcMQaHlT9eXCBFUnDdYmliM9B84KHP9mLpDXjaWj/3ofnrWQ6UQBAC9qc2ajTiSzMGz/gE0xbtEAgISSe5/c3SiDfrBmbNMTsd+RyZ+Tzs+cef1TgpGNsS6PPuxj5dFuyWsoOp9/Tb1JoaFs9Ou1QGU4fr347u85l1Mq0+DftzzYGKt/p55T/UbGuEUjv6SadKIAgPP519Yk74TtViaWp4btkeHSGdc+gcfEGMB29V0zymsQmVd8mLgGLjY3yXf41ujlcOO2xamzuVfvVaSS/ymxMKyvS9TMwLGD3froc+SU/go0vjjp+6dHcxtek7/F07LTZL8Rk3yHK96HLBAUj/37A8JIFAPYH8P3drEnVe1l2+ODv7w6D9v9rD2luKxQUAJfmh86c2n4PDIPT6t+8RZq9Pn3mCNelm4KbixrqjyXF3c+/5pK35kgW99l4fMGuUWTv4VK9FGgrxtLNz7aQ34Ca8o2GebRf4rfyGiXbiS3/jTsRKW49IPE1ci0yEgGuUUfGLCJZEeF7D7Jb1zJcPxBxZMzeVcSiu+RD0wZ5Ba9IWqJvPUyHaJ3Aj2Te2Xrk4MkZ6md7QKm+I0Y5x1LMo9XO/I60dPD95HMsVgnbph2bQkysTwBXyuPU8P3kizvLmf0qbz7RHp4qfDG2byrWXV5ZNrzOObreyyZ4DNMpbdoGz0SaIus9cuH3yMrVRKwMrEc6z14qt+oUA3Cz1Y9+OZiQQLBONi994EBm0g+Iasu7634zxT/LVlxeaeG7/V9Y2ajmPm31t4pe0gwqrTvD/OsJutcXtxfhTfJHJKe5j96fdQSrt5smeqLQBtaGhff2SAv43AbGMB6OodP8Rs53LO/5nskmneiAIC4ojtLk7bI2zdnYdiBAZvID++e8l/OuE7M9axe9wkjkorjim6fyb2aWpWheKO/t0vE3v5fWXItNHxjh6AX62F14oZ3bq5QoE4bE6v5oTOvjj16bMgOQjCH2rSFAhGMOMD3P5ebZxnGnG1qIT/NGI/LUyl6A5nieZzPEM3VCQAwY5tO8Bl2PHbXlTH//aDzDCv5g6IHFWnzbq4StDRq/lLN0X0P2iRpfufGioyaV8irJizuuyFTPuw8Uxt/0PmC4nHqdqIiqXhn2uGT2RcV90YYwOYGT1rW7X2lwaPyus+/Rh/2tnJXfK8aCFoaf8j8/Zesc/K2PCIcQ48O/kbnu/k67kGluGzZva3y1NnVPvjcyINLw+dp6XPjK6cTPfD8hOIbX9blTbu25NfsP5UGxeEAP5Z1bvq1j7PrCxS3RHafY72HaEOdAAArE8vl3T44N+KgvHF8WvWLFfe3k19Y1RI6Fuj+jOO3SpORl2YHTvh16G5/ay+tOrAwbDa873ez5IG8YyE4wH/OOjvj2sc59SqEAWTV5U27tuTEqwvyBP2Un3UbmhuxMfaisFnk36IGATbevw37z8yAscir8cVJOi9RrkuBPqp69sOLk7AdA9jq7gvXRX1EwVzS18pjtFcMwYgDHNmfVTbzP0hc/c2TH+StL7IxtrxtbrG05evHBxbeWgeXgwcAIAe+2us+38SExf2yxycrIj5ELiHvz/hFtyXKdSZQkVS8NnkX/AXBAPZlj0/mBk+mzJNFXeaQ6UTji5MmXF2gYPvAg+d6InbXz0N2KDiAcbvs4YSrCxL//dF4VpN1uzSF0JKNsbTdfb7JvJBpa6MQEYBSXLY6eQeV2dAJ6Eygh56fRB4VWhQ2e0bAGCo9kdeJHsj4ZyTaLBGtf7j747sbFRxTnuAz7PzIQxGOoT2cuv458hD8wHb4orrFtzdserS3/beOjHsa6x1LQff5JrMDJywMRfxJFApKjuioRDnQ1Sy+vKlq1F/z4L/LIe599g34ivqTivKm82dH7Jfg0pX3vykQFMu718rEcmOPT+EokIsF8ZtT9ymo7+Fv7bWjzxcSXDr92seES2yM9dfoIxQLFAAgw/HFdzbAswJzjlncmJ+dzO0p9gfoSqCbHu39LYeY/sXRzP7SqB91lU1z5f3tlwpvEIw+Vh7FwnKJ/NjTns7h3/ReKe+bXiwsX3X/GwXV57ksjhvPBQ4uGe8z9JveK0n73pHUiuvHXZkPD5TnBk9erXHaHzXQwSe+Rlx/Pv8abF8TuUiHuV6R0/kCQbECdY7yGvTzYEUjTg+e6y+xu2I9+spr0CqTwOqkePRJwM7UBinE07l/N+hi6V4HAj2fFwd/3CMdw0jGSmoJP2vPUfIHjkjuVzypESOm5G9S1VyTUoFI/aCAMd5DfEjv3WuD0d4x3R1DCcZmiegCqlvRNroQKCocZEnXt6n3hMAiVCeqgDpxw1eP9ihu8+XD3WRCNNrRbffZBgawJV3mwnbkd0/bUC3QnPpC+KRbiK1fH5dIij2B8bP2HOcTq9ItCcX3LkMj13bO5cfBy++KmeQ3QrfdZxt9XSPhw/Uv6/IUTBa1BNVRVch9o8kaJDTsWFZ3X/S8Jhu5LdnNoXOTpBm+tDl1X0LxPeTT4FNvAIAgW18TFhe5uxti578qYoGqPmuJqf6jtj0+SDDeKk3xCab074fqWTwcLo4BLHHCSWdzByrdUICgpfGbtB8u5Me3H6xzMLN7N3jyO8FTsuryZl7/lHw6HRgOi3Nq2J4AG++jL88cf3W+/bAbh8WZ6DtsVcQCPQlyAwCUN1UPuTibsDc7xL3P/gEbqXSDUoHiAI8+N4UQx9XZLuDcCETSDt3CF9WlVb8QtAp9rT262Ae3j02/f3pUk+3pRWGzPun6btt/S3HpM35WgaDEyoTX3TGMzFlkipl0deHLf0fjO5jZ3p1I6aI9pZ/4MmElHGXY06krlT6QxMHMFrk8tLjLnISSeypFirQTZOu7KGxO+/+yMXaEY2gENF/WHyKduhAEyhfVVTXXULliT+kkqbARcdwxxM6fSh80xITFfS9kqnr3zguZqj9HKciAjMSjeJ5EqUCROTmo39DTkFKhkloLHX6jrkCuJ5RrliRaVSj9g0ZmZ3Uy08EOrybkQBN5NsaCD+yWCisIm/tKY5b1DeSnXKUUu5pDqUCRUVs8vZm3kgQegAbb+p2F5nnjr8wnKFK9kasOsUQdlW7SIJGgGlD6iUeeHzCgRFYAgBZZawG0ex6AShgbYONNsCje2ddDuKiqZVKZ+qtsamBI4tAH8huK4HXQIJRA4Z2YVpkEOU00LCgOfjN4gZY1VV4siE8sTVaj/pAaID/T/lBnCVA9KADgVV1Bh7sE0yJrTSxNvlgQr7R2nv5jSKseMCezL257cqjtu+ll6fZTzNYOOUKuAKRAkTnhkUYKhqGFgpIPb60paiwDAHBYnLWRi+WdiTMIDLgHzW0o3Pr4QPuo7nVj6fqU3dp+aXZDAcFiwTF34yFCQj0t3UzZJgRjjiopodVjbcquNnUCACQyyZbUfXkNRdp+qfYwYIHeLUslrOM8rHyq7Tkm3AUG2Hghz6iwMZavtSd0e4GWHGtDKGl+XPWvAH4pLrurYkSVXmHAAoUXrXCAN0u0eP5QJBUX/69zaifA2kde+0Br4jC0UFCq1bGyWNoCH71v1t2ZTM0xYIFST15DEVyAATkZ+t8lH4JFikvzDfmDSz2MQFUA+YFWUDULqV2DW67XLYxAVSAbpS3kKv3/LjEC1RRGoCoAb6ZbcXkuFnJDrT14neACXwa3I69bGIGqAPyJD7DxVpBmgoVhftBEnhGoSjACJUuTpBmOl1Pwff+nATTHLxaWqVQnzshhBEqWnPrX8AqOgil8G4FQAxmO51N+NtJwYQRKlhxoDwnICRN5EzkbnohHMSBhBEoW5OxbaQ+KbIBcDWBAwgiULNlQIJKNiZWjsuMAnXjO8EliZp5EHkagZIE/8QqW6NvBAOYHZTFnPvHkYQRKCkGrsKKJTzCSEShAzZNKhZVwtVkGJIxASZFTX6jGFP5/zXwIFhzgufUqFMk1ZhiBkkLVXXilzZBrAgwwjEBJQf6kBwyzI68JjEBJAS8MOZjZksym5GLuCBdjhtcEtIfSamPyYLEQpzrZqKOe2oMRKCnUm8IraGwQn3gexxzO+9KFdKXdDoERqHLqxA1VzTUEo9Jd+H83Jn7ly5uq9aRaq2LWRC5+M59UrEff/p16UOmAYZ/qpIbcBsSMOwA6zqEAZOOchtdwKnh9Y2CnnmeG7z+dd6Ve3NDHNXK8z1CKiwQxAlXOq/p82Bho60P+CcjuNqe+gBqBaiipIFvftZGIInTUwHzilYOewqtS5RZeq5f3WAYCjECVA2+du5g72phYkX+Cg5kdPOVnQkbIwAhUObmIs/AqDEDbgBdNmZARMjACVQJfVFsDZcRUQ6DwLdWiGopzbRoijECVgPwQq7QI+s8tqPwOyPUBhjdhBKoETXbh/3ULatbPfOWVwghUCXC6L2SIp1LQS6HMPEkZzDqoEmANuVo4qVFuy9bU2tHMvlr0rx0panpQtffi2+CL6uKKbte3CKJdIiIdwzrKK5IwAlUCrCHkoiYZAmy8CQLV/x70eU32+4lf1LcIAADg2bH3QqaujJhPpQPMJ14Rlc18uEi6GgPQNuAjoLXier5ISUFv3bL+4e5/1AkAAODoyzPp/EwqHWAEqgg5Jzl91HuawZ3wFEqaM2tzCMbkinQqfWAEqgjkGFHtHlTejrx6TyOP2nvxyJok1NQCaIcRqCJggSLTLZEEmciJgqTgBg0jUEXAAnXnucIJ60hixeXBVcf1f56kWxiBygUHeB6006P2913e7a+YtXqFMAKVS5mwsrG1iWBUYxde8e2ClsbKZuKJe4Z2GIHKpWOn8ApuZzY8FcAIVC7ZqOkLXLhDJZjIZVVhBCoXZNltH2tECXXyICfyTA+qAEagcoF142npZsY21eSZFhzzTlBZOqYHVQAjUDQyHIcrCGo4hZf3kOz6Ag3jOWgMI1A0yEzyGk7h5T2kSdJc3lSl+ZNpCSNQNOSrGqsKcp5EZSYcw4IRKBr1En6TAVnbE7liwAAYgcoDnsJzWBwfK42m8G3423ixMeKPncm5LA9GoGjgLs3b0v3NLEVqY8Y2dee5EozMRF4ejEARSHFZQQOxlFGQKrluFINIdldfKMOZiTwCRqAISoTlcDF6lXLdKAYey4qk4vImYhk7BsAIFAmyVOH14qQOSZhY3yJIKLkH20XSFs0fTj8YgSJw57nC85isurzFd74UayYjkVS86PZ6eMTJYXHcoB0mBsAIFIkl16KvaxRsf1T17PP7W6W4TL3HSnHp0qQtT6pfwJcGduqp4SYqXWEEiuaz8PeQc/aE4nsbH+1RY2cSB/i6lO8SS5PhS6Zsk0+7vquGk8YAI1A0oXYBW3p9jjxudjr3773Pjqn6wF3pRy7kX4ftLAz7utfnQba+6nhpBDAClct4n9h1UR8hLx18fvKXrHPkH/Vr9p9HMv9AXloZsWCM92B1/DMOGIEqYlbg+Pc7T0de2v7kh4sF8WQecrnwxtbHB5CXFobOeid4svr+GQGMQJXwebf3p/iNgO04wNemfHe37JHi2+9XPF6TvBO5CD/eZ+gn4e90jJf0hRGoEjCAbey5dKhHP/iSRCb5+O7GNNSsvI2n/Kwldza2otIfDHbvvTUaPcZleBNGoMphY6wdfb6IcuoCXxJJxYvvfJkvIO6LAgAKBSWL76xvQlU17ubQ+bu+ayku2WagMAIlhRnb9ODAzSG2fvClWnH9/MQ1hEpfFc3V8xK/4Ivq4PaBNj4/DvqaWfUkCSNQslhxeYcGbXHjucCXioXl7yd+0Z4HT9AqXHhrXamwAm7pauH046Cv4dKdDPJgBKoCLuaO/43Z7mBmC1/Kri/46M6XYmlL22bmy7o8uI2dqc2RmO2uFk5ad5RGUJrAFjkjwA0qzMzbyv3AgE3v3lwJB5Q8qnq2/P42iUySWpUB32jBMf9h0Ba1E4/pBBlqU5fiaR2lPSgy7daDyjQqfdCccIeQ7/ut56A2QuOLk5CbmVwWZ0//DV3tg7XvXUfyoCINNlpxeVT6QGkPikz88sWDb2+WPIDTvikFub5z6MVJeP7BZbFj3HqHO4QofmCLrPVSwY0C1JQcJsDG+2VtLklXA2x8HlSkIX/fHQscxgoAuFv2CE4ypZTKZn5c0W3YrmHyH1XBqPzCiqTi/uenC1ErL9oGA9iq7gsUbNs0SZrn3lj+vCabSq8MDisu787EU6ZsE8reSOkn3oxtOj1gDJVvbAcH+M70wwryyP2cdZZRp1JmBoyjUp2A+ln8orDZHtCRMWqQyCTP+FnyrqZVU1obwBDxsnRbEPYWxS+lWqBWXN6hQZsdzOwofm8bjuZy32tvakuhI4aHo5n9wYGbeRxzit+rg3VQf2vvP4bt6ekcTvF7Ix3DFMyTZgeNR07MGQAAvV0iTg/fq5M1MkonSQTulD28WJDwuPp5RVOV2ucoyGDBMR/q0W9194W2ptYKmiWVp+5KP5JVl8ucAAYAsDG2q4VjlFOX8T5D+6EOwFDD/wEjRiAufl61sgAAAABJRU5ErkJggg==",
"path": "bceb8d9afb2b36fd4663540b71126b8504a6500f39b2c556965a0e4938f5caa5.png"
} | Generate code for a svg of a a close up of a person wearing a tie and a shirt | <svg xmlns="http://www.w3.org/2000/svg" width="71.448" height="106" viewBox="0 0 71.448 106">
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osaLsqaPk171NvYa8fiMXVkE9c87RZbIszVng0oPkFf53UDXxAhceI/08V8++nxXyug1c6fKGCr5+B69Whfy6t/7z6fk/wwL57b4tCOKg4Xy9JuYWB0Jy8AD25BGXQjI08cYYlGGo2TOZ7RtNGz/o7j0utoY04ye7PyRBYJ8WcOkhfpa2kmVp4lSuQlWX1wItQH//w9dvKnTvg968cfni1FRpxk/K5m3q5avi0JE6Y5kdQP30PdG6pfPzIKSmTTQHNdug3rzFVagq/TTH9FvDvHmY37ZTP0z1Spas1/bi8Yb12IunzXvxkiQOG8XXbWyvH6dXLsXKhcIC+YmvvrQ7Zsdx+L8cAACYLUTnvp8lMDiL9eqMfTS3Ww2oN29xMdXF7yZ6JcJfXhrHlYk0plXoITVVmvFTWqES4rBR6MVLwPPSDz9zxcO4chXk1evcr7OK4/Sa5dTMaQ72YGHBT5mdm8nh1pkIJuRf4rjwGPXCJfNd69VmL53Bv6jpplW2NngSsJxFfmO9g6Io0tQZ4vgppthemDcPvXIpXksrHOQt0qx54pBvgSzjtWpg4WHywiXodRIskJ/6fjLRoK567wEskM829UJPThK6d185d97pB4E0jVWtBENsQsUQkuYtEoePBmlpTm/iGhhG9u9DTRkPnC4u8jzieKAohopWKPkNUBTE84DjAEJYWKi9iAU9AcsAAPT8hbxgsbx9l3rxssHdYXAwViGKaP0l0bolYBjtq14niT36ppv80TQ1fZJGwrSipBLuK6N420ENJp04KbTtjB48NL7GMHLYIGrCGAeRZujVa/T3P1iJYoaPh/55AvPkdryN63LSnIugx38JXXop+w96/c4msGJF6bjFWJR2tKGH6HRQM7KMnj0HEDrVaFDiE4R2Xcy/LwBY8WL02jhtaUvPHNQnEfV4TAX28hnzEEdVpWk/cDHV1Tt37V0Cc2THShY3/fHBD/P6VyFR3riFC43yqXcCANQbN7nYGuKIMTpDM30LQcCPPnTinYoiTZ/JV69r6Z1Eh7a+E171lRPAkBB6bZyl2Kd6NpEPr+iVFUGfgl7+K7RqL7Rsly54B0J7YfBYqRIuZdVhkeXJ4YPN/aAsS9NnclGVzem/mRX08BFftbY4YoxpLA5zZKc3raVXLPGdpKiPszp7dGETT5gWSlFSstCyndCxO0jNpPUXld8PcGUjbcMD8JrVyWHfaF6Cnjxlj+1nExOIHl2cDygBIHt0oaZNZLZtsBzyqpeucOVjLH/7zIa8ZTsXFq3EJ5iOYNGRbGIC0byJT5/r827UuFA6oK95oXTlGq58rFUeuv/hOHHgUL5OY/TX37Zvkv164S2aavofevFSOXQUKxdKL5obdP8GNW0itJ+AAYOD8ZbNAQB4o/rM6aPp8solSZo+k6tU0/MlJC/DceLAoULz1uaNBoKgxo1i4w+a6vn6jgwZ5zEM9fMMZuuvprVM9cZNLrqKNHt+RjxdB+rps1xotDRrnubCLSyQH69fB4aEEHbSPORfNxnPzJ2LHD446M4f9IbVeE2NhCq8TUvTsg5WrChz+ijeqL61JeUqStNnur9+5FXUP65zUZWlWebtSoMYIDk2g+RtM24igjduwF44hVeONb7meXHAEKFFGw/DsTxFFMWRY7mY6uqtP+2dQvbpYfgxiLZfaZ6gbN2ebpZDksSXzZj9u9iz8VZC42T3dAVfYEgIs2V9uiEpAIDjxBFj+Jr1LScifgAh6ee5XHhFy7Rj4qsv2ctn8diKGWZFhs6UYb5PmEN7LbWl5c3buNAoJeFURpphQr16jYuqLE2d4Uh8kGVNAlp4vdqaeVfodZKy74DtcVisCHrx0vQSCy2jkR+C49S0idQP1rkDyuGjXJlIr0SsuQF69pyv31T8ZpjpDw8GB9PLF9HrVng9sdgxGb6Ug+MGbWnT8AU9eMhX+UIaP9mxRKWXQUhevIyLqqxevOz4RKJtK/MuK03jzZponmbq5S1RfttvGSZL9Oiqea1y/IT0/Y8aNiYnC9368HUaaQ6LfYdy4BAXFq3s/d10BAsPYxJPeJh55h7+WWvEoiLYC6eIVi2Mr2VZHDeZr9UgY+I+0YOHfPW6Qs9+evaHyF7dLV8SbVtpniZv32W7NKGY5NAAACyrufctL17G16jnILBL2XeAKxUuL17m1FQvIEnS+Ml87UbmH8Kg1O6iEocX8dtiOMwWQq9fSa9calooVQ4f5cpGKrt/8+lz5Y1buLBonVvheKUYq4IseJVK2vVrUlNlq0glRVH2mo8QrVpYBwbwvNCll9Czn9OlJfQ6SejZT2jZznLA4HXUm7e46CriuMmm+RnMnYvZvZX6eYYfxdH9XOWDaN/GEChueIlevOQbNheHfAtE0evPQs+e842/FFq2M0kJOwYrW5q0TZPHsKA/r7DnT9JrluONG1i+o6Tv5ZX4BMulfiulKvTwERdTXV6+Ur/98sYtmuklXkFetoIvH2uZ4IDXr5MZapz6v04SVrokezbeXM8UIWnmLC6munr7jhefomzbyZUKV3bs1mMPNWkse/MSe/E0Xq2KxhkMg4WVJdq0Ihqk02yX9+yz7OVN/TsMCSFatcAtxD+UI8e48jF60l2sQE+e8o1aCF176wkJ13vP10nCVx2Err1RyttsT0Plqp2b3VD48ToZJQGuKOqNW0AUsaKfayTRsiy9aC5eq4bYo6+heVPPnefDY6gFs4g22mM+/aDkZHHAUP35a0TrluS3rqSSUhReORZvWI9oUDfdjh/DULNn4pVisNIlrZYMYY4czN7t6W4iSVy1OjoTD+VlK5QDh+jli5wLrzpDOXFSaNcF3TdHk2AlitPrVvi3NlA6UgDr9j8ky8gpqir+ODs1Vz7jVez/hKEjkShqn3v/ARdT3fIRfKceKCVF82Rx6gzDOamFSth7uHz4aGqBoi59qNSQPOqz584/F0LK6bPSxi1qUpKek53CNWzu2vcPg4R+36DUVHs3TC1UIgWwqbnza78ty+L4ySlE1nTfds9+Dm5ovvTgYWnlGr0fTJY98TGfd/HiwKHioOFYsaLUxO/IEUNgrpzSjJ+Ezj01T4YF8jNH9pGjR5gXSuNWceExTheDNOB5cfAIvkY9V5e7UXKyNG6SnjOxyPJEi6YaUaRuQTRt5NoFCElzF3Kh0W7UM0CPHvPV64pjJ5nDdv+Xg9mynl44x7HalHr5KhcRy9eoJw751tWHuolPW1DlbGIKDBIGDEGqajiivk5KKxORAljl1BlHf3WHj6Z+XNj8LCaHOHu+6SYGHLSgSuKFtJLl3P9oZIhy/YZd4wSBb9sZ8bzjz+4q6vMXKXiwO9biwcKIMbb22GtBpU1bU3N8aHkHrsoX6qPHTi2Ut+9KyZLT9FCrn8P+ZZm4BZV37IbZQsih36DXSejVa/TqNVBVcsy3AABl334HF+JVK7MXT5v3qXle7D+Yb9LSuX6VLEuTpnHRVdQ/rrtvtySJw0bZ2w0XuveV16yX3hZw8RYw5wduVoxVFGnaD1xErPN+Ji1N6NFXaNHGvI5BENSksczBPY5qP6uqeu26NHch36KNaRYIP/hfxlST8klEPQBAvX1Hmvy98vsBe2vv8KMP8RrVyIH9HGV5IyTNXSgOG2WaPcBPPqbXLDds6NtG1Kt/3hY6dFNPnXH7E6WDZcn+fahpE9NZ9PxFWu78BkuCbl/1XAVTHDfZ9OmUY/Ee1R8iSeq7b8kRQwwJ7FYR9eqlK0LrjpZJf7Dgp8zaOAfBrOrps9L8xcqe32zXX2HuXMzOzVhkeedWeRZR75MuXjl3Pl0H7bB7EuctctxFKBcvpxULTXfJuElIltN18aoqzluUEvSBJx/H9h/3RUNrY06dMb/boJn0S5x6564D49VHj+VtO4UxE+TjJzQ+2u073jU4BbBpkZUM4xNzF6+q4s9zU+jslqfxrTuqr+1O79QXL/lW7Z0/K6qyfOCQ1bVyfII4faZy89bb1x518T5oQVNT04qFosd/6bwJDA5mr513EENpuKcwYKhl5ARepRJWuqQ0dyEAAObJjYWW0QzX8BCsTCn2Urr2WF77q9DWWqYeb1Sf2b7R9nKubKQpTp76cTr5jbU+irxshdDVhfx0vbAsNXmcNHs+uv8AZgvBYipY5uPDrFmpOTOJju3sXY1SUviqtdXECzqfRg4fTE2dYOjx5SXLhd79gaLAjz4Mun8DkGSmy0mS127Q750AAJSSYhluqE2WLPTS+fT6laZQGuXocYN3AgDQ02e+8E4AAHry1PqIVlqVeuS4xoBVkizHwZq77cqR456aqAnHiYOGG1Y3UVKypXdiEeHM+QQH3gkQElp31O+dAABp+kyhQzf05o00f7HQ62tD0A/6+x/bb88NfOCg6zY4P8nqks3bdGn0t2rBXvBVWS1N0IuXVrWR1Lv3NU5LTrbVylIfPrKMz7LjoLqz4z0Hw8hhg9gThxwLDksLlii79rp6b3n1urQPPhH7DjT9oWIlijvpFfXhZQdFycnKsXiXr7r/QKfUESz4KXv8APnt0AzK+VRVK8dCd+4CmoY5P4CFCmLhYaYoClupH3T3XrqXT62bE/XOXTckYd0DfvQhs28HNX2S4xoj6MVLabgulX4N0oe8kAP6unmf9Hh5q1M9dca9sE71yh+4A/UfSwiCmjIe+7yw0KWXGw9yDMwWgoWXg58Xxop8jhUtAot8ZqXhzRzaaxJ5U2/f4YqWNf7/zDmQvt9E99Jlo9u2oOpR3/TvWlBjvtVMQbEC3b5j3pH3ABgSQnRo4/l9gPcd1EIFxbULL1+xLeZnD3njFnGQE7E194DFijIHHYYLWUgQyguWGHo0rHAhWLyY1YnqvfvGe+bKiYWH2cad4DWr0yuWqOfOK4kX1EtXfJrpKvTur1y4SP/0veONIiw8DKsQ5XmpbZScLC2NI/t5oQXx8ixe7D/YVdk6A0T7NvRKHYVObKbzXgbDgv6+C/Pkdn5mWhpX5Qu8ZnXiy2aaS7nKzj1AlrHwMLMysgMURb1+k6/pKHLZc7ASxen1Kx1Xh0FPnnIRsS5NcwFJ0nGLiSYNhQFDTAXosbCy7PmTAGQyZRG3I2r1VJu0EpY2B4MFBTmtV6QXVVV265si0DR7Np6aOsHeRgPesB7etJEu7wQA4DhWqoRVhqcnmAKdYNaspmmleu06F1VZmr/YwYUwbx5m+0b9hZdgcDC9fiXRphUICqKXzDdsEwIA1MtXvVJ719tTDTdKExlwnNuZXlgaZs1KL1tIDupveBPmzZNOR9czZGdzWPX2HfXKH75IuiWauBgvokmWLPSyhdSiOcaXLMMeP0CNG2X8aThO7DuQb9rKgZouVi6UPRuPhZV1+ii8fh326jnL2nzUhDH0prVYxWjzEz3Dyw7qUoVJS1CSXQe1EpbGYyqwF09ZKVZixYtZ6ei6jbr/kKO4TEkS2nSS16z38Cma4DWqehgbhZUtzZ6LJzp3gJarHARBjh1lWdFK2baTC41ysN4C8+dj4w8SHTSK6hpPyJWTObKP2bXFVtiWaN6EPXHIjfo4mnjZQfFGDZyfpGmHnWqT6YSlSZKaPI45+jssVFDjVBsdXfdAKSmm9XNbpVll1171bKKvFKZo2pMUC7JPD/bUW7USmz9ULCqCuXDSlHlijLgbZz+ZNiiIXrGEPRtPjh5BfPWlVcI0/Pgj7xaNtYe3HbR2TXLIQJeNCCtLTZ1ofTS9sDRWrCh78ohGTTcrAww6upqpGrpRdu4GAKh37vKx1rKmhrk5unvP6V4LuncfvfxX5zgMpaSoV68pu/a6N3KAObLTm9dR8342y3lq9SQwOJheMp/Z+qtx+K4o0vjJfLU6DpZjsfLlqInf0etWsGeOU5PHZYyaiCXeT/mgZkzBG9VX1m+0V58lHRiGValEdu1olTeo3rgptOlkXLSCkOzbk/p+sh5pLgAA/Pgj5sBuadoPlgG5LiHv2kt06cjXb4qePkOvXluKNZjCn4X+g/HKsTB3LqxQQavsOQAA+vuftEJGyWYYHEz070NNHmf9GEEQ2nZW7z9A9x94UpUUqxjNrI2z7mrtD3XwJg3Z6EihS09D5rty/AQXGkUvXYA7jpiGkBw5DIuKEDr1QI//yphYO+CjnCS8UoyboY0AAADkpXHCwKGGdUH4YV56+WK8touS0hhGjhyGV6vCt+lkmXCjE/TwERdbwzASRX/9bemg6tsdLzXhlJpwChiC/WwcVDlx0ny3lBQ1UUPlWb1zV968zVXb0oFh5PDB1IQxGtMRhw4E8+Zhdm+V5i8Wh44EHGeoxkb27k7NnOa4FcBrVGOvnBMHj9Bf1MtD/J/VaQlKShbadBK69zF4J9GsMXv5rMve+RasQhR76bQ9QSUnvJ0nWal6aLi7lvqDaiFTCABQr2sI1qFbHpUhNSatTxmvPVl22sJBSPbtyZ5PMC2TSQuWcOExTmVKYfZs9C8LqInfuWGzG2QiB1VPneHKVTDEmsCsWelFc+nN6zyc8cCQEHr1MnrlUluJe52gx+nGZxoZTmkalXAtW1AAAHr02HYL0ZNabHiNauzF03idWnbP0NcFY8WKsqePmdSy1Os3uKjKmUd1EGQWB1UUafxkLraGIcACi45kzieYM+U9hmjfhjmna2HPFssWFL15Yyv6gGy2KFFKirX6KULoprV6nupeC0oQ1LhRzO87nWh16w+mMSxCHT+AFS4EgFF1kG/2VSYpO+Z/B0UPH/HV6hjXO94qo3pYg94WrGgR9uQRcvhgV8OgVEsHfaAVcqUoVgrz6qkztpMz2wJLyL7goz1g/nzMkX3k2FHOP4WLkxisQpRlo6Bs3cGFRinHT7hqodfxs4PKGzZzZSMNXwRWvBh7+pgPlVFpmpo2kdm+Ub9gBsyRHStR3PTSXkwgSk03DFXT9+/GgzbDUAeKpJoQLZqyl87gdhaMrXGrXCy9aC69fqVhUmhYKJUmTctQ1UEb/OegBmFpQz1xCIkeXdizxz0sk6oHvEFd9mqio9EbAAAALDyMXjQ36PFty7hG1d6CQPp5khKv6aDpWlD0Ogk9e67TZoMWDb1xjf66ZG4vAxGtWrDXLhj3C2RZHDOBr1nftdgRr+IfB1XPXzRKbhtiaX/bblk42deY579a0bswOJhNOMyeO0H06GIVg2K/BbUYhiqKevqsxjnpW1D9/TtWojh75jjZv4/O8414sE4J8+Zhdm2hZkwx5KwqR45xYdF6ZK18QYY7KELS7PlcxWqGDo5o3oS9fNaLlfP0gmHkt0M18x9QSgrfpKWlfKv5LXsiJZx57169dEWzFKd6566lZJ/OKTzRoS175pjjADltPFxIxzByyEA2McFQ/Qi9eMk3/lLo2N37FfecGpKRD0PPnvMNmokDhgBBMI54Nq31Y5VYLCKcSTxhu1BqFMAeONRKBVK146CWLaiSfgXUjCRZ1jFzOoWHWbPSa5a7X4LIGzs9WMniljNLeeUaLqKSpWR9BpBxDqrs2WeqR41XjmUvnfbiQpLbGBdKly20XihFSJo1j4utYelVdhOnLB308FF7zzLNk9CbN8qhIw6swiLCmQsnPVL281bOFsNQ0yYyv203bB2p165zFapmpHJ+hjioIIgDh/INmqFnzwFFUdMmMof2QhfLcfsUonMHzYVS9WwiH1ZBXr0OAABEEf3zRPv6NA4YlMXrNla27bT3FHT9BgBAiU/gQqNVe3UjICQH9WfjDxpXJd3G9RYUPXkqL1mumSuM16rBXj5LtGgKAACpqUK3PsJXHVCS1zRKHeBzB1Wv3+CiqxhKEGEli7OnjpLDB2d8UIxTjAulA/tZ/bTozRuhfVehfVf12g17ak3ozRtp1jyuVHljWKAd1EtXxBFj+Kq1rRI+TcBcOZldW6iZ07wgue3MQeVf4riIWMtkVHnlGqFHX3nFarPBZ85xEbGG9hJ+8D964xp6+SJDxKr86yYuLNprKkP28bF42OJlXPlY9eJloxb/uRPubedkEDRN/fQ9s2uLbcKDvHodX9VupKbYf7A4cKjTfEh54xZp+kx7y4p4tSrsxdO4Vq0wJT4hNThXKgwy/Uv7tJiTpR9nDqpeuKSeO59uLdbw52fxR6j+eVs9d95SCZro1J69eMqwFovu3ecq1ZSmzvBpzTFfOSj695XQoo2hkgb8+CNm3w7q5xn2io87Rr10hW/UwiWtCw17nj6TN26x/Werw43Xq81ePG2bpOugR/O0FhmOUxPGMPt32QsRUnbstsr5RA8eOhHI8Eo0nGZQacFPmaO/U5PGApIEsiyOHMt/0dDu4MdjfBJupxyLF9p1MYTBEi2bUwtmw//lcO9W6uWrfLXa6NVr7veDzPqVeJOGbtwEvXnDVaym3bFCSC+dT3TpmO7Yh3mZfTukGT+JYyb4urorzPcJvWa54+hExZRBHxQEScLwp6IcOUYO1a5vC4DzSRIWHYmdTcRKljAfKReKRYRbVjXBShTHIstjFaKsL8ZxctRw/IuaQrsu6q0/lYOHubKR9PLFeP06jh/qDp4oj2mo20mSMGaCQYg1NVseF4SiNTXWnj5LJ+Ad9IF6957pXT0S4Ab4Tj0cfRAqm7xzj3rnrnrnrvr4L8sLldNnDRpxPvrHNWqhvnjp5EtISkqLqiz9EmfSmFVfJ0mbtnK1GzoSEE5JMX459iTAvUJKCt+zXwoMSgFsCgwSBg7V0PXNPOp26P4Dvm1nw/wUr1KJXrHENqPKJfgGzazKJhE9u9ILjfmKtvqgJtQz5+T1G1FqKnidpN67r55N1P9QrGxpZst6U9oTSk4Wew+Q1/7qyQfRgKap7yfryvKTJEAQysnTyobN6sXLKCUFZsuGV61EdOsMc+eyO91MS0vNkhMAYNIHtUS9cdPV3Uv4aQF7ETzKrr1C116GnVusXCi9bkW6ql+ZRB9UWrchNVseQ4MkTp+JFMXDP05p5RrbJ1o2lvZaUPV1kodCocLw0dbGxK1KDc7lrYYzrUgZ5fxFnd+D+uQpV6+Jxn2CPpCWLrd7WVqagxaUb/aVyzZHxDoy8ukzrkEz4xODc0nLV5rf87sEOEpJETr3FFp3REnJWMni7Jnj5LBBni4UC4I4erztYehQ+8rIy5ee7sjZBMsRHdsxiSe8EsviUnAq+ucJV6GqYlXDzkBamtCtj7RgifaVDhtm5EaqlsNLYO5czI5N9ILZICjI6A9tO3ulmJOnDqqeO8+XqyjHrQIQkgP7sedOeEVAQY5brbltg9dyroDlI7Ain7Mnj5CD+ru9iwiDg+m4xfTKpaaS8U4R2ndFbzWeNBEHDtUO2/N6UptTfUwIiV7d2PMJhgRlee2vfLmKtqJ/ruKRg0ozfuJiqqt/3oaffMz8vpP66Xv3FpI07jx/keZx3FR/1i9QFDVzGrN7q35lGBNYaBnmXLwj5VgblGPxysHDTk4SRWnaTI3jXnfQ1DQ9dSmwokXYhMPkqOEAx9U7d7nYGtKMnzx5rEcOKn77HRBFolUL9vJZPep+OlFPnjanbpGkSakf+6yw3nBdX4LX/YK9dAavZZ0ybxcIyX692JNHsKJFXHqQzrKcypZtGkvl3tZPVf+8zZUK50qFa483LCFJatJY5ujvsOCnQJIME1m38ehjwOzZ6NXLTDHY3kJa9Ivp/9SsH9hTRw29BtG1Y4alYzsG5s3D7NtBfT/ZsR4seFsgi5rzoxt9i6olN24LSkrWiAP09heFlSwO832i/nGdb9hc2brD6flGhSJXegzt53pyMfXzDDeTeu2DHj4y7ZHgTRqSvbsDCOFHHwIIPa/b6U0gJId+w5445CCqA4+pwF445d7mAgBA/xYishWT8raD4g3qBd26TLT9CqiqOGGKnktgSAgdt9i0LOgeHjmo0LW3OGaCV1T2TIjjp5iiMKlhg0zHsfLl9EoZZiDo31ea4ckAAIBhRN+entiM6RRHgBDmyWN70O3n2oVhqIWzAcuqFy/rTFRSDh4WJ0715JmejVQURZo0ja9WR6fCvPP7HTpiKqEO8+S2rJf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/jbtUEvwVzVdskwDNhgmAdqTPnf8E8Lq4SyXd4UR8EqDuMAHQ9vre+TvDqYp6Ien9UtMV3SRAMzEB0Nb63Plvws/9VMnvkkaYNl3pSyYB6j4HAWpKnwf8XYMD/lTZfsCXaL7yl0wCfBLQbT4BEPT7zv8c/NRPDRkHjiZuOc1hS+RCHtsnAeounwCo1J1/qTZn0HID6ZG/k/yocfsA76b+H8U64O+AvYC3FzqGSUB3mQCMtlKd/9uBvYG/B9YXOsZ05TbSwj57B14nKcRBwD9S/o9iDWkN762X9B3DJEDbMgEYXSU7/61fDe4LnAKsLXS8qbIOeBs+7lcH7Ao8C/gssIGYP4BbJ/d3FLDbNMcdA04POt6OkgDHBHSLYwBGU6l3/u9l+jZgAfAU4CzgpqDjbQIuID3qX5R3SaRmLAaeRMqSzwOuY7DKfzWpw3/D5PaD/gH4JEBTfAIwemrd+e/MYuDJwMnA2Qz+xdR1wPmktvJJk/tRQd7RNWNPYAWwB7A7sJD0CG3NZLkBuDFj/1NPAl6ZF+YOnQ4cX2C/ircrcEvG9mcCL4oJRRWcBryqwH7PmNzvRMY+lpDe2y+ZLHuQ6ubNpLbv0sl/JQXwdYB8BTA6mnjsL6nFTAJGmwnAaLDzl7RDJgGjywSg/+z8Je2UScBoMgHoNzt/SQMxCRg9JgD9ZecvaVZMAkaLCUA/2flLGopJwOgwAegfO39JWUwCRoMJQL/Y+UsKYRLQfyYA/WHnLymUSUC/mQD0g52/pCJMAvrLBKD77PwlFWUS0E8mAN1m5y+pCpOA/jEB6C47f0lVmQT0iwlAN9n5S2qESUB/mAB0j52/pEaZBPSDCUC32PlLagWTgO4zAegOO39JrWIS0G0mAN1g5y+plUwCussEoP3s/CW1mklAN5kAtJudv6ROMAnoHhOA9rLzl9QpJgHdYgLQTnb+kjrJJKA7TADax85fUqeZBHSDCUC72PlL6gWTgPYzAWgPO39JvWIS0G4mAO1QqvM/Hf9GJDXIJKC9TACaZ+cvqddMAtrJBKBZdv6SRoJJQPuYADSnVOfv34KkVjIJaBcTgGbY+asT5jYdgHplAjie1Ei9Mnjfr5r89/jg/e7MHODdwJKKx4w0J3P7xwCfigikIauBlwFbKh7zNO6oq5HeDpxA+huTpNbqy5OAowudg6VeecmdftVyvPOXJLqfBOwJXFcofku9cu3kb1manb8kbaXLSUCpuC31y6mUZecvSTvQxSTgnsCGQjFb6peNwOGUYecvSTvRtSTgC4VitTRXvkI8O39JGkBXkoCnForR0nx5MnHs/CVpFtqeBMwHLi4Un6X58nNgAfns/CVpCG1OAk4qFJelPeXV5LHzl6QMbUwC9gduLBSTpT1lHXAgw7Hzl6QAbUsCPlQoFkv7yjBTHNv5S1KgtiQBDwA2F4rD0r6yGXgwg7Pzl6QCmk4CxoBvFzq+pb3lWwzW+dr5S1JBTSYBLyx0XEv7y/PZOTt/SaqgiSRgIXBVoWNa2l+uBhazY3b+6j2XA1ZbTFB/KeHXAUsD9n8TabpZ1TOPlMDlOAA4kVQPtuaSvpLUgFpPAg4FbgvY5ypg7/jLoBksAa4n//e7HbjbVvv1zl+SGlQjCfjPoP0dU+gaaGbHEvMbfnpyf3b+ktQCY6RHpiUa5LOD9vNDYE6pC6AZzQV+RMxv+bmg/WxfTsfOX5JmreSTgIhyRLEz16AeQ/P1YLrinb8kZWhrEvCpkietWfk3mq8Pdv6SVEDbkoBbgENKnrBmZTlwM83XCzt/SSqgTUnAGwufq2bvTTRfL+z8JamQNiQBVwC7lz5RzdquwGXY+UtSbzWdBDyn/ClqSM/Fzl+Seq2pJOAb2Mi32RhwLnb+ktRrtZOAzcADq5yZctyfuks72/lLUgNqJgHvr3ROyvcB7PwlqfdqJAE3khaOUTfsB6zFzl+Seq90ErD9KoJqvz/Hzl+SRkKpJOCnpKVn1S3zgIuw85ekkVAiCfj9qmegSL+Dnb8kjYwx4D+IafA/Vzl2xYta+fHT2PlLUqstBq4mv8G/HTiscuyK9xvAbeTXh2uBPSvHLkmahdOIueN7a+3AVcwpxNSJf6wduCRpMPcENpDf0F8D7FE5dpWzCPgV+fViI3B45dglSQP4AjF3en9cOW6V9yfE1I2v1A5ckrRzTyWmgf9/wHjl2FXeOPAdYurIkyvHLkmaxnzgYvIb9i3AIyrHrnp+m/Qb59aTnwMLKscuSdqBE4m5szurduCq7iPE1JVX1w5ckrSt/Ulz9ec26OuBgyrHrvoOIv3WufVlHXBg5dglSVs5k5g7utdUjlvNeR0xdeafawcuSUoeQMza778Adqkcu5qzAPgZ+fVmM/DgyrFL0sgbAy4g5k7u6ZVjV/P+kJi6802cIliSqjqKmAb8a7UDV2t8iZg69PzagUvSqFoIXEV+w70JuE/l2NUe9yLN7pdbj64mrUEhSSrszcTcuZ1RO3C1zjuJqUt/VztwSRo1hwK3kt9grwL2rhy72mcJcD359el24G6VY5ekkfIZYu7YjqkduFrrWGLq1KdrBy5Jo+JxxDTU/wvMrRy72msO8ENi6tYTKscuSb03F/gRMY30EXVDVwc8hpi6dSEwr3LsktRrxxHTQP9r7cDVGf9OTB17ee3AJamv9gJuIL9hvgU4pG7o6pDlwM3k17PVwD6VY5ekXnovMXdmb6wduDrnTcTUtXfVDlyS+uZwYiZruQLYvXLs6p7dgMvIr2+bgN+sHLsk9co5xNyRPad24Oqs5xJT587HdQIkaShHEtMQfwMbYg1uDDiPmLr3zMqxS1Ln7Qr8kvwGeDPwoMqxq/vuT8xS05eTXitIkgb0BmLuwN5fO3D1xgeIqYN/VTtwSeqqg4GbyG94bwQOqBy7+mM/YC359fAWYEXl2CWpkz5BzJ3X8bUDV+/8OTF18WO1A5ekrnk4sIX8BvdnwPzKsat/5gEXEZMEPKpy7JLUGePA/xDT2P5+5djVX79DTJ38HmnhIUnSdl5KTEP72dqBq/fOJqZuvrh24NJ0anwbPZc0I9Y9gXsAdyXNk72QNDPbJuB20oCtq4D/Ay4BvkP6hEajYU/S775v5n42APeZ3JcU5e6k1ShzXytdBxxGau80GpYDDwXuBhxKGuS8GFhA6h9vJg16vp7U/10E/IRU3zY1EG+2g4BXke7E1jF8tnwVcBbwh/gtbd+dRswd1im1A9fIeBsxdfQfaweuqnYj9VkfJvVhw9aTG0l96HHA0qpnMIS5pOlWv0TKWiL+ULYuNwH/BDyg1gmpmnuS7txz68g1pMxaKmEPUh3LracbSE8U1C8PJM0dEfEJ8/ZlE/AF4NmkvrY1FpDe3f6C+JOerpwDPKLGyamKLxJTL/6kduAaOX9KTF39fO3AVcyjgHOp1//9nDSWpPGvnJ5I3Y5/+/I50jsVdddTiKkL/0P6ikAqaRz4LjF19kmVY1esu5ISuab6v58Bv1f8LHdgf+DfZxlsqXILcBJ+XtNF80mD9XLrwBbgYZVj1+h6GDFzVVxMC+7iNGtzgNeS+p6m+78J4N9Is1ZW8WjyBjaUKivpwEAJbeNEYn77D9cOXCPvo8TU3b+oHbiy7Ad8meb7u+3LtaT5Koo6kTID/KLKNcBDip29Ih1A3hciU2U96asTqabI9Sr2rxy7hvPbpI626X5uurIJeHWJEx8j7hOY0uVW4FklLoJCnUnM7/3aynFLU15PTB3+YO3ANWtPJ32v33T/Nkg5g8DxUOOkR6xNn9RsyibgmVEXQOEeTMxa678AdqkcuzRlF9LELbn1eDPpEzK103No95PvHZUPE5QEvLMFJzNM2QA8OeICKNQY8C1ifuM/qBy7tL0/JKYuf4M6M7Nqdp5GzBwlTZR35p78X7XgJHLKzcD9cy+CQr2AmN/2q7UDl6bxNWLq9PNqB66deiDtGek/bHndsCf/RGI+dWm6XEbFTyS0UwuJ+YJkI3DvyrFL07kPqU7m1usrSX8jat4BwBU033/lls0MMVfAwaSFCZoOPqp8CR+vtcGbifk9z6gduDSDqFelf1s7cN3JGM1O8BNdrmOWX0p9pQVBR5eXzOYCKNxdgdvI/x1vAPaqHLs0k72BVeTX71uBu1SOXds6hub7q+jypUFP/o8qBLMB+CVpucOfUmdiIb+3bdZ/EPM7vqx24NKAjiWmjn+6duD6taWkuUVK90dXkvq+H5H6whoDDY+c6eQXA78qcODNpAzkGOBe7Hg1o4XAI4GTJy9MiQvwTzNdABXxeGJ+vx/hlM9qr7mkOhpR1x9XOXYlZ1Km7/kp8AbSInY7GucxDzicdIPzZWI+k96+zDjG5HXBB9xAejd2yM4OOo3HkFb9i4xnEw4eq20u8L/E/H6PqRy7NFuPJaau/5iWLfs6Au5HfMf7dYZrtw4B3kX8k4ETpzvg7qTBAlEH+ibpbj/Xs4kdkHhWQEwa3CuJ+d3+rXbg0pCiFkp7ee3AR9zHietnriNmRtrDiZs3ZYI0lfFuOzrQcYEHOZXY7PVg4L+DYtsALA+MTdPbB1hN/m92K8M9RZKacBdSnc2t96tIgwtV3l2I+ZRzAvg2sQvTzQPeHhTbBPCKHR0k6t3VSXHnvY2FpMcpETG+oVCM2tZ7iPm93lQ7cCnT3xJT999VO/AR9SZifq+vkZ6ml/DaoBh/sP2O7x+047dEn/F2FgHfC4jz5zgvQGm/Scz82VdQ7g9KKmV30qCr3Pq/iTTRkMoZI43Ez/2tvkv5iZyiFuW7b/ROv0rgCkQ7cSiwJiDeB1eIdZSdQ0xFfW7twKUgzyPmb+DrtQMfMQ8j/zdaTZ3XlHOIaVvfuvVOcx//30zdd7RHZ8Y7QVrKU2UcSUzD5wIp6rIx4Dxi/haeUTn2UXIy+b/Pn1aMdzlwU2a835va2b7kz/l/crFT3bFx4IeZMZ9XOeZRsStwKfl/UJuBB9QNXQr3QGI+LfslLn1dygXkd6Y1nn5vLXfMwmYmB5g+I3NH62lmatbnDBmvpRvlA/TffNI73pzyiQ7v/4M7vzy98UGa/3uylCsRn/vN1t7kPwX4g3HyJ8b5N9L7j9o+TfpMRv2zjtF4RTNGeqeXW7q8/1HwGtJU5OqfVcB/NnTcz2Tu4/Bx4LDMnfx75vbD2gB8tqFjq6w3Atc0HYQU5Dr8lLWv/oPUFzXhXzO3v8c4cPeMHWym2Xfpjo7tn4tJ00dLffIO4JKmg1C4lQ0e+1zS+L1hHTZOmq1tWJeSHtc25UcNHltlHE9zGbVUygac2rePftjgsdcCl2dsv884eRMX/DJj2wj/1/DxFets4AtNByEV8hXg800HoVBd7gMXj5Nm1xtWk3f/kEZBbm44BsXYAJzQdBBSYSfgE66+2Azc0nAMazO2XVT720VpOj8FftZ0EFJhlwAXNR2EBGnygvUZ2y+OCmRIixidT4n67jdJMwhKffZstpuHXZ01h+bXKdkzY9v146TH6MO6S8a2Ee7a8PEV6200/wcllbIr5RdMU11N94GHZmy7fhy4PmMHh9DsUwAz6X45GHh100FIhZwErGg6CIVqsg/ak7QuwLCuHyfv29Q5wKMyts/12AaPrTJeTV6lltpoBSa3ffSYBo99BHlrEFySmwBAM/MgQ5qH/EkNHVvl7Aac0nQQUrC3kV4BqF+eDixo6Ni5fe9F48CPM3fyDCZXFarsmQ0dV+UdSbNPlqRIjya1V+qfvUlJQG37BBz3wnHuWK96WLsDr8oMZLbmAK+tfEzV9Xb8wkPdN4dUl9Vfr6X+csAnkJ6WDmsLcN5c4AbSU4CcwQwnAP9MvVmRjgYOz9zH94GfB8SiOzscuFfmPu4HvBh4X344rbWZtJpmjm91eP//nbFtV7yE9Ilrrp8AFwbsR3f2G8D9M7a/L+l3rtVWHUqaMj3HD9lqNd1TyF8T+Rzq3LHdmzQDYW68D6wQ66j6DeA28n+j64AllWOXoiwhfWWV+3dwG+lvSmU8gPzfaKc61CIAABtqSURBVC15n+QNagHwzYB437z1Tu8XsMMJ0kCXkvYBfhEQ5/+R1jJXOW8lpk6dXjtwKcjbifkbcO6AssZIfULu7/Q9yn8Wf2ZAnBPAfbbf8Q+DdvwGynSuS4Dzg2J8Y4H4tK1FwK/I/602kP86QartXsBG8uv/r8hbr0WD+Rti+pZzyJudbzpjgTF+f0cHeGXQzieAjwK7hJ063J20TnxEbBuApYGxaXovJOY3+1LtwKVMXyam7r+wduAj6iBiErYJ0romdwuMbVfg40GxTQDH7uggu5HeuUYd5L/JH6gH8FxgTWBcHwuISYMZB75DzO/21MqxS8N6GjF1/tv4qrKmTxDXz6wmrfuQ6z7AdwPjuoadzEfxmsADTZDutt/DcPMlP564R/5TZRNwjyFi0fAeSvrkJPe3+xnNTbghDWoB6eui3Pq+BXhI5dhH3T1JfURkn7OS4WasvQvpq4KopxJTZaezUS4Crgo+4ATpc6GvAi8njeKft4NjLyZNmPG3pNkJo2OYAD64s5NXMR8i5vc7sXbg0iydRExd/1DtwAXEDbLbvlwMvInUx+1ooOA80t3+K4Cvk/rM6BguZ4DF1p5d6AJsXTYCl5LmH7iImMFiM5XVwP4znbyKWEpadjr3N1wHHFg5dmlQ1vPuO4DYV87TlV+R+r4fk/rC6Dv9HZVnDHoRogawtKm8ZNCTVxHeGanvziKmjp9UO3Bt42ia76+iy+dncwEOAK5uQdBR5WwcTNO0+cS82vHdqNooaqzLz3GsS9PGgM/QfL8VVa5liC/fnkCZ9xC1y+W4aFBbODpafeTXLv2zD3AFzfdfuWUzaUD9UF7bghPIKevJm+NZ8fw+Wn3zx8TUaee7aJcHEDOmo8nyl7kX4R0tOIlhykbgibknr3DOkKY+ccbLfnsSdQbolSgh06iPEze4pVbZwCxGPKo650hXX7jmRf89k9SnNN2vzaacSeASxePAaS04qUHKLcBTok5cRbhKmvogatXL63HVy7Z7Kqlvabp/G6S8jUJjpP6C+JmSIstVwINKnLjCRX1q85+1A5cm/Rcxdfjo2oFrKA+izER5UWUj8KpiZz/p0bTzInydtKCDumEO8ANifvvfrRy79ARi6u73SX8L6oaDSH1N0/3d9uUK4BEFz3sb+wKfKnxCg5ZbSPMbh73vUDWPJqYOXMiOp5eWSpgH/ISYuvuoyrEr3zipz2nLK4GPkT5brO4xxP0hDFM+Cxxa/CxV0ieJqQvH1Q5cI+t4YursJ2oHrlAH0+wA+UtIT6IaNQ84ijSvca0TvwB4XI2TU3HLgJvIrxNrSE+mpJL2JWau+FuAFZVjVxkPJ92MRswEOUj5BfBSWvbUcw5wJGnO4RIDBW8E3osT+/TRycTUkfdWjluj533E1NWTK8et8u4PvIfUV0X3fxtJScYz6MDr7gNIS//+J3nZ8pWkJXz/gAGWMVRn7QZcRv4fySbgfpVj1+i4PzE3N5eR6rz6aTfg6cAHyJtOeBXwaeBlwH4lAq0xn/oc4L7APYF7AHclPUZbOFk2kr6lXUe6WJeSXid8h/S1gUbDs4l5J3oeaXChFGkMOBd4ZMC+nkMa+6LRsBR4MKn/OwRYTppBclfS3fzNpNegq4CfARcDPyUtFbylfrhSM1YS87jsyMpxq/+eQ0zdvAAXspKkO7kfMY9Yr8BXRoqzK+nJZG693ExaYEaStAMOslLbvJGYOvme2oFLUpfsBdxAfmN7C+l9m5RjGekdbW59XI2fqUrSjF5FzB2XE60oV9SMp6+sHbgkddFc0gjYiIb30ZVjV388gpjJXX5CyyZtkaQ2exwxCYCLrWgYkYtV/V7l2CWp8/6TmAbY5VY1W8cQU/c+UztwSeqDu5ImicpthFcBe1eOXd21BLie/Hp3O3BY5dglqTfeQsyd2Om1A1dnnUFMnXtz7cAlqU8WkqaEzm2MNwL3rhy7uueewAby69s1wOLKsUtS77yQmDuyr9YOXJ3zRWLq2lG1A5ekPhoDvk1Mw/zUyrGrO55OTB37Lh1YslWSuuIBpLnUcxvnXwALKseu9psPXEJ+/doCPKRy7JLUex8i5g7txNqBq/VeQ0zdOrNy3JI0EvYHbiS/kV5PWqNbgrh6tQ7rlSQVcxLeqSnWWfhkSZJabz5wMb6rVYyHEjPf/89xbIkkFfc0Yu7YHK092saA7xBTl55SOXZJGllfIKbh9nvt0fXHxNQh55eQpIqcsU05FgG/Ir/+OMOkJDXgdGLu4JyzffS8lZi6c1rtwCVJadW268hvxF21bbS4yqQk9cDRxNzJuW776PgvYurMS2sHLkm6wzhpNH9Eg/57lWNXfY8npq58H5hTOXZJ0nYeTsy33D8B5lWOXfXMBX5MTALw6MqxS5Km8UliGvbjageuao4npo58onbgkqTpHQzcRH7jvhrYt3LsKm9fYA359eMWYEXl2CVJMziZmDu891aOW+W9n5i68YbagUuSZrYr8EvyG/nNwAMqx65y7gdsIr9eXA7sXjl2SdKAnk3Mnd4FpLni1X0riakTR1aOW5I0C2PA/2GDryQqIfw/TAglqbXGgLcT0+BPAFfgI98u2xW4lLj68D5MAiSpdaI7/6nyhponoVBvJL4+mARIUouU6vwn8LOvrloG3EyZOmESIEktULLznypO/NI9n6JsnTAJkKQG1ej8p8qjK52T8j2CmKmhTQIkqYVqdv4TuPhLV8wBfkC9emESIEkV1e78p4rLv7bfn1G/XpgESFIFTXX+E8AqYO/yp6ghLQGup5m6YRIgSQU12flPldOKn6WG1XTdMAmQpALa0PlPABuBexc+V83ePYENNF8/TAIkKVBbOv+p8tWyp6shfJHm64VJgCQFalvnP1WeWvKkNStPp/n6YBIgSYHa2vlPAD8HFpQ7dQ1oPnAJzdcHkwBJCjIGnEGZhvnyoP2cWOzsNaiTaFed2L6cgUmAJA2s5J3/acABwI0B+1oHLC10DTSz/Yn5HdeTfsc3B+xrR8UnAZI0gNKd/5SoO8czg89fgzuLmN9w6yc5JgEaGVZItclU5/+KAvs+DThhq/97AXAhcNfM/U4AxwI3ZO5Hs7Mv8E7y27BfAIcDt2/1350KHJ+53x15B3Acqc5IkibVuvPf2tMKHc/SnTLd1xw+CZCkCpro/Kd8odBxLe0vM83nYBIgSQU12flDe2aQs9Qtg87oaBIgSQU03flPaetcA5Zy5XQGZxIgSYHa0vlDs6vIWeqXYVZ1NAmQpABt6vynNLGOvKWZcjTDMQmQpAxt7PwBxoHvForL0p7yfWAOwzMJkKQhtLXzn/JwYEuh+CztKI8mn0mAJM1C2zv/KZ8qFKOl+fJJ4pgESNIAutL5AywDbioUq6W5cgtwCLFMAiRpJ7rU+U85uVC8lubKyZRhEiBJO9DFzh9gV+DSQnFb6pcrgN0pxyRAkrbS1c5/yrMLxW6pX46kPJMASaL7nf+UlYXOwVKvXEC9DtQkQNJI60vnD3A/YFNQ7Jb6ZTPwwDv9qmWZBKgzrFCKNNX5v6LAvk8DTiiw35k8DtirgeNGmAd8NGP7lcC7Y0JpxGrgaw0c91Tg+AL7fQdwHCkhkKTW6NOdf1/sQt51/5f6IfeGTwIkjQQ7/3YyAWiWSYCkXrPzby8TgOaZBEjqJTv/djMBaAeTAEm9YufffiYA7WESIKkX7Py7wQSgXUwCJHWanX93mAC0j0mApE6y8+8WE4B2MgmQ1Cl2/t1jAtBeJgGSOsHOv5tMANrNJEBSq9n5d5cJQPuZBEhqJTv/bjMB6AaTAEmtYufffSYA3WESIKkV7Pz7wQSgW0wCJDXKzr8/TAC6xyRAUiPs/PvFBKCbTAIkVWXn3z8mAN1lEiCpCjv/fjIB6DaTAElF2fn3lwlA95kESCrCzr/fTAD6wSRAUig7//4zAegPkwBJIez8R4MJQL+YBEjKYuc/OkwA+sckQNJQ7PxHiwlAP5kESJoVO//RYwLQXyYBkgZi5z+aTAD6zSRA0k7Z+Y8uE4D+MwmQtEN2/qPNBGA0mARI2oadv0wARodJgGZtbtMBjKi9gQOBfSb/8zjpj+0G4Hrg2sn/PKypzv8VeWHu0GnACQX2K2l4rwEWAMcH7/elwO3AcaQ2alj7AAdM/rsPqY3aQmrnVgFXT/4r9cqewFOAtwHnkTr4QTLv64GvA/8APBFYNODxxoAzBjzGbMupw1wANcYnAKPnVMr87Z/B4E8CFgNPAk4htWGzafPOm9zuycAew1wAqWkLgRcBnydlzxF/gLcDnwVeAOw+zXHt/LU1E4DR1EQSsBA4CvgcsCHoeLcDZwN/zPRtntQaK4B/BNZS5g9wqqwmPRlYvtWx7fy1PROA0VUrCVhBumNfU+h4U2UN6SnqipjLI8XZB3gLcCtl/wi2LxtIg3T2xwF/ujMTgNFWcmBg023egYHXSRrKOPAy4Ebq/hFsX24rtF/v/LvNBEClngSUanMGLWuBo/ELBTVkOWnASpN/BCWLnX/3mQAIyiUBbSgrgWVhV0oawGOAa2i+8pcqPvbvBxMATSn1OqAN5QbgCXGXSprey4HNNF/pSxXv/PvDBEBb6/OTgM3AsXGXSrqzE2m+opcs3vn3iwmAttfnJwETpIGJUrg30HzltvPXbJgAaEf6ngT8ddylktJo06YrtZ2/ZssEQNPpexJQYhp0jaDfBzbRfIUuVXzn318mANqZPo8J2IQDA5XpIAafx7qLxTv/fjMB0Ez6/CTgOlIbLs3aHOBcmq/EpYp3/v1nAqBB9PlJwEpSWy7NystpvvKWKt75jwYTAA2qz08Cjgm8Tr3iNIo7th9wEbCkwL4ngAuB7wBXkh5TXQ/sS5rT/2DgocA9KfP73E56LOba2/23C2mu9mGdSVrVUv23D3AFqc5EmwB+wrZt3nWkdnY/0kx+D6Fcm7cauAepnZVm9H7is9ArgJPYdgW/nTkEeC1wVYFY3jy7y6GO8gmABnUa8e3MVaQ2bMWAMRwCvI4ybd57Z3c5NKqWke6SoyreGuA4YP6Q8cwHTiB2ieH1pCcO6jcTAA1iObGL+6wFjmf4Nm8B8W3e7aSnq9JOnU5cpTuXuEq3HLggMLZTguJSe5kAaBD/QFy7cj5xi/Msn9xfVGyOfdJOLQJuIqaynQXMC45vPvDRoPjWUuZ9n9rDBEAz2Z30jjyiTfkI8W3evMn9RsS3ntTGSzt0FDEV7UOUG2A5TlwS8IeFYlQ7mABoJs8nrvMfLxTjGHFJwAsKxage+DL5FWwlMLdwnPOBbwTE+q+F41SzTAA0k8+S346cT/yd//bmEfMK9IuF41RHLSF/yt811Jt5ajlwY2a8twKLK8Wr+kwAtDOLyB/wvJa4d/4ziWjzNgJ7VIq39Uo9sumiR5I/Y9TrSZ+w1HA58MbMfewCPCogFknd8wiGH6k/5WTSJ841XE5alTXHXGzzfs0E4A5HZG5/GWn+gJreRX7C8cCIQCR1zhGZ218FvDsgjtl4N2kyoRxHBMTRCyYAd3ho5vbvJD1equl2UhKQwwRAGk0Pytz+XcCGiEBmYQP5bV5uW68euoHh3yttBpbWDxlIs2xtGSDG6co19UNWJY4B0M5cy/B1YwuDz2oabRl5bZ5TAmsbe5PXUH6/fsjbuJC8+EuseaDmmQBoOnuRVzd+XD/kbfyYvPj3qh9y+/gKIFmRuf23QqIY3jczt/ePQRotB2Ru/52QKIaX2+YdEhFE15kAJLmfwl0cEkVzx/cJgDRactcCqfW103Ry2zw/f8YEYMrCzO2vC4miueP7BEAaLblT4jY9dii3zctt83vBBCDZLXP720KiGN4tmds7P7Y0WnKnKl8dEsXwctu83Da/F0wAktzK1PSiOrmV+daQKCSNiqafGua2ebltfi+YACQ3ZW6/X0gUzR1/fUgUkrrixsztcwcR5rLNC2ACkKzL3P7uIVE0d/zc85fULTdkbl9rzZPp2OYFMAFILs3c/mERQTR4/EsjgpDUGb/K3L7p2fRs8xTqeoafVGIzzWXEK3AmQO2YEwFpZ65h+Lqxhfz5U4aVOxNg019ttYZPAO5wSca248BzowKZpeeRN6I357wldddFGduOkdqeJtjmBTEBuMO3M7d/BflLa87WAuBlmftoehZDSc3Inc3vZdRv8+YBx2TuwzZvkgnAHVZmbr8MeGlAHLPxcvJfPawMiENS95ybuf1BwLERgczCy8lfhGhlQBzqmT2BTeS9M10DHFwp3uWkT3ly4t2AkwD1mWMAtDOLSJOY5dSRtaSbnxoi2ryNwB6V4lXHfJG8yjVByqrnFY5zPvCNgFg/VzhONcsEQDP5L/LbkfMp3+bNAy4IiPXzheNUh72A/Ao2AZxF/lSb0xkDPhoUZ1MDF1WHCYBmEtXmfZiybd6Hg+J8fqEY1QMLSTNERSUB0VnxfOI6/3XA7sHxqV1MADST3YBVtLfNm0dc578eFwHSDE4lprJNkEbZ3iUormWkR21Rsb01KC61lwmABvFW2tnmHUxsm3dKUFzqsYOB24mrdGuB4xj+c5kFwAnkD37ZutwKHDhkPOoOEwANYhmpTWhLmzcfeNXkfqJiug1YOmQ8GjHvJa7iTZUrgBMZfMTscuAk4MoCsbxjltdD3WQCoEFFPvmcKpcDf8ngX0YtI7WRVxSI5V2zvB4jodSgja7bB7iYMkteTgAXkkbxXwJcS/ocbz5pha3DgIcD96LM73MDaSGNptfzVnm7kLfU85nAi2JCUcvtS2qP9iyw7wngf0lt3s9IUxBvJL3fn2rzHgbcmzJt3ipSm7eqwL7VU8cQn4W2obw48iKp1XwCoNl4Mc23TyVK7Qna1APjwNdpvvJGlq/g7I+jxARAszFG/9q8r2GbpyHtD1xN85U4olyDA/9GjQmAZusA0lLBTbdXEeVaHPi3U2ZGO3ct8ELScr9dtok06c/VTQciqdWuIU0O1Ic273mkZEbK8gLy1p9usmwB/iT+kqgDfAKgYR1N821XTpv3p/GXRKPs9TRfsYcpJ5W4GOoEEwDleB3Nt1/DlNeWuBjSiXTnScAW4OQiV0FdYQKgXMdhmyf92gtJ37A2Xdl3VjYBLyl1AdQZJgCKcBRprpKm27WZ2jw/91MVv0MaINh0pd9RuRp4bLlTV4eYACjK40kDBJtu33ZUrgEeV+7UpTvbD/gSzVf+rcvX8VM/3cEEQJH2A75I8+3c1uUc/NRPDRkjPR67jmb/CFaR3tXNKXu66hgTAEVrS5u3Gts8tcTepMUmbqPuH8FtpIV9SqxZoO4zAVApewPvpJk2753Y5qmFlgJvA9ZR9o9gHWltax/3a2dMAFTaUlJbZJsnTdoVeBbwWeJGz24izeV/FLCw3qmow0wAVMsuwFOAT2Gb1xkuB1zeIuBRwBHAQ0jLUu43wHbXARcB3wFWAucD64tEqL5yOWA1YRHwSFKb91Bm1+ZdDHwb27wqTACasSewAtgD2J2U3d4E3AzcCFw6+a+UwwRAbTFTm3cZsLax6EbU3KYDGFFrsbJLGh22eS3kaoCSJI0gv6GU+mecNN7kz4BHZOxnH2AJcAtphsmJ/NAkSVK0uwB/B1xF/GdYlwN/M3kMSZLUAvcF/hXYTNlvsac+zfoYcO8qZyZJku5kKfBxmlmudQvwIeCA4mcpSZKA9PnucZSffW2QciPwMvykWJKkog6kfatQTgCfB/YveN6SJI2sh9DeNdkngCuB3yp29pIkjaBnkD7Ha7qTn6ncDDyt0DWQJGmkHAlspPnOfdCyCXhekSshSdKIOJLUoTbdqc+2bAT+oMD1kCSp9x5EeqTedGc+bLkF+O3wqyJJUo8tA66l+U48t1wDHBR8bSRJ6qVx4Os033lHlXNx3RFJkmb0OprvtKPLSaFXSJKknvkN4FbqdMpbqDeN8C3AoYHXSZKkXvk8ZTrg64B/In2edx9gt62OuTtpQaHnAx8AbigUw+dCrpAkST1zBPGd7vdJnxLOm0Uc84HnAD8sEM8jZhGHJEkjYSVxHe0a4E/JW6RnHDgaWBsY19cy4pEkqXceQlwn+z/AIYGx3ZX0JCEqvgcExiZJUqd9kJjO9avAwgLxLSbuCcX7C8QnSVLnLARuIr9j/RZpQF8pewIXBcS5vnCckiR1wrPI71SvA5ZWiPUwYHVAvK4TIEkaeWeR36E+o2K8zwmI98yK8UqS1EpXk//ev7ZzM+KdAK6sH7IkSe2xgvy76UdXjxoelxHvVDm4etSSJLXEkeR1ohfWD/nXLtlJXG17bSFpO+NNByCNuMMyt/9kSBTNHDv33CVlMAGQmnWXzO2bnFkv99i55y4pgwmA1Kyc9+ATwA+iAhnC9zK3XxYShaShmABIzVqUse3VwM1RgQxhHWn+gWHlnLukTCYAUrNyZsRbGxbF8HJicDZAqUEmAFKzcv4GN4dFMbyNGdvOCYtC0qyZAEjNWp+xbRseoS/O2Dbn3CVlMgGQmnVTxrZLgblRgQxhPnBgxvYmAFKDTACkZq3O2HY+zX5Lfw/yEpCcc5eUyQRAatbPMrdvYhrgKUdkbp977pIymABIzbokc/unh0QxnNwlfS8OiUKSpA76LfLm098EHFI7aOBQ0lcIObHfr3rUkiS1xFzSt/Q5Hem7qkcN78+IdwJYg58BSpJG3GfJ60w3AvetGO+9gQ2ZMf9HxXgl7YBjAKTmfTVz+7nA+4B5AbHMZFfgQwHHyj1nSZI6bynpXX7OHfUE8PbCcY4BnwiIcyOwf+FYJUnqhC+Q37FOAK8vGOObgmI8u2CMkiR1ypHEdK4TwAdJkwRFWUB67B8V3zMDY5MkqdPmkCbGiepkzyfm88BDgW8FxnUxjv6XJGkbLyauo50AbiY9tt97iFj2Af4euDU4pj8eIhZJknptPrFPAabKTcBZwNOAPXZy/D1JMwt+hJQ8RMfxU+p8qSBpAGNNByBpG08Avlhw/1uAy4BLuWMxnr1IrwtWUPbT4McDXyu4f0mSOu1TxN99N10+HnqFJEnqoX2BK2m+044qV5DGFEiSpBk8ijRhTtOdd27ZCDwy+NpIktRrf07zHXhueVX4VZEkaQS8jeY78WHLKQWuhyRJI2GM2Fn4apUz8SsjSZKyjNGtJwFn4EqjkiSFeQ2wmeY7+OnKZuAvi529JEkj7LHA1TTf2W9friNNYiRJkgpZSpotsOlOf6p8Hjiw6BlLkqRfewppSt+mOv6rgKNKn6QkSbqzhaT37tdQr+O/GvgLYPcK5ydJknZiV+BY4PuU6/i/B7xs8liSJKll7gO8Gfh/5H01sBn4LvD3wOFVz0BScU7UIfXbXqR1BQ4H7gEcRlqYZw/S6wOAm4AbgeuBS4CLgAuB87ljyWBJPfP/AYSiFzc26jP7AAAAAElFTkSuQmCC",
"path": null
} | Generate code for a svg of a black and white company logo, possibly featuring a stylized snowflake design with six dots incorporated into the image, making it look like a graph. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 19.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 512 512" style="enable-background:new 0 0 512 512;" xml:space="preserve">
<g>
<g>
<path d="M480.156,224.157c-15.158,0-27.867,10.649-31.062,24.856h-85.89l-32.748-56.403l67.745-67.744
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"path": "emoji_u1f469_1f3fe_200d_2764_200d_1f468_1f3fc.png"
} | Generate code for a svg of a couple with heart: woman, man, medium-dark skin tone, medium-light skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
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<g id="hair_4_">
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</linearGradient>
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<g id="head_358_">
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"path": "f465aee211ef956683d9cd1c79ef7861a15e66eb85225912376add02bf3d8f7b.png"
} | Generate code for a svg of a a black and white image of a no right turn sign | <svg width="24" height="24" viewBox="0 0 24 24" fill="none" xmlns="http://www.w3.org/2000/svg">
<path d="M9.99986 6.35V4.26C9.33986 4.43 8.70986 4.69 8.11986 5.01L9.61986 6.51C9.74986 6.46 9.86986 6.4 9.99986 6.35V6.35ZM19.9999 12C19.9999 9.79 19.0899 7.8 17.6399 6.36L19.9999 4H13.9999V10L16.2399 7.76C17.3199 8.85 17.9999 10.34 17.9999 12C17.9999 12.85 17.8099 13.65 17.4899 14.38L18.9899 15.88C19.6299 14.74 19.9999 13.41 19.9999 12ZM4.26986 4L2.85986 5.41L5.21986 7.77C4.44986 8.99 3.99986 10.44 3.99986 12C3.99986 14.21 4.90986 16.2 6.35986 17.64L3.99986 20H9.99986V14L7.75986 16.24C6.67986 15.15 5.99986 13.66 5.99986 12C5.99986 11 6.24986 10.06 6.67986 9.23L14.7599 17.31C14.5099 17.44 14.2599 17.55 13.9999 17.65V19.74C14.7999 19.53 15.5499 19.2 16.2299 18.78L18.8099 21.36L20.2199 19.95L4.26986 4Z" fill="black"/>
</svg> | |
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} | Generate code for a svg of a a black and white image of a spade symbol | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 512 512"><path d="M478.4 224.1l-192.3-210.9c-15.31-16.88-44.81-16.81-60-.0625L33.59 224.2C9.1 250.1-1.844 283.4 .2188 318c2.094 34.63 17.88 66.38 44.38 89.34c24.19 21 55.28 32.56 87.63 32.56c37.63 0 73.63-15.78 98.72-43.28L232 395.5V464h-48C170.8 464 160 474.8 160 488S170.8 512 184 512h144c13.25 0 24-10.75 24-24s-10.75-24-24-24h-48v-68.51l1.062 1.166C305.4 423.4 343.1 440 381.7 440c31.44 0 61.09-11.25 85.72-32.56c26.56-23 42.31-54.78 44.41-89.41C513.8 283.4 501.1 250.1 478.4 224.1zM435.9 371.1C420.2 384.8 401.4 392 381.7 392c-24.22 0-49.78-10.88-65.09-27.66l-42.84-46.97C269.2 312.4 262.8 309.6 256 309.6S242.8 312.4 238.3 317.4l-42.81 46.94c-29.81 32.63-85.91 35.91-119.4 6.781c-16.72-14.44-26.62-34.31-27.91-55.94C46.84 293.6 54.28 272.7 69.06 256.5L256 51.56l186.9 204.9c14.81 16.25 22.25 37.09 20.94 58.69C462.6 336.8 452.7 356.7 435.9 371.1z"/></svg> | |
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"path": "60efa854702f2d4f421b711a803c0d3bf5de30ee92f1b6c9a715646fdfa9dad4.png"
} | Generate code for a svg of a a blue and white icon of a bottle of perfume | <svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px" width="48px" height="48px" viewBox="0 0 48 48"><g >
<path fill="#B3B3B3" d="M43,46H5c-0.553,0-1-0.447-1-1v-6c0-0.553,0.447-1,1-1h38c0.553,0,1,0.447,1,1v6C44,45.553,43.553,46,43,46z
"/>
<path fill="#335262" d="M28,24V10l5.316-1.773C33.725,8.091,34,7.709,34,7.279V3c0-0.552-0.448-1-1-1H15c-0.552,0-1,0.448-1,1v4.279
c0,0.43,0.275,0.813,0.684,0.949L20,10v14L4.735,29.088C3.102,29.633,2,31.161,2,32.883V40c0,0.552,0.448,1,1,1h42
c0.552,0,1-0.448,1-1v-7.117c0-1.722-1.102-3.25-2.735-3.795L28,24z"/>
</g></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a delicate sakura blossoms in soft crimson hues. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#d5b0a2" d="M0 0h96v11q-9-9-19-6-3 4-4 1-5 2-5 6-5 0-5 5l2 2 8-1q3 0 5 3H62v16h16-17l-2-1q-1 11-3 0l-4 1q-1 3-3 2V29q9-1 3-9 12-13-6-10l-1-3q-8 4-11 10 0 2 3 2l-2 2H17v15h18q-2 2-2 5l4 10h4l16 7q1-5 5-2-3 2 1 2-3 2-2 6-3 1-4 4-1-9-2 0h-1l-3-4-1 1h-8q0-3 3-3l2-3-1-2-1 1q-2-4-2-1l1 4-2 1q-1-2-3-2l-4 1-1-2q0-4 2-1 3-2 3-5l-6-2-4 6q-1-3-3-2l3 3 2 1 3 2-1 1q3 4 0 8-3-2-5-1l5-2q-3-4-7-4h-9v21h6v2l-12-1-4 11H0z"/><path fill="#d3afa2" d="M78 37v8l1-2 3 5q2-2 2 1l1-2 3 6h-7q0 2 2 1l2 2q2-3 4 0 3 7-5 10-1-5-3-1-1-3-3-2l-15-1-1-2q-2 0-1 3l-1 1q-1-4 2-6-4 0-1-2-4-3-5 2l-16-7h-4l-4-10q0-3 2-5V21l2-2q-3 0-3-2 3-6 11-10l1 3q18-3 6 10 6 8-3 9v10q2 1 3-2l4-1q2 11 3 0l2 1z"/><path fill="#d3b0a3" d="M96 11v59q-3 3-4 8 3 4 0 9-4 3-7 0-2 1-1 4-4 0-6-4 1-2-1-2l2-1V63q2-1 3 2 2-4 3 1 8-3 5-10-2-3-4 0l-2-2q-2 1-2-1h7l-3-6-1 2q0-3-2-1l-3-5-1 2v-8l-1-16q-2-3-5-3l-8 1-2-2q0-5 5-5 0-4 5-6 1 3 4-1 10-3 19 6"/><path fill="#e7beab" d="m78 21 1 16H62V21z"/><path fill="#e8c0ad" d="M35 21v15H17V21z"/><path fill="#562e31" d="m29 57-3-3q2-1 3 2"/><path fill="#bf423e" d="M34 59h-3l-2-1v-1l4-6 6 2q0 3-3 5-2-3-2 1"/><path fill="#ba423f" d="m45 62-1-1-1-4q0-3 2 1l1-1 1 2z"/><path fill="#6d3e3e" d="M44 61q-3 0-3 3h-2l2-3z"/><path fill="#724b48" d="m64 62-2 1q-1-3 1-3z"/><path fill="#ad3732" d="m42 62-2 3-1 3h-3l-1-7 4-1q2 0 3 2"/><path fill="#d6ac99" d="M40 65h2l2 4-5-1z"/><path fill="#a76a64" d="m61 64-5 7-1-3q1-9 2 0 1-3 4-4"/><path fill="#964440" d="M26 63q4 0 7 4l-5 2q-6-1 0-3z"/><path fill="#9d5958" d="m50 65-5 2 2 4-8-3 5 1-2-4z"/><path fill="#ca4240" d="m54 68 1 3-1 1q-2-3-1-4"/><path fill="#e7c1af" d="m64 62 15 1v21H61v-3l3-1q5-6-1-10l-2 1h-5l5-7 1-1z"/><path fill="#d6b1a3" d="M54 68q-1 1 1 4l1 1 5-2v13h18l-2 1q2 0 1 2 2 4 6 4-1-3 1-4 3 3 7 0 3-5 0-9 1-5 4-8v26H7l4-11 12 1q5-1 6-5 4-3 5-8 2 0 2 3h4q-1-5-5-4-1-3 1-4h3l8 3-2-4 5-2 1-1z"/><path fill="#e2bead" d="m26 63 2 3q-6 2 0 3 2-1 5 1l-4 11-6 3h-6V63z"/><path fill="#312526" d="M31 59h3l1 2 1 7q-2 1-1 4l-1 1q-1 5-5 8l4-11q3-4 0-8l1-1z"/><path fill="#aa3d3b" d="m34 73 1-1q4-1 5 4h-4q0-3-2-3"/><path fill="#cd8e7e" d="M61 81V71l2-1q6 4 1 10z"/><path fill="#393030" d="M29 81q-1 4-6 5v-2z"/></svg> | |
{
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"path": "emoji_u1f9d1_1f3fc_200d_1f91d_200d_1f9d1_1f3fc.png"
} | Generate code for a svg of a people holding hands: medium-light skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g id="couple_x5F_holding_x5F_hands_x5F_person_x5F_right">
<g id="arm_x5F_left_3_">
<g id="arm_x5F_left_x5F_fill">
<linearGradient id="SVGID_1_" gradientTransform="matrix(-0.9876 0.1567 0.1567 0.9876 115.8506 -8.2272)" gradientUnits="userSpaceOnUse" x1="48.3728" x2="65.0297" y1="56.7438" y2="78.7774">
<stop offset="0" style="stop-color:#CCA47A"/>
<stop offset="0.4049" style="stop-color:#E0BB95"/>
</linearGradient>
<path d="M71.96,53c0,0-3.53,11.93-5,15.33l-4.39,11.02c-0.7,1.55-0.08,3.58,1.39,4.43l0,0 c1.69,0.97,4.14,0.24,4.95-1.53l12.54-26.41l-1.01-3.46L71.96,53z" style="fill:url(#SVGID_1_);"/>
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"path": "emoji_u1f970.png"
} | Generate code for a svg of a smiling face with hearts | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
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<stop offset="1" style="stop-color:#F4A223"/>
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<g id="three-heart-face_2_">
<g id="blush_3_">
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",
"path": "80ca2aaa6683138b4be5563cfc53b87619315c7b63187e4e38d1a909af0369af.png"
} | Generate code for a svg of a a gray and white image of a lightning bolt in a circle | <svg xmlns:cc='http://creativecommons.org/ns#' xmlns:dc='http://purl.org/dc/elements/1.1/' height='16' id='svg7384' xmlns:osb='http://www.openswatchbook.org/uri/2009/osb' xmlns:rdf='http://www.w3.org/1999/02/22-rdf-syntax-ns#' xmlns:svg='http://www.w3.org/2000/svg' version='1.1' width='16' xmlns='http://www.w3.org/2000/svg'>
<metadata id='metadata20854'>
<rdf:RDF>
<cc:Work rdf:about=''>
<dc:title/>
<dc:format>image/svg+xml</dc:format>
<dc:type rdf:resource='http://purl.org/dc/dcmitype/StillImage'/>
</cc:Work>
</rdf:RDF>
</metadata>
<defs id='defs7386'>
<linearGradient id='linearGradient5606' osb:paint='solid'>
<stop id='stop5608' offset='0' style='stop-color:#000000;stop-opacity:1;'/>
</linearGradient>
<linearGradient id='linearGradient4526' osb:paint='solid'>
<stop id='stop4528' offset='0' style='stop-color:#ffffff;stop-opacity:1;'/>
</linearGradient>
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<g id='layer2' style='display:inline' transform='translate(-532.00004,-180)'/>
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{
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} | Generate code for a svg of a a desktop cluttered with sticky notes and reminders. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fafbfb" d="M0 0h96v96H35q2-7 7-11l2-4-2-1q-6-6-12-6l-10-5q-4-4-9-4l-2-1-9-5z"/><path fill="#fade88" d="M85 26h6v4h-6z"/><path fill="#35889b" d="M72 30h10v5H72z"/><path fill="#f2cd78" d="m12 43-5-1v-3h5z"/><path fill="#f5ba59" d="M39 39q4 0 4 5h-4z"/><path fill="#f3e2b5" d="m7 42 5 1H6z"/><path fill="#f5ddb1" d="M39 39v5h4l-5 1q-1-4 1-6"/><path fill="#f8df89" d="M73 46h7v6h-7z"/><path fill="#f9dd81" d="M47 45h6v5h-6z"/><path fill="#99d9bf" d="M7 49h7v6H7z"/><path fill="#f7edc6" d="M47 45q3-2 7-1v7l-7-1h6v-5z"/><path fill="#f6dc8e" d="M19 50h5v6h-5z"/><path fill="#e88e75" d="M61 51q0-2 3-1v5l-3-1q3-1 0-3"/><path fill="#ec6a42" d="M61 51q3 2 0 3-4-1 0-3"/><path fill="#f0c487" d="M83 50v5h5v-5l1 6h-7q-1-4 1-6"/><path fill="#f19938" d="M83 50h5v5h-5z"/><path fill="#efb4a0" d="M33 54h6v6h-6z"/><path fill="#97968e" d="m0 59 9 5-9-3z"/><path fill="#f8e283" d="M41 62h4v4h-4z"/><path fill="#f8e59c" d="M48 63h4l-1 7-4-1z"/><path fill="#8d8b85" d="M11 65q5 0 9 4-6-1-9-4"/><path fill="#448397" d="M71 61h8l-1 10q-6-5-7-10"/><path fill="#fcf4bd" d="M64 66h3v5h-3z"/><path fill="#f9e89e" d="M42 69h4v4h-4z"/><path fill="#f4bc5a" d="M53 68h3v4h-3z"/><path fill="#f3e7d0" d="m0 61 9 3 2 1q3 3 9 4l10 5 10 6-4-1q-8 6-11 17h-7l-3-3 7-15-22-6z"/><path fill="#777a76" d="M30 74q6 0 12 6h-2z"/><path fill="#f7e58f" d="M52 75h6v5h-6z"/><path fill="#e0e5e3" d="M18 96H0V72l2-1 20 7-7 15z"/><path fill="#e8ebe8" d="M40 80h2l2 1-2 4q-5 4-7 11H25q3-11 11-17z"/></svg> | |
{
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"path": null
} | Generate code for a svg of a blue-and-white soccer shoes making their mark on the turf. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f9f9f8" d="M0 0h96v53h-9q0-10-4-18-4 1-4 5l-4-1q-5-10-11-3 6-1 5 6h-3q-4-3-5-6l-6-1-12 10 3 5-1 1-7-3-6 5H0z"/><path fill="#41aada" d="M66 42q-4 0-6 3l-2 1-4-1v4l-8 1-3-5 12-10 6 1q1 3 5 6"/><path fill="#e4edef" d="M69 42q9 3 12 13-4-1-7 2l1 1 10-2v1q-4 6-12 3l-3 2q-4-1 0-4h-2l-5 1 4-8q-7 0-11 5l4 3h-4q-9-6-16 2l16-1 1 1h3q3-3 2 2l-5 1h-5l-3 3 3 3q-3 2 1 2l-3 2q0-3-2-3v1q-3-2-4-5 3-1 1-3l-7-1h-1l-4-3-2-4q6 8 14 0 5-3 0-5l1-1 8-1 2 4 13-9q-3-2 0-2"/><path fill="#38a2d6" d="m79 40-2 1q6 1 6-6 4 8 4 18-2 0-2 3l-10 2-1-1q3-3 7-2-3-10-12-13 1-7-5-6 6-7 11 3z"/><path fill="#166398" d="M83 35q0 7-6 6l2-1q0-4 4-5"/><path fill="#9bb6c3" d="M66 42h3q-3 0 0 2l-13 9-2-4v-4l4 1q-2 2 1 3 2-3 5-2l-1-3-3 1q2-3 6-3"/><path fill="#e9f1f4" d="m58 46 2-1 3-1 1 3q-3-1-5 2-3-1-1-3"/><path fill="#33b2e5" d="M45 51q5 2 0 5-8 8-14 0l2 4-2 3-4-1-1-6-3-2 9-1 6-5z"/><path fill="#196599" d="M71 51q5 1 0 4z"/><path fill="#37ace3" d="M63 59h-3l-4-3q4-5 11-5z"/><path fill="#c2dc94" d="M87 53h9v14l-4-1-1-4-5 1q3-4-1-6v-1q0-3 2-3"/><path fill="#3fafd2" d="M0 53h32l-9 1 3 2 1 6q-5-3-5 2l-7 1-15-2z"/><path fill="#38a8d8" d="m56 59-16 1q7-8 16-2"/><path fill="#a7bdc5" d="m68 58-2 3-4 2q1-5-2-2-1-3-3 0l-1-1v-1h7z"/><path fill="#f3f4e9" d="M9 60q2-1 3 1-3 1-3-1"/><path fill="#2b464a" d="M60 61h-3q2-3 3 0"/><path fill="#54857c" d="M68 58h2q-4 3 0 4v2l-4-1v-2z"/><path fill="#2b3f2e" d="M85 57q4 2 1 6l-15 1h-1v-2l3-2q8 3 12-3"/><path fill="#1b3925" d="m33 60 4 3q-3 3-6 0z"/><path fill="#213123" d="m38 63 7 1q2 2-1 3-4-1-6-4"/><path fill="#254950" d="M66 61v2l-9 3v-2l5-1z"/><path fill="#f2f5f3" d="m66 63 4 1h1q-1 3 2 6l9-1 2 6-1 3q-3 1-2 5-6-3-9 2 0-3 2-4-1-2-3 1-1-1 1-3h-2l-5-2 1-2q-3 0-3-2l-2 3-2-2-1 1-1-3-3 2-1-2q-4 0-1-2l-3-3 3-3h5v2z"/><path fill="#21292b" d="M49 67q-3-1-1-2z"/><path fill="#439079" d="m27 62 4 1q3 3 6 0h1q2 3 6 4 1 3 4 5l-1 2-4-2-1 4-3-6-9-1v-5h-8q0-5 5-2"/><path fill="#d6e5c7" d="m92 66-7 5-1 4-2-6-9 1q-3-3-2-6l15-1 5-1z"/><path fill="#e1ebbf" d="m92 66 4 1v22l-3-1-4-6-6-4 1-3 1-4z"/><path fill="#40774d" d="m0 63 15 2 7-1h8v5l9 1 3 6 1-4 4 2 1-2v-1q2 0 2 3l3-2 1 2q-1 4 1 1l2 3q-3 1-2 4l4-1q2 0 2 3l1-1q1 4 4 1l3 6 3-3 3 2q0-5 5-5-7 6 0 2h4l7 2-2 3h5v2l2 1v2H0z"/><path fill="#96c8c3" d="m65 77 5 2-4 2zh-1z"/><path fill="#44937e" d="m65 77-1 1zl1 3 4-2h2q-2 2-1 3 2-3 3-1-2 1-2 4 3-5 9-2l3 3h-4q-7 4 0-2-5 0-5 5l-3-2-3 3-3-6q-3 3-4-1l-1 1q0-3-2-3l-4 1q-1-3 2-4l-2-3q-2 3-1-1l3-2 1 3 1-1 2 2 2-3q0 2 3 2z"/><path fill="#c4db9b" d="m83 78 6 4 4 6h-2l-7-2-3-3q-1-4 2-5"/><path fill="#83b49b" d="M91 88h2l3 1v5l-2-1v-2h-5z"/></svg> | |
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/OXBAWDS26p6AIbWd5y5YjwKTw6IprpmkZ1LkM/Ac0pcOqbEO4DRiL7y/omH5vb6D77n+XFwo5pSAky/je418Iy6UQptC6qONfBaeQXmvSzEQPRrwQuq3JN5g9sH37eYWyv2ZSwk4GQvcht910gXsFxZNsY0DfkHsM/GbIZFJ4XyR2AvtNMo3EMjLWOAu/M71EmD7sGh8KAGvtCNpNzCv6+UOirkjVg6jgB8Q+2wsw8p0Yuh9xF5g36XcD0Brp+B7vquwhrYS8Ko+gu818+m4UAqvA/gasc/ID4ZEJtkdQ+zi5P8TE1ZpbAe8iN/5vppqDO5QAl5VJ6ltva6bF4FtwqIpB+/1ufuWFcCRMWFJLruT5t5GXVRfigmrVC7H73w/D2wSF4orJeDVbUhaRMPr+rkqLpTS+Bhxz8vFwN4xYUm0DYmd76ZPWqt7E77n/O1xobhTAh7YCfheQ6+PC6U0PoD/DmW9ZTbV+REtPdbCf4P33tJNumBlVeOBh/E77+fHhRJCCXhwF+B3HT1IGg0sq/pn4pLw7Wjd6MoYA1xBXPJ9b0xYpfNp/M57Fdf2VQIe3Ax8l1D8RFwopfIe4pLwZcDomLDE03eJuWAawEeDYiqbjYBF+J33d8eFEkYJeGieMxkWo8+gg/kAcc/THwXFJE4+QdzFol/Ng/Nc6vMaqpdcQAl4OB34jor+aVwopfMvxD1X/yMoJjF2HL4rLfUt/xUUUxnth99nqxdJ05qqSAl4eFvjt0BHN/CquFBK57+IebZ2U+/9m0tpF9JnpIgLRGvJDq4TuAm/c1/lkeZKwM35DH7X161UY065l/8l5hm7FO0cVxpTgIeIuTBOp7oPNgsn43fu76Hao1WVgJszFrgTv+vsPXGhlE4H8D1inrWzgHVCopK2dQKXEHNB/BT9Oh7KJNKexx7nvgt4ZVwoWSgBN28f/Fa3m026lmVgHaTBUhHP3CvQevqFdgoxF8L5aIj8cD6F3/n/bmAcuSgBt8bzTUwDLIc2Gt+52X3LZ4JikhYdScygqz9S7U+fFtbBb57m08DacaFkowTcmnXwW6ZyPqlrSwY3jvRs9H7+dgGvDYpJmjQTeBb/xr8HmBoTUql9Bb82ODkwjpyUgFv3QfyuO63rPryppGek93N4HrB5UEwyjPGkzde9G/0ZYMugmMpsBn4j0G+jPn1ASsCtG0VaxtDj2ltCWlBGhrYZMBf/5/FtwMSgmGQIZ+Df2EuAfaMCKrkf4tcOB8WFkZ0ScHsOxu/6+15gHGW2J74r3/UWLZaSWcSyaF3AsVEBldzWwHJ82uG8wDiKQAm4fefjcw0uR3sGN+soYvZdr0uXVOHsAbyEfwP/v6iAKuA8fNpgKenTVp0oAbdvJumrlce1eG5cGKX3Ifyfzy8Cu0YFJMlEYjr7vxYVUAXsid+Sk58PjKMolIBHxmupxG60KlMrTsX/OX03MCEqIInZ4ehXaKGNVlyKTzs8AawRGEdRKAGPzETgMXyuyYsC4yi7TuDX+D+vvxUVUN0dif+elHdSz4d+u/bEry1ODIyjSJSAR+7d+FyT3eizZysmA3fh+8zuBo6ICqiu1sVvecPesoDq7rDj5Vf4tMWd1GfaUX9KwCM3Cr8Hf90GBY7UVqQFTTyf3U8B60UFVEe/xbcBu0ij96R52+G3AtnrA+MoGiVgG2/C71mxQ2AcVXA0/qsVXhgWTc28H9+Ga6B1RttxNj5tcSP1TRqgBGzpr/hco2cGxlAVn8P/OX5SWDQ1sSWwEN9G+y0adNWqzfGb93twYBxFpARs50B8rtFl1G963Eh1kgaxeT7LF6H52mZGA9fj22D3UY8F/q39AJ/2uCIyiIJSArZ1JT7Xah125rI2mTR1yPOZfjMwJiqgKvsCvg21ANg+LJrq2JA0Cd66PbqBvQLjKColYFt74TN7Yilp/XNpzY74f9Ws4/oBpnbH7xNnb3lTWDTV8nV82uOCyCAKTAnYntcSlV+NDKJCjsf32b4c2C0smooZjf8uR/p81J518VlsfQX6GtFLCdie14j9RcC0wDiq5DR8n/E3U9+pjCPyUXwb5k60fFm7PoNPm5wdGUTBKQH78Fqv/NORQVTIRPz7gz8SFk1FbIpv/8CLwC5h0VTLWHwWQ+km9QtJogTsYxd8+oJnk+4Nad2OpL50r+f9YtKMDWmS9zD1D8WFUjnvwKdNNIF+VUrAfn6HzzV8QmQQFfMRfJ/5l8aFUm5vw78h9DBq3434tMt+kUGUgBKwn33xuYZvjgyiYjrwf/F6S1g0JTWVtJ6nVwM8BawfFk317IdPu1wdGURJKAH7+gM+1/I+kUFUjPda/8+gwXJDOhO/k99N2klJ2vcLfNrm0MggSkIJ2Neh+FzLP4sMooIOx3e3ux/FhVIuB+F74jVXb2Q2JC29Z90uN0YGUSJKwP7+jP31vAzYKDKICvJaY6BBuq8OiQulHCYAD+B30u8BxodFU03/jU/bHBsZRIkoAfs7Bp9rWiswjcx40jPbKx/ch/LBKj6N38nuQgN8RmoCqf/Eum3uQhtgDEYJ2F8HaT0A6+v6afSAH6lX4rt14cfjQim2DfCd83tqXCiV9R582uY9kUGUjBJwjPfhc22/KzKIivomfnnhBWC9uFCK6wz8TvIjwBpxoVSWx9Sj50ir4MjAlIBjTASexf76/mtkEBU1EXgQv/zwg7hQimlX/D4zdAOHxYVSWTvi0z5fjAyihJSA43wZn2t858ggKupg/AbndpE2/Kmtq/D7dfPDwDiq7FTs22Y5sHFkECWkBBxnE3x2XdPMCxun45cnfh8YR6G8Eb+TOhuYEhdKZY0lDSixbp/zIoMoKSXgWB5bFT4LjIsMoqLWAp7AL18cExdKMYwF7sfvhL4hLpRK89qv81WRQZSUEnCsA/C51t8cGUSFHYVfvniQmv1Q8txq8OeBcVTdZdi3z99CIygvJeB4t2J/vWsTADu/xC9v/EtgHFmtC8zH5yQuJm1lKCO3EbAC+zbS9IzmKAHHeyf213sXqY9ZRm5jYBE+uWMeNVkn+jv4/Yr5VGAcVfcZ7NvnGdKiHjI8JeB44/FZcOYzkUFUnMdzqbd8MzCOLLbAZ7Rhg/QdX6vP2OgEHsa+jb4SGUTJKQHn4bEO8SNoxTcr4/F5NjVI63hvFhdKvDPw+/VSu5Fsjg7Bp422jwyi5JSA8/Ca964dv+wci18eqexuSVvi9/Z7RWAcdXAm9m30l8gAKkAJOJ8bsL/+z4wMoAYuxSeXLAM2D4wjzFn4nLCXgG0C46i6cfgMkjspMogKUALO52Tsr/8XUBeZpe3w2R61QVr4o1K2wu/t938D46iD12PfRouANSODqAAl4HzWwGeDGHWT2foqPjllBbB1YBzuzsbnRM0lrZIidn6GfTudGRlARSgB53Um9vfBOZEB1MBk0qqHHrnlzLgwfG2Lz3zSBvDewDjqYAKwAPt2OjAyiIpQAs5rf+zvgwVoGp41j+6CBumL7VaBcbjxeKNqAPcBowPjqIM3Y99OD6GHfzuUgPO7G/v74U2hEVTfKOAefHLMWYFxuNgOv7ff4wPjqIvzsG+nT4ZGUB1KwPn9B/b3gzYisfcWfHLMCko+wPdcfE7MLeiBYm0N0lKelu3URVrSUlqnBJzfxti3w2JgUmQQNdBJWmPeI9ecHRiHqW1JD2CPk/LawDjq4q3Yt9OfQiOoFiXgYrgO+/viLaER1MOR+OSa0o6IPg2fE3JtZBA18hvs2+qDoRFUixJwMXwI+/vi16ER1Mc1+OSc7wTGYGIq9p8ze8sBgXHUxZrAUmzbqQuYERlExSgBF8P62I9jeRFNn/TgMXK9Qcpl6wTGMWKfwudEXBQZRI2ciH1b/SE0gupRAi6OP2B/f7w9NIL6uASf3POJyCBGYiw+k6O7gF0D46iT87Fvr/eHRlA9SsDF8U/Y3x+/CI2gPnbGZ+zRk6TcVngeb1MN4JeRQdTIGNI6tZZttQKYHhlEBSkBF8d07JfSnY/WMfDyK3xyUCm+WngNB98zMogaeTX2baXdqUZOCbhYrsT+PtF4Fh974ZODbrE+UOtNog/G5zPxlcDNDvVKGr5vTYsNSNV4fDL2uPcEbsJnDMruFHxZ3Yvw+eVxSGQQNWO9jNtyYN3QCKpJb8DFMoW09allm9wZGkG9HIZPLrowMohWbI1P5/dNkUHUzObYt9dloRFUlxJw8XiMsJ0ZGUDN3IJ9e3VhuEmD5SfoDxvX1+vLDnVK8jqHOi9wqFOkCDymQXrcg5J45I5OUq4rlMn4bGB9P2m3C/Fh/Yu+G639bEVvwMWzKfbPuItDI6iXUaQcYt1mC0lr5xfGe7EPsoH2+/U0AViCbXv9LTSCalMCLqY7sW2XJcDE0AjqxWu/4HdHBjGcv2If4BxgfGQQNXM09m3236ERVJsScDF9Gfv7Rp+h/YwjLaJh3WbXWRycRZ/t9sC+BvX09w3Smqniw+Omv9ShTpEi+Z1DnZqO5Ocl4FsO9b6StONfdv+H/a+LF9FUFm+PYttmz6GVfSzpDbiYRgPzsG2bR0IjqJ/ppJxinaf+NzKIgYwmfSq2DuysyCBqaAvs2+xnoRFUnxJwcf0c+/tnZmQANXQ29m02l7SUb9tG+gn6GNJ2Xda+51CnrHSQQ536/Cx1cYlDnQc51CkreeSU9cjcf/877H9V3BYaQT2dhW2bdaHNF6zpDbi41sV+0aEzQiOop1uxz1e/DY2gjw2x36i6AZwUGURNzcK2za4PPfp6UAIutuuxbZ+HYw+/lt6Pfb5aDsxo94BG8gn6H7FfJOMF1JfobSZpQQFLHp/kRIrMejT0ZsAmxnXKqs4GFhjXOZq0BW9b2k3AHfhMRP4JsNihXlnpQIc6L3eoU6TIrnao0+PelJUW4TPA910Ef2HaD/tX+QawQ2QQNXU6tm22EE0/8qBP0MU2hvRAt2yjH4ZGUE/bYX9vNYC92zmYdt+A39TmvzeUPwB3OdQrq7L+lf1n0lgAkTpZTloB0NJBxvXJ6u4B/uRQ75vb+ZfaScAd+CRgzf31txFpC0JLfzSuT6QsrK/9LUmDW8XXTx3qPI6gr0z7YP/6vhRYK+Lga+7t2LfdfqER1Ic+QRffq7C/n94aGkE9rYn9RjQNYI9WD6SdN+C2XrWHcSFpBLT4sv78vAS42bhOkbK4gXQPWLK+R2V1C/BZ09sjN66igzRfzfqXw1HeBy4A3Idtu3mMBJVEb8Dl8Hts2+me2MOvrddjn8ce8D7ovRwO+mlGuJ6mNGUa9m33mdAI6kUJuBw+i207dQPrhEZQT2OBZ7F/Ju7WykG0+gna4xX7F6QRheJrT4c6NQBL6s76HugAdjeuU1a3DPilQ72un6EfxP4Xg8dewrK6T2Pbbi8CE0IjqBe9AZfDeNIgUsu2+kRoBPW1P/b57H6vg93d4WAfRA+GKL/Gtu309utLCbg8rsW2rc6PPfza6gAewj6v7dzsAbTyCdpj7m/vHo3ir+Uh8sPwmMwuUkbW94JHd5GsrgGc41Cvy2foO7H/pbCdx4HKatbDvu2OCY2gfvQGXB7HYn9/aXvPGDti33a3Wx/khtg/ENyHbMvLjsL+ItsgNIL6UQIuj42xv7+OCI2g3u7Htu26afL52Own6MOxv4F/bVyfDM76k9ZsYI5xnSJl9Tgw17hOfYaOc7FxfR3Aa5r5P7aSgK39xqFOGZh1/69WvxJZ1S3G9SkBx/HIRWY5cxT2E5af6qlXYszGtv20AIc/fYIul1OwbS99YYozCngG2/Z7hiZecJt5A94T+5VZLga6jOuUgW2EfX+t9a99kbKz/iq0PjDDuE4ZWBdwiXGd02hiVaxmEvBhIz+W1ejzcxyPT1lKwCKrusmhTn2GjuORk4bNnTkS8FLgKuM6ZXAtrU3ahCexH3AiUnZPAU8Y16klKeNcQVrdz9Kw/cDDJeA1Sfv/WroC+y28ZHA7GNfn8UtfpAqsP0Nvb1yfDG4R9ru77UfKoYMaLgEfgv1ORSDRvmQAACAASURBVBcZ1ydDs17s5Fbj+kSqwjoBa6GiWL81rm8McNBQ/4fhErDH9KMrHeqUgY0BtjSuU/2/IgOzvje2AkYb1ymDu8KhzhHl0AewHZqt1a9ibYtt+zXQClhRNA2pfGZgf79tHRqBPIxt+9071F821BvwdOzfnqy/scvQrPuQnkfzE0UGMxuYb1ynPkPH+r1xfVsD6w72Pw6VgPczPhCAPzjUKYOzvnnvMq5PpGruM65PCTiWdY7qYIiBzEMl4FcYH0gDuMa4Thma9c17j3F9IlVjfY8oAce6ipSrLA2aSyMT8J2kuXISx/oTtBKwyNCs7xFNRYr1FMP027Zh0K/JgyXgMdgv4G/9bV2G1on9AA4lYJGh3W1c37ZoAF0061y1F4OMZh8sAe8KTDQ+CPX/xtoUmGRcpxKwyNCs75E1SPsNSxzrBDwJ2Hmg/2GwBGz9+bkLuNa4Thma9aerJcBjxnWKVM0s7Ff6Uz9wrGtI0wAtDZhTB0vA+xr/5bdhPzxfhmZ9096L/UUpUjXdwP3GdaofONY84HbjOltKwNZvwDcY1yfDU/+vSB7W/cBajCOedc5qOgHPAGYa/+U3Gtcnw5tpXJ/1Q0WkqqxH0W5qXJ8Mz3rTmc1JezyvYqAEbP35GbSDTg6bGNdn/VARqSrrH6tKwPE8ctZqb8EDJeBdjf/ShejhHa0D+wRs3a8lUlUPGdenBBzvbtIWhZZWy60DJeAdjf/Sm9HgnWjTgQnGdT5qXJ9IVVnfK5OAdYzrlKF1Yb/16mp7sw+UgHcy/kvV/xvP+hfzPNKXDBEZ3nxggXGdeguOZ/0ZerWX2/4JeAKwmfFfqv7feNafn/X2K9Ia6znzSsDxrHPXlvT7Mtk/Ae8AjDL+S/UGHM/6ZlUCFmnNLOP6ZhrXJ8Ozzl2j6Lc+Q/8EbN3/Oxd43LhOGZ51AtYKWCKtsf7RqjfgeI8ATxvXuUqO9U7AtxjXJ83RG7BIXrOM61MCzsN6IFZoAtYG7nkoAYvkpT7garCe0z1kArYeAa3lC/NQAhbJS5+gq8E6hw2agKeQlqG0pAQcb01gbeM6lYBFWjPLuL6pwGTjOmV41jlsY/o8n/smYOvPz6AVsHLYyLi+JcCzxnWKVN3TwFLjOq3vbRmexxr4Ly/I0TcBW295NRt4wbhOGd504/oeAxrGdYpUXQP7fmDre1uGN580m8fSy7m2bwK2XoBDu+fksa5xfU8a1ydSF9b3zjTj+qQ51p+hX861fROwdSe/+n/zsP6V/JRxfSJ18YxxfdY/rqU51rns5ZUK+ybgmcZ/iRJwHtY3qfVDRKQulICrwTqXzez9g96Aq0cJWKQYlICrwTqXvZxrexPwOGA947/kPuP6pDnW/UQaAS3SHutlDJWA87BOwDOAsbAyAW/CwFsTtutF7EeOSXPUByxSDNZvwBoFnccc4CXD+jpJ84FfTrozDSsHeAJNXclFn6BFikGfoKuhQZpWa2lTWJmAtXtOdSgBixSDPkFXh3VOmwl+CVhbEObRSVqyzpISsEh7rO+daUCHcZ3SHOuctsob8EzjypWA85gKjDasbznwvGF9InUyD1hhWN9o7Nd5l+a4JmC9AVeD9SeqZ1Ffvki7GsBzxnXqM3Qe1jltJqxMwNa7ID1hXJ80Zx3j+vT5WWRkrPuBtRxlHtYJeENYmYCtH9x6A87DersyzQEWGRnrN2BtSZiHdU5bB1ICHg2sZVy59o/NYw3j+hYa1ydSN4uM65tkXJ80x3oU9NrA6N5Rs5Yj6xYCCwzrk+ZNNK5vsXF9InVj/SPW+ke2NGc+ts/DDmBKJ+o3rBLrm9P617tI3Vj/iNUbcD7WXXJTPRLwfOP6pHlKwCLFYn0P6Q04n3nG9a2jBFwt1r+OlYBFRkZ9wNVhnduUgCvG+uZUH7DIyOgTdHW4JGDrpQuVgPNRAhYpFn2Crg7rT9DqA64Y9QGLFIsScHXoE7QMSX3AIsWiPuDqKMUnaOvXdGmePkGLFIvegKvD5RO0dYPqDTgffYIWKRa9AVeHdW6b3AmMM65UCTgffYIWKRa9AVeH9Rvw2A7gz8B+xhWLiIjI4K7rBMbmPgoREZGaGasELCIiEm+cErCIiEg8vQGLiIhkoAQsIiKSgRKwiIhIBuoDFhERyUBvwCIiIhkoAYuIiGQwthPoyH0UIiIiNdPRCbyU+yhERERq5qVOYFnuoxAREamZZUrAIiIi8ZSARUREMtAnaBERkQz0BiwiIpKBErCIiEgGSsAiIiIZqA9YREQkg2UAfwAahuXQyAhkFbdj25a7xR6+9NGNbVtqxbs8dsG2Hf8ee/jSxyHYtuXVHithTTGuT5q32Li+NYzrE6kb63tokXF90rypxvUt6wQWGleqBJyP9c05ybg+kbqxTsDWP7Kleda5bUEnMM+4UutfCdI8vQGLFIvegKvDOrfN6wSeM65Ub8D5KAGLFIvegKvDOrc9pwRcLda/jpWARUZGb8DVoQQsQ7L+daw+YJGRsb6HlIDzsf4E/ZxHH7AScD5KwCLFYn0P6RN0Pta5TX3AFaM+YJFiUR9wdegTtAxJfcAixaI+4OooxSfoacb1SfOUgEWKRW/A1bGOcX3zexNww7DSycDahvVJ85YY16c+YJGR0RtwNUzFti276ekDXgG8YFgxwMbG9UlzrG/Oycb1idSN9T2kN+A8NjKu7wWgq7PnP1j3AysB52G9rKi6E0RGxvoesr7HpTnWOe05gN4EPNu4ciXgPJ41rm9d4/pE6ma6cX3PGNcnzdnEuL4nYWUCnmVcuRJwHtY35zRWXiMi0poO7AfuKAHnYZ3TZsHKh+ujxpUrAecxj9Snb2U0GlAn0q6ppHvIygrgecP6pHnWOe1R8EvA1q/r0pwG9v35+gwt0h7re+dZbGesSPOsc5prAtYbcD7Wn6is+7BE6sI6Aevzcz6un6BnGVe+Ean/Q+JZ36R6AxZpjwZgVUMHMMO4zlXegB8jTQy2Mg5Y37A+aZ4SsEgxWE9BUgLOYwNSTrPSDTwOKxPwS8BThn8BwDbG9Ulz9AlapBis752njeuT5mxrXN9sYBmsOsVklvFfsp1xfdIcvQGLFIP6gKvBOpe9POaqc6D/0ogScB5KwCLFoARcDda5bFbvHzzfgLc3rk+aowQsUgwe05AkXsgb8Czjv0RvwHlYJ+ANjesTqQvrBfyVgPMIeQO+2/gvmQGsZVynDM96oMYmaEqZSKs6sF+8QYOw4k0hjYK29HKu7ZuA7zT+S8B+9JgM7wnj+iaiXZFEWjUdmGBcp/W9LcOzfvttAHf1/oe+CXg+PTs0GFI/cLwF2K8Xu6lxfSJVZ33PzCfd2xLLOgE/Tp/nc/+dbqzfgtUPnIf1iPaZxvWJVJ11Ara+p6U51jlslRzbPwHfYfyX7WBcnzTH+mbVG7BIa1wW75dw1jnsrr7/oX8CvgtbexnXJ81RAhbJa6ZxfbOM65Pm7GFc35BvwNafoNdFD+8clIBF8tIn6PLbHPu53Kt8ZR7oDbjL+C/UW3A8JWCRvJSAy886d3UB9/b9L/on4KXAw8Z/qRJwPA3CEslLCbj8rHPXg6Qc+7L+CRjsP0PvbVyfDO8x4/rWQouqiDRrTezvFyXgeNYJeLXcGpGA9xjk7xE/T9Pvl5aBmcb1iVTVTOP6lqBlKKONAnY3rnO1Qc4DJca/Gf+lk9GKWNEa2L8Fb2Fcn0hVbW1cn95+420HrGFc52q5daAE/BfjvxT0GToH6wSsRVVEmuO2e46E8chZ1/f/LwZKwE9hP+dMA7HizTKuTwlYpDnWX/yUgOPtaVzfw8Dc/v/lYH2z1m/B+xjXJ8O7z7g+rest0hzrH6vW97IMzzpn/XWg/3KwBLzaq/II7Ura1kni3Dv8/6Ul26DBdCLD6STdK5buMa5PhrY2sItxnQO+1Ea9AY8CDjCuU4Zmvb/zRLQgh8hwNiXdK5as72UZ2sGknGWppQR8O7DY+AAONq5PhvYo9m2ofmCRoVnfI4tJW9hJnFcb17eYQab3DpaAVwC3GB+EEnCsbuB+4zrVDywyNOsEfC9pWqHEsc5VN5By6mqG6tOz/gy9A7C+cZ0yNOu+I70BiwzN+h7R5+dY62HfhgMOwIKhE/Cg/1KbOoCDjOuUoSkBi8Syvkc0ACvWoaRcZamtBGw9Ehrsv63L0Kx/PVtvTi1SNRoBXW7WOapB+gTdlgd6KrAqD7R7INKWbbFtvwYwIzSC+urGtt2sf9XL6tbH/n6zTugytIexbb8hf0ANN6/zqjaDGMyWwCbGdcrgHgKWGddpPT9OpCp2M65vGekelhib9RRLVw/1Pw6XgC83PJBehznUKQNbTtqD0tIexvWJVIX1vfEAg4yeFRceuWnIHDpcAv496SFu6Rjj+mRo1n1I1mukilSF9Zr36v+N9Xrj+pYB1wz1fxguAS/AfjDWocAk4zplcKvtQTlCSsAiA7PeP1ZTkOKsgf0ArL8AC4f6PzSztu+VNsfysgnAa4zrlMHdalzfhsAGxnWKlN36wEbGdVovhiSDey0w3rjOYbtwm0nAHv3A1q/6MribHerUW7DIqjy2XPW4d2VgHjnpCotKOoGnsR2a/Sww2uLgpCmzsW2/U0KPvp40DalcTsG2veaEHn29jSLlJMv2e4YmXnCbeQPuJg3GsrQO8ArjOmVw1r+k9QYssirre+JG4/pkcAeQcpKly0m5c0jN7u9q8irdj0ZDx7HuS9rbuD6RsrMegKX+3zgeuci063ZD7D+JaVWsOEdi23YNYOPQCOpHn6DLYyPs768jQiOot4ewbbtuHAaq3mF8kA20vV2U9bBvu2NDI6gfJeDyeD3299f00Ajqayfs2+62Zv/yZj9BA/y2hf9vs453qFNW9xT2m3qrH1gkse6SeYw08FX8eeSg3zjUya7Y/1J4EP0yj/IrbNvuj7GHXzt6Ay6PP2HbVufHHn5tdWD/+bkB7Oh1wNa7IzWAfb0OVlbxKWzb7UXSoiriQwm4HCaQ7gXLtvpEaAT1tT/2+ey+Vg6glU/Q4PPL7O0OdcrqrKcijUOjoUX2Jd0LlrQARwyP3HOeQ50v2wP7XwzPAWM9D1oAmIr9W9VnQyOoF70Bl8Mp2LZTN/ZzUmV1Y7FffKNBwHat1hsWN4CjvQ9agPR5xLLdrBdokZWUgMvh99i2072xh19bb8A+j93f6kG0+gkafD5Dv82hTlndtcb1vQL7BcxFymIssI9xnRrcGMPj8/MvHepczd7Y/3JYCqwVcfA193bs227/0AjqQ2/AxecxiOeE0AjqaS1gCfZtt1urB9LOG/CNpM/QlsYDbzSuU1Z3jUOdBzrUKVIGBzjU+SeHOmVVx2M/g+MR4G+t/kvtJGCAX7f57w3lRIc6ZVVPYP/j6SDj+kTKwjoBP4T9gjmyunc41Bny+bnXvti/vjdwnMAsLzsd2zZbjEaxe9An6GIbDSzAto1+FBpBPW2P/b3VoM2VAdt9A76BtIqVtZMd6pRVWQ/ymIiWpZT62QOYbFyn9SBJWd0/Y/9j9D7a3L2q3QTcAM5o898dyonAGg71ykoeoywPcahTpMgOd6hTI6B9Tcbn8/MZpJwYakNgBfav8u+LDKKmZmHbZn8NPfp60CfoYrsB2/Z5JPbwa+mfsM9Xy3HYerBZFzdxgK2W20MjqKezsG2zLrR9mjUl4OJal3TNW7bPmZEB1NTt2OerEe181O4n6F6nj/DfH8jOwH4O9cpK1p+6OvH5JCdSREcw8mdnf/r87Gt/Um6x9mOHOps2GpiD/a+Kn0YGUUNbYt9mPw+NoPr0Blxc52J//2wWGkH9nIN9m80FxkQGMZD/wz6wF0mfecTPo9i22TzSDzKxoQRcTKNJG8hYts2syABqaDr2W0Y2gC+P9MAsPqN4fIYeB7zHoV5Z6RLj+qagrgOpvn1JO4tZsr4XZVXvxn7LSPCZCdSWv2D/62IOWujf09HYt9mXQiOoNr0BF9MXsb9vjgyNoF7GAU9i32bXRQYxnPdiH2ADOCkyiJqZgP2C5HeERlBtSsDFdBu27bKEtJiN+DgZn9z0rsgghjMZWIh9kPcDowLjqJtLsW+zTUMjqC4l4OLZCPt2+V1oBPUyipRDrJ9xCzBaMMpqKP1C0txSa1uhXZI8efQ96XOaVNUR2P+QUf+vnzeRcoi1nwCLHOodka2xn5zeAG6ODKJmNse+vS4NjaC69AZcPJdhf79o+pGfW7Bvry7SNM5C+i32ATeA10QGUTP3YNtWy4B1QiOoJiXgYplGurYt2+Su0Ajq5XB8ctGvLA/SejWXrxvX1+tjTvWKfR/UGOBY4zpFcnsj9osuqP/Xj1fO8MpxZm7E55fHvpFB1MirsW+rK0MjqCa9ARfLldjfJweGRlAfe+OTg0rRHfoOfII/PzKIGhkDvIBtW61AmzOMlBJwcaxL2vXGsj3mU4BlDCvq1/jkoLdFBtGuMcDj2AffDewWGEednI99e/1zaATVowRcHO/H/v74RWgE9bELPoOBn8DhB5N1HzCkX4rfc6i3A/i8Q72SBs9ZO96hTpEcjnOo82KHOiWtxueR175Fym2lMJU0T8rjM8CBgXHUxZrAUmzbqQvYMDKIitEbcDGsR+pSsWyLF4G1IoOoif3xyTmLKeHMju/hczL+FBlEjVyIfVt9ODSCalECLoYPYH9f/Do0gvq4Bp+c863AGMxsg/0vx95yRGAcdXEC9u3059AIqkUJuBiuwf6+eGtkADVxJD65ZgUFXnhjOD/D56Tcih4o1tYgfWqxbKduYJPIICpECTi/GdgP6FmM0TrC8rJO7DfJ6C0eSyyH2Ra/t2AN8rH3S+zbSYuotEcJOL+PY38//DI0gnp4Kz45Zjk+a0mHOhufk3MfMDowjjp4Mz7tpId/65SA87NeprVB2iBA7IwC7sUnx5wZF4Yfz77g9wbGUQcT8NlW8lWRQVSEEnBer8L+PliI9v615rXf73JK3Pfb31n4nKS5aDi/tXOwb6czQiOoBiXgvM7A/j44JzSC6lsTmI1Pbjk9MA53W2K/lFtv+UpgHHVwDPZttIh0s0jzlIDzWQOfL0HHRAZRA1/DJ6esoAJ9v/39BJ+TtYw02EtsjAXmYd9OJ0UGUQFKwPmchP31/wIwPjKIitsO++0he8uPAuMIswV+b8HafcfWmdi30fWRAVSAEnA+f8X++j8zMoAauAyfXLIM2DwwjlCn43PSGsDrA+OoukPxaaMdI4MoOSXgPLbH59o/LDKIinsjfnnkh4FxhNscv88GD6FPPFY6gUewb6PCb2ZdIErAefwf9tf9LHw2CKijCcDD+OSQl4CZYZFk8m38fr18OjCOqvsM9u3zDDAuMogSUwKONwF4Fvvr/rORQVTcZ/HLH98IjCObqcBz+JzAJcCmcaFU2kb4zN9+Z2AMZaYEHO+92F/vXeiZZGVj/HbZm0cJdzxq17/i9yvmvMA4qs5joMOtoRGUlxJwPI/1hC8PjaDaLsAvb3woMI7sxpKWKPQ6mcfGhVJpx+HTPloZa3hKwLEOwudaPy4whio7Gr98cS8wJi6UYngDfid0NjAlLpTKGgs8jX37nB8ZREkpAcfyeLt6Fo15sLAW8AR++eLIuFCK5Qr8TuqPA+Oosq9j3zYrgM0igyghJeA4m+CzRoFG/ds4E788cXVcGMWzC34bNTTQ3DsLO+LTNl+ODKKElIDjfAmfa3yXyCAq6mDs74XesgLYKS6UYvoRfgl4Ftr82sIN2LfNPGBSZBAlowQcw2vqkVZ+G7lJpPUdvPLD9+JCKa71gQX4neRazO1y9m582uZ9kUGUjBJwjPfgc22/OzKIivoWfnnheWB6XCjF9kn8TnQX8Mq4UCppPD6Dse5EiWEwSsD+OoG7sL+un0ar8o3U/qRnt1de+Pe4UIpvPHA/fif7HnRDjNQX8GkbbdE2MCVgf8fic01/ITKIChpPmhrkmQ80Or2fA/HrbG8AX40LpZJm4LOO9w2RQZSIErC/G7G/npeRVpGT9p2KXx7oJg3skgF47pbUDRwVF0olnYtP2xwSGURJKAH7Ogyfa/lnkUFU0OH4voidFhdK+UwFnsLv5D9FGvQl7dkXn3ap9Vy8QSgB+/oDPtfyPpFBVMx0YA5+z/85aIGmYZ2AXwM0SOsb62HUPo8pSQ00UK4/JWA/++BzDd8cGUTFdAAX4/vsPz4smpK7CN+G+HBcKJXzNnza5KLIIEpACdiP1/PlhMggKsZzg54GcElcKOW3KbAQv8Z4Edg1LJpqGYPfuqy7B8ZRdErAPnbGp49xNmntdGndTsBS/J73i9HSty3z/kV0NzAxLJpq+U982uQXkUEUnBKwD6+BhP8ZGUSFTCJNC/J81v9LWDQVMorUp+LZMN8Pi6ZapuGzMfYKYNvAOIpMCdjeDvisPb+IdE9I636I7zP+RlIukTbsjs8uJX2LOubb8zV82uO8yCAKTAnY3q/xuWa/FhlEhbwF32f7ctTVOGKfx7eRFpJ2/JHWzCD1pVu3RzewZ2AcRaUEbGtvfPp+XyTdC9KanfD5ita3fC4smgobTdpZxLOh7gfWjgqoQr6PT3tcERlEQSkB27oKn2tVO+q0bgrwAL7P9JtIA0bFwBb47pjUAC5HfQWt2hy/LoK6r46lBGznAHyu0eVodG2rOoHf4fssXwRsHRVQXbwP30ZrAKdEBVMhP8WnLW6k3klDCdjOX/C5Rs8MjKEqvLsUG6QtJsXBb/BtuG7gjWHRVMN2+G0bVue2UAK28QZ8rs0u0qhqad4x+G4x2CANtBMn0/BdK7RB+tS9fVRAFXEBPm1xL2kMQB0pAY9cJ3AbPtemRuu3ZmvgeXyf3XNJ60mLoyPw3S2jQdqke3JUQBWwO35t8q7AOIpECXjk3oHPNdmNpre0YjLpmer5zO4m7XAlAb6Nb2M2SJ8yOqMCqgCvgRWPUc8Vy5SAR2YSfkumat3y5nUCF+L/vD41KiCB8cAd+Dfq16MCqoBd8OvfqeN8PiXgkfkCPtdiN7BbYBxldyr+z+m7gAlRAUmyOz4LQfQvH4oKqAJ+jk8bLAFmxoVRCErA7ZuJ3+L+58aFUXofxv/5vJS0wYZk8H78G7gLODYqoJLbCliGTzv8MjCOIlACbt/5+FyDy4AtA+Mos6PwWXe7f9GUo8x+jH8jLwFeERVQyZ2GXzu8JjCO3JSA2/Nq/K4/rXrVnD3xX2ayQXrWSGbj8d81qQE8g379NmMGaf9Njza4k/pMS1ICbt0o/KYdLQE2igultDYjTQfyfh7/DfX7FsampATp3egPAOsGxVRmX8avDT4QGEdOSsCt+yf8rrv/CYyjrKaS5u57P4efQ0uAFs4R+K+y0gD+CIwLiqmspgLz8bv51okLJRsl4NZMwe9H+HzSNS2DGwdci//ztwvN9y2sz+J/ATRIKz/V5VNouz6J3/n/TmAcuSgBt+Z7+F1vnwyMo4xG47caXv/y6aCYpA0d+G263b/8FC3UMZQJ+C2E0AXsFxdKFkrAzdsHv69fs0mLesjAOogZCNsgLYCiZ27BTQEeJOaCOJ1qP9hG6r34nfs7gLFxoYRTAm7OWNLgPK/rTNNcBteB75eHvuUBtGd7aeyM30jc/uUbQTGVUSdpW0Gvc1/lz1FKwM35DH7X1y3ojWso/0vMM3YpaeElKZHjiBmU1QD+KyimMnoFfhs1vEh1d65SAh7e1viteNUNvCoulNKJ2Ne3tx1OCIpJjH2cmIuk0fN3ycDOwe+8X0s1k4sS8NA6gKvxu65+GhdK6fwLcc/Vfw+KSZx8l7iL5aNBMZXNhsBC/M77++JCCaMEPDTP8QULSdesrO4DxD1PfxgUkzgaDVxGzAXTTXowyOo+hd95f560AleVKAEPbj3SfHCv60nTjgb2Hvz3Yu8tl6KpnpWxJvB34pJwXVZrasV44CH8zvuv4kIJoQQ8OK/NFhqkGRRaaGd1/0xc8r0NmBwTlkTZEHicmAuoQbVH6LbrDfie8yoN1lACHtiJ+F5Dx8SFUhr/RlzyfRLYOCYsibY7vn2R/cuXYsIqFc/ugOeBTeJCcaUEvLqNgHn4XT9XxoVSGh8j7nm5ENg1JizJJWqfSiXhgW1Lmj7kdb6vphpzN5WAV9WJ76jnpcA2YdGUg+emKv3LcuB1MWFJbicTd2E1SKvFVCEpWPksvuf7X+NCcaMEvKqP4HvNqMtopQ7g68Q+Iz8YEpkUxheIvcB+SNqvVPyXD1wK7BgWjQ8l4JW2J+3H63W9VH1Z01aMIm5t597yuZDIpHC+QuyF9htgYkhkxbcPvl0Bd5JGXpeVEnAyGt/lTOuwsUezxgO/JPaZqKV8a6wDOI3YC+4GYN2I4Erg2/ie6y/HhWJOCTjxXvLwm3GhFNpU4Dpin4VnUN7rUoyMAn5G7IV3L7BZRHAFNxl4DL/z3AUcEBaNLSXg1HbL8bs+HkPzTQE2B+4j9hl4DhoXIz1GAecRewHOAfaICK7gXofveX6ccn5xqHsCXhe//aR7y+vDoimunfE/z/3LhWiVK+lnLHAJsRfiQuCIiOAKzvvHz1WUbwBcnRNwJ/7Lx/48LJriOhR4gdhn3pWUe2yGOJoI/InYC3IZ8K6I4ApsfXwXWGgA/xkWjY06J+BP43stzCOtJ11n7yE9eyKfddeiQagyjDWBm4i9MBvAVynfW5qlt+N7flcAh4RFM3J1TcAH4b9Qztuigimg0cTP8W2QnqlrBsQnFbAOcZs39C2XAWsHxFdUv8D3/M6lPLsm1TEBrwfMxvca+EVYNMUzBbiC+Ofa30nPVJGmTQH+SvzF+gCwXUB8RbQ2vqOiG8AfKccAkLol4E7gcnzb/gnSdJs62gq4h/jn2c3AtID4pILWIr5PuAHMB14bEF8RvQb/nVf+Jyya9tUtAX8W3zbvJl1bdfQ60kYl0c+xa9FnZxmhSeT5bLMC+GhAfEX03TIrbQAADINJREFUDfwfxkeHRdOeOiXgY0hztj3bvK4rLv0HsZvP9JbL0YArMTIWuID4i7hB2mh+Lf8QC2Uc/n3wCyj2etF1ScDb4v92djcwISqggpgMnEueZ9ZFaKqRGBsFnEmeC/o+0oT5OtkNeAnf8/owxe2fqkMCnkoa8+DZxsuAvaICKojtgbvI86w6FxjjH6LUUSdpV6McF/ZS4MP+IRbKJ/E/r9dSzJ1wqp6AR5MWSPFu349HBVQQJwKLyfOM+gFaXlKcdQCnkucCb5DewuvStzKKmEFw344KqAVVT8DfxL9d/0R95tZPAs4i33PpaxTvGpMKi95PuG+5g9R3VgcbAU/jf07fFxVQk6qcgE/Cvz2fJl07dbAd+T45N9B+vpLJB8kzwrBBWkf63f4hFsLh+I+SXQYcGBVQE6qagA/Av2+/i3TN1MF7Sc+CHM+gFcA/+YcoMrijyHcDNIBfU87dflr1OfzP5TOkBQuKoIoJeDvgOfzb8b+iAspoOvAb8j13FpLmF4tktzP+KzgNVZ4izaWssk5i5mM/TNocIreqJeANgEfwb7/fU/1+38PxX7JzqDIbbaUqBTMDuJV8N0WDNAhjDe9AM5pOzN6lN5P/PFYpAU8m5t6YS0r0VTWBtKCI90pxQ5W/A5t4ByrSjjWAi8mbhB8G9vcONKMDgOX4n8dLyLtmdFUS8Bj89/ZtUL7drlq1D3A/eZ8tV1C/RYGkZEaT5sPlvFGWk9Y7rurqPx8n5jz+mHyJqwoJuIN0DiPaqqrzfScAXybfYM/e8n3KsYmJCJAeCDk/FTVIv5gPco4zhw7ScncR5/CUmJBWU4UEfEqbx9pquZj8fdweDgYeJO8zpAv4d+9ARTwcDywh7w3UTVq9q2r7DE8h7pNcjjnCZU/AHzI89qHK/aRroUqmkL4c5P4Bvxh4s3OsIq52If+v2AZpgMqJzrFG24aYbda6iZ9zXeYE/I/4z9tukDbU2CEopihHEzPQcLjyAPVbf14qagrwO/LfVA3gQmBD33BDHU3Mw345cGxQTFDeBHw8Mf2VXaQ5+FWxEXnn9fYtv6V6X8yk5jqAjxGTLIYri0n9c1XZMuxTxJy3l4Ajg2IqYwI+DHjR+LgHK1UZdDWGtMnKAvI/F7qBL6ENFaTCjiBmNaBmygNU4y2iA/gFMedsMTFLVpYtAR9M2rErog3ODYgnwjEUo3uqATxLfZbvlJrbjPyLdvQtlwBbu0bsbyJwIzHnawGwt3M8ZUrA+xG3HOv1lH963TbApeS/73vLzcCmrhGLFMx48u0tPFBZRlplZ03PoJ2tD8wi5nw9D+zrGEtZEvArift8+giwnlMcESaRun6iPtM3U86i/D9oRNr2Pop1Q84B3k/qmyqjHYEXiDlXzwOvcIqjDAn4QOLefJ+nvCOex5B2DZpD/vu7tywl7aQkUns7AreT/6bsW2YBJ1POARmHE7NcZQNYBLzaIYaiJ+ADiEu+y4HXGB9/hA7gOPIvIdm/3A3s5hi3SOlMAL5N/sn3/cvNlPPhdzJx52gh9gOzipyADyUNRos6vycZHnuU15Dundz3b9/STepmqsrsBxFzR1CsT1W95UpgT8e4PfwncednEWkksJWiJuDXEru626eMjjvKnsBV5L9f+5fZaJSzSFPWpTiT8vuWbuACyvX56pvEnZ8lpIVBLBQxAR9PmgsddT5PNTjmKLuR7o2ifcFqAL8GpvmFLlJNJxLXz9ZquRK/AUiWOoAziDsvK7BZtrJoCfj9xC4iczblGH+wH2ljkCIm3iWkRT5EpE2bAdeR/2YerFyH3VuflzHE7tPcDfzbCI+5SAn4Y8bHMly5iOKPwt+fuB252ik3Uv65/SKFMAb4AnEje9spfwZe53UCDEwkHWPkOflv2k98RUjAHaRBO5Hn7E8Ud15qB2kp0r+Q/34brCwHPo/27hUxtztwC/lv8qHK30nzC4s40nIK6fgiz8dpwKg2jjV3Ah4HnGN8DMOV2ynmJgATSCOx7yD//TVUuYlyjc8QKZ1O0hSbovYN95bnSW9PG/uchrZNJ35e5uW0vsJYzgQ8BfiD8d8/XHkI2KCFY4ywPmnlqmfIfz8NVRaTugna+aEnIm3YkDS6MffNP1xZBpxHGqxSFFsQP9Xr77T2YyRXAt6MtFBD5Ll5imL1V+5O+nIRtbnESMrv0DrOItm8lfQAy/0gaKb8GXgHxejj2xl4mtj4H6P5Tc5zJOC9gbnB5+Qp0kpwuU0gXZtF7t/tW+YA/+ByJkSkJVOB0ynmVIiBynzSql+7epyMFuxE/I+XF2huQYToBPxGYle3apCSfe71nXcDvkO6JnPfF82UbtImLlM8ToaItO9VwD3kf0i0Uu4i9V9NdTgfzdiWtEpQZMwrSDEPJSoBd/QcS+Qc3wZ533zXJI2jKPL0voHKA8AhDudDRIyMBz5B3BZxVmUxcCZpneHowSTbk2f5z58w+GjxiAS8BnB+hrjnANsNEreXUaT1mX9C/Jv+SMsLwH+QRqaLSAlMI41CXkH+B0ir5VnSPqWH4ruRfF/bAE86xjRYuRXYZIDj8U7AG5Nns4C5pB88UfYg3QdFXF99uNJFug/WNz8rIhJiF+Bq8j9M2i2zgC8T01+8DfGfoxs9f+f+/Y7FMwG/hjxTa54kZrTzrqRrZlZgbNblSpofsCciBfd6ircvaavlHtLqUvvit07w1sATGWJbBvwrKxOlRwLuJO0QleOryOPAVs02Qos6SdfEFynfGIj+5V6Kv7SriLRhLPARYB75HzQjLXOBHwFvACZZniRSongsU1znkwYJWSfgdUhzRnPE9CiwZUstMLxJwLHAjynPNLyhynOkjROKvga2iIzQOsC3SG9duR88FmUpKbm8H7tFCTYhfkGK3nKfQ52zMsVyF3aroW1KauNLKMciGc2UZaQtM3PNAhCRTDYlrfhT5E0e2ikPkQavnAxsNILzM4XyTVUpUrmRke1Duy5wHGkQVY4BY55lGekatf4yICIlswVpz9yqJeIG6VPu30mbux8NrNXiuZlEeuPKHUfZyiW03jW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"path": null
} | Generate code for a svg of a black and white image of a world globe, prominently featuring a cross or intersecting lines at the center. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 18.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<!DOCTYPE svg PUBLIC "-//W3C//DTD SVG 1.1//EN" "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd">
<svg version="1.1" id="Capa_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 480.004 480.004" style="enable-background:new 0 0 480.004 480.004;" xml:space="preserve">
<path d="M409.705,70.297C364.375,24.965,304.106,0,240.002,0S115.629,24.965,70.298,70.297
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M230.002,250.002v201.477c-10.363-7.744-24.977-20.399-39.661-38.91c-16.024-20.201-28.799-43.182-37.969-68.305
c-10.492-28.746-16.257-60.417-17.205-94.262H230.002z M250.002,451.438V250.002h94.834c-0.941,33.59-6.626,65.042-16.969,93.612
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c-17.358,21.883-31.182,46.738-41.087,73.877c-11.29,30.932-17.465,64.908-18.425,101.116H20.235
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C45.254,356.377,22.68,305.01,20.235,250.002z M395.563,395.565c-33.284,33.285-75.359,54.577-120.985,61.738
c9.369-8.167,20.057-18.822,30.752-32.306c17.358-21.883,31.182-46.738,41.088-73.877c11.29-30.932,17.465-64.909,18.425-101.119
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</svg>
| |
{
"bytes": "",
"path": null
} | Generate code for a svg of a birds flying in a perfect V-shaped formation. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#efe8d8" d="M0 0h96v96H0z"/><path fill="#86736f" d="M71 22q2 0-1 3z"/><path fill="#392b34" d="M28 29q-4-1-4-4z"/><path fill="#968782" d="M66 28q3 0 1 2l-4-1z"/><path fill="#ac968f" d="m28 29 2 2q2-4 5-1-4 1-6 5z"/><path fill="#bfa098" d="M52 33v8l3 2-1 1-13-4h9q0-4 2-7"/></svg> | |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a tall tree casting a long shadow. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fcfcfd" d="M0 0h96v96H57l-1-7-7-22q-2-12 1-23l2-3q2-3 4 1-4 0-1 2 2-3 5 0 0-3 3-3 5-2 0-4-4 1-3-2 4 0 8-3l-5-2 1-3-3-3-16-5-6 3v3q-5-1-5 3l2 6-5 4q2 4 7 2l5-2q1 1-1 4l-1-2q-4 0-6 6 7-9 5 1 2-4 6-6 2 17-3 35l-1-22q-5-2-7 4L21 96H0z"/><path fill="#b7b8b9" d="m52 41-2 3-2-10-1 1q-3-4-4 0l-5-3-2 2-2-6 6 3 1-2h3l-1-2 2 5q2-9 3-1 3-10 2 0 3-2 2 1 3 4-1 7z"/><path fill="#3d5150" d="m63 41-5-2 1 2-3 1q-2-4-4-1l-1-2q4-3 1-7 1-3-2-1 1-10-2 0-1-8-3 1l-2-5 1 2h-3l-1 2-6-3q0-4 5-3v-3l6-3 16 5 3 3-1 3 5 2q-4 3-8 3-1 3 3 2 5 2 0 4"/><path fill="#909494" d="m38 32 5 3q1-4 4 0l-1 6q-4 2-6 6 2-10-5-1 2-6 6-6l1 2q2-3 1-4l-5 2q2-4 6-4-4 0-6-4"/><path fill="#354f50" d="M38 32q2 4 6 4-4 0-6 4-5 2-7-2l5-4z"/><path fill="#828e8e" d="M63 41q-3 0-3 3-3-3-5 0-3-2 1-2l3-1-1-2z"/><path fill="#e0e5e7" d="M43 76q-5 9-4 20H21l14-38q2-6 7-4z"/><path fill="#242229" d="M50 44q-3 11-1 23l8 29H39q-1-11 4-20 5-18 3-35l1-6 1-1z"/></svg> | |
{
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"path": null
} | Generate code for a svg of a black and white icon of an owl with horns and a bow. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 16.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<!DOCTYPE svg PUBLIC "-//W3C//DTD SVG 1.1//EN" "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd">
<svg version="1.1" id="Capa_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
width="23.793px" height="23.793px" viewBox="0 0 23.793 23.793" style="enable-background:new 0 0 23.793 23.793;"
xml:space="preserve">
<g>
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<path d="M8.762,10.41c0.303,0.493-0.469,0.996,0.09,0.949c0.559-0.047,2.209-2.416,2.209-3.034
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{
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"path": null
} | Generate code for a svg of a a blue shark swimming through the deep sea. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#1ed2e6" d="M0 0h96v96h-3l-8-12q-6-3-8-7l4-4-2-2 2-6q3-3 7-2v-3h-3q-6-2-9-1l-2-5q-1-6 3-9l-1-1-8 5-12-4-2-2q-3-5 0-8h-2l-4 4q-9 2-13-4-3 5-9 3l2-2q-8-15-22-9-5 3-5 9l-1-2z"/><path fill="#17cce2" d="m48 39-15 2-19-1q-3 0-4 2H8l4 5-1 2 5 3-1 4 2 1q-4 5-7 0l-1 1 3 6q-7 1-12-2V34l1 2q0-6 5-9 14-6 22 9l-2 2q6 2 9-3 4 6 13 4"/><path fill="#0d67b4" d="m54 43-1 1-5-4v-1l4-4h2q-3 3 0 8"/><path fill="#1991c3" d="m33 42 4 1q-4 4 0 8l-5 2-18-9q-3-2-4-1 1-2 4-2z"/><path fill="#1788c3" d="m74 54-2-5h-4l8-5 1 1q-4 3-3 9"/><path fill="#23cae3" d="M10 43q1-1 4 1h-1q8 12 23 14l12 7 2-1q-4-3-5-6l21-5 5 1 4 6 1-1q3-1 9 1-3 3-7 1-3 1-4 4l-6 1q6-6-1-11-4 3-9 2-3 2-2 6-4 0-7 3 1 2-1 3-2-4-5-5-3 1-5-2l-6-1-7 2 3 3 23 10-9 3-6-6q-7 0-11-5-4-2-7 1l-6-4-3-6 1-1q3 5 7 0l-2-1 1-4-5-3 1-2-4-5z"/><path fill="#0b73b6" d="m56 45 12 4h4l2 5 2 5-1 1-4-6-5-1h-7l-5-2-2-4q1-3 4-2"/><path fill="#ecf4f2" d="m14 44 18 9q1 3 4 5-15-2-23-14z"/><path fill="#cbeff3" d="M59 53h7l-21 5q-4-1 0-3z"/><path fill="#0c7fbc" d="m48 40 5 4 1-1 2 2q-3-1-4 2l2 4 5 2-14 2q-4 2 0 3 1 3 5 6l-2 1-12-7q-3-2-4-5l5-2q-4-4 0-8l-4-1z"/><path fill="#23d1e6" d="m68 66-10 2-4 7-3 1-23-10-3-3 7-2 6 1q2 3 5 2 3 1 5 5 2-1 1-3 3-3 7-3-1-4 2-6 5 1 9-2 7 5 1 11"/><path fill="#1bbcdd" d="m74 65-2 7-5 1-3-1-10 3 4-7 10-2z"/><path fill="#16b7da" d="M0 63q5 3 12 2l6 4-6 4q-7 0-12 3z"/><path fill="#1caed8" d="M85 60h3v3q-4-1-7 2l-2 6 2 2-4 4-3-2 4-2-1-1-6 3-4-2 5-1 2-7q1-3 4-4 4 2 7-1"/><path fill="#094f9a" d="m42 79 11 3h4q5 4 11 6l13 8H0V76q5-3 12-3l6-4q3-3 7-1 4 5 11 5z"/><path fill="#10a3d2" d="m67 73 4 2 6-3 1 1-4 2 3 2-4 1-1-1q-9 5-18 3l-1 2-11-3 9-3 3-1 10-3z"/><path fill="#1cb3d8" d="M73 78q-3 2-3 5h-3q-1 2 2 3l-1 2q-6-2-11-6h-4l1-2q9 2 18-3z"/><path fill="#2bc9e3" d="M77 77q2 4 8 7l8 12H81l-13-8 1-2q-3-1-2-3h3q0-3 3-5z"/></svg> | |
{
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"path": null
} | Generate code for a svg of a a vintage lantern glowing softly in the twilight. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f6dfb7" d="M0 0h96v96H0z"/><path fill="#8d8469" d="m44 18 1 2q-3 0-4 2 0-3 3-4"/><path fill="#f4efbb" d="m54 20 1 3-2 1-1-3q0-2 2-1"/><path fill="#394441" d="M54 20q-2-1-2 1l1 3 1 2q-1 2 1 3l-3 1h-8l-2-1 2-7 2-2h-1l-1-2q0-2 3-1v-3h3v3q3-1 4 3"/><path fill="#958a70" d="M54 20q3 3 3 8h-1q0-2-2-2l-1-2 2-1z"/><path fill="#685f4c" d="m38 32 2-9 1 9z"/><path fill="#f2e7b1" d="M54 26q2 0 2 2v3q-1 1 1 4h-1q-4-2-4-5l3-1q-2-1-1-3"/><path fill="#615a46" d="M44 30h8q0 3 4 5H41z"/><path fill="#bba777" d="m56 31 2 2q3 11 2 24l-1 2h-6q3 0 5-4l-1-18v-2q-2-3-1-4"/><path fill="#5d5948" d="m56 28 3 7 3 18-1 6-7 4 3 4H39q0-3 3-4-10-2-8-10l2-19 2-2v3q-2 3-1 7-2 4-1 10-3 8 7 7l1-3h8q-1 2 1 3h6l1-2q1-13-2-24l-2-2z"/><path fill="#bfa15e" d="M37 42q-1 6 1 13l-1 2q-2-3-1-5-1-6 1-10"/><path fill="#f7e29d" d="m38 35 2 2h17l1 18q-2 4-5 4 0-6-3-11-2-2-4-1 0 4-3 8l1 1-1 3q-10 1-7-7-1 2 1 5l1-2z"/><path fill="#846b42" d="M53 59q-2-1-1-3h-8l-1-1q3-4 3-8 2-1 4 1 3 5 3 11"/><path fill="#937d51" d="M41 35h16v2H40q-1-2 1-2"/></svg> | |
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",
"path": "9d9a6cb38a4ee5ba270c41651c7c97738a224ad21225eca6947c364b82ee2f38.png"
} | Generate code for a svg of a a green fingerprint on a white background with a spiral design | <svg xmlns="http://www.w3.org/2000/svg" width="31.43" height="38.16" viewBox="0 0 31.43 38.16">
<path id="fingerprint001_-_E237" data-name="fingerprint001 - E237" d="M10.62-44.85a.8.8,0,0,1-.36-.09,22.1,22.1,0,0,0-4.89-1.92A22.886,22.886,0,0,0,0-47.52a22.886,22.886,0,0,0-5.37.66,21.534,21.534,0,0,0-4.89,1.92.755.755,0,0,1-1.05-.33.759.759,0,0,1,.3-1.05,21.91,21.91,0,0,1,5.25-2.04A23.133,23.133,0,0,1,0-49.08a23.133,23.133,0,0,1,5.76.72,22.409,22.409,0,0,1,5.25,2.04.785.785,0,0,1,.3,1.05A.8.8,0,0,1,10.62-44.85Zm4.32,9.78a.8.8,0,0,1-.66-.33,17.074,17.074,0,0,0-6.06-5.55,17.813,17.813,0,0,0-3.93-1.53A17.157,17.157,0,0,0,0-43.02a17.394,17.394,0,0,0-4.32.54,18.167,18.167,0,0,0-3.9,1.53,17.074,17.074,0,0,0-6.06,5.55.84.84,0,0,1-1.11.21.84.84,0,0,1-.21-1.11A18.79,18.79,0,0,1,0-44.58,18.737,18.737,0,0,1,15.57-36.3a.81.81,0,0,1-.21,1.11A.689.689,0,0,1,14.94-35.07ZM5.34-10.92a.876.876,0,0,1-.27-.06A14.95,14.95,0,0,1,.9-13.29a15.239,15.239,0,0,1-3.27-3.39A15.5,15.5,0,0,1-5.28-25.8,5.288,5.288,0,0,1,0-31.08,5.288,5.288,0,0,1,5.28-25.8,3.719,3.719,0,0,0,9-22.08a3.739,3.739,0,0,0,3.72-3.72,12.681,12.681,0,0,0-.99-4.95A12.858,12.858,0,0,0,9-34.8a13.207,13.207,0,0,0-4.05-2.73A12.681,12.681,0,0,0,0-38.52a12.681,12.681,0,0,0-4.95.99A12.858,12.858,0,0,0-9-34.8a12.858,12.858,0,0,0-2.73,4.05,12.681,12.681,0,0,0-.99,4.95,26.546,26.546,0,0,0,1.23,7.98.766.766,0,0,1-.51.96.774.774,0,0,1-.99-.51,27.491,27.491,0,0,1-1.29-8.43,14,14,0,0,1,1.11-5.55,14.685,14.685,0,0,1,3.06-4.56,14.685,14.685,0,0,1,4.56-3.06A14.543,14.543,0,0,1,0-40.08a14.657,14.657,0,0,1,5.55,1.11,14.214,14.214,0,0,1,4.53,3.06,14.183,14.183,0,0,1,3.06,4.56,14.026,14.026,0,0,1,1.14,5.55A5.288,5.288,0,0,1,9-20.52,5.288,5.288,0,0,1,3.72-25.8,3.739,3.739,0,0,0,0-29.52,3.719,3.719,0,0,0-3.72-25.8a14.094,14.094,0,0,0,2.61,8.22,14.986,14.986,0,0,0,2.94,3.06,14.851,14.851,0,0,0,3.75,2.07.769.769,0,0,1,.48.99A.794.794,0,0,1,5.34-10.92Zm-9.36-.51a.8.8,0,0,1-.6-.27A21.988,21.988,0,0,1-8.4-18.18,21.164,21.164,0,0,1-9.78-25.8a9.834,9.834,0,0,1,2.85-6.93A9.834,9.834,0,0,1,0-35.58a9.712,9.712,0,0,1,6.9,2.85A9.737,9.737,0,0,1,9.78-25.8a.794.794,0,0,1-.78.78.775.775,0,0,1-.78-.78,8.294,8.294,0,0,0-2.4-5.82A8.294,8.294,0,0,0,0-34.02a8.294,8.294,0,0,0-5.82,2.4,8.168,8.168,0,0,0-2.4,5.82,20.239,20.239,0,0,0,1.26,7.08,20.563,20.563,0,0,0,3.54,6,.8.8,0,0,1-.09,1.11A.815.815,0,0,1-4.02-11.43ZM9.6-15.42a10.385,10.385,0,0,1-4.05-.81,11.206,11.206,0,0,1-3.3-2.22,10.159,10.159,0,0,1-2.22-3.3A10.385,10.385,0,0,1-.78-25.8.775.775,0,0,1,0-26.58a.794.794,0,0,1,.78.78,8.709,8.709,0,0,0,2.58,6.24A8.781,8.781,0,0,0,9.6-16.98a.794.794,0,0,1,.78.78A.794.794,0,0,1,9.6-15.42Z" transform="translate(15.726 49.08)" fill="#3d9155"/>
</svg> | |
{
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"path": null
} | Generate code for a svg of a geometric design featuring a blue and grey hexagon on a white background. | <?xml version="1.0" encoding="iso-8859-1"?>
<!-- Generator: Adobe Illustrator 18.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0) -->
<!DOCTYPE svg PUBLIC "-//W3C//DTD SVG 1.1//EN" "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd">
<svg version="1.1" id="Capa_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
viewBox="0 0 58 58" style="enable-background:new 0 0 58 58;" xml:space="preserve">
<g>
<rect x="14" y="14" style="fill:#556080;" width="30" height="30"/>
<polygon style="fill:#434C6D;" points="14,14 0,14 0,58 14,44 "/>
<polygon style="fill:#7383BF;" points="44,14 58,0 14,0 14,14 "/>
<polygon style="fill:#59699B;" points="14,0 0,14 14,14 "/>
<polygon style="fill:#333C56;" points="14,44 0,58 44,58 44,44 "/>
<polygon style="fill:#434C6D;" points="44,14 44,44 58,44 58,0 "/>
<polygon style="fill:#47526D;" points="44,58 58,44 44,44 "/>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
<g>
</g>
</svg>
| |
{
"bytes": "",
"path": null
} | Generate code for a svg of a a set of orange and yellow autumn leaves. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#ed9553" d="M0 0h78L66 3l3 2 3 6-5 8q-7 0-7 8 2-3 3 0-4 2 0 6l-5 8q0-2-2-2l2-5v-6q-6 0-1-2l-1-1 3-4-8-5q0-3 2-3h5l-6-3-3 2q2 3-1 7 2 0 1 3l4 2-2 1q3 4 0 10l1 3-6 1q-3 0-4 3l-5-9v-3q2-1 1-3 0-3 3-4-4-5 1-11l-1-2h-5q-1 2 1 3-4 2-5 5l2 1q-4 1-6 4-1-4-4-1l-1-2h-3q0-6 6-5v-4h-8l-2 1 2 3h-3l-1-1-8 4-2-1q0-3 1 0l1-6-3-2-3 6z"/><path fill="#eb9653" d="M15 15q-6 6 3 5v-5l-2-3 2-1h8v4q-6-1-6 5h3l1 2q3-3 4 1 2-3 6-4l-2-1q1-3 5-5-2-1-1-3h5l1 2q-5 6-1 11l-4 7v3l5 9q1-3 4-3l6-1-1-3q3-6 0-10l2-1-4-2q1-3-1-3 3-4 1-7l3-2 6 3h-5q-2 0-2 3l8 5-3 4 1 1q-5 2 1 2v6l-5 9q-3-2-4 1l-1 4 2 1-3 3-1-2-3 3-3 11 2 6-10 11h-9q-5-5-2-11 4 0 7-4-3-3-2-7h-3l-1-2-2 4-1-1-1-1q-3 3-3 7l-1 1-5-6 1-1q-3-3-6 0l-1-2-2 6q-2-4 1-6l-2-7V15l3-6 3 2-1 6q-1-3-1 0l2 1 8-4z"/><path fill="#f38d3c" d="M15 15h3v5q-9 1-3-5"/><path fill="#f8bf37" d="M11 22q2 7-6 7-3-2-1-4 3-3 7-3"/><path fill="#f29239" d="M7 32q3-1 8 1-3 4-7 1z"/><path fill="#ee9754" d="m56 39 1 1q-3 1-2 4 3-4 8-1l-5 4 1 6 2 1-4 11h5l2 2v4h7l-1-3h2l4 1 1 12-2 7 1 1 9-7v4q6-6 8-13l3 3v20H0V51l2 7q-3 2-1 6l2-6 1 2q3-3 6 0l-1 1 5 6 1-1q2 3 6 4-3 6 2 11h9l10-11-2-6 3-11 3-3 1 2 3-3-2-1 1-4q1-3 4-1z"/><path fill="#ea9554" d="M78 0h18v76l-3-3q-2 7-8 13v-4q-1-6 3-9v-2l-10 7-1-9 9-5 3-6h-4v-3l-1-3-7 4-7-4q0-3-2-3l-2 8q-1 4 2 8l-1 1-4-2-1 1h-5l4-11-2-1-1-6 5-4q-5-3-8 1-1-3 2-4l-1-1q2 0 2 2l5-8q-4-4 0-6-1-3-3 0 0-8 7-8l5-8-3-6-3-2z"/><path fill="#efae42" d="M73 36h3v3l-3 3q-3-3 0-6"/><path fill="#ef9035" d="m80 36 1 2-5 1v-3q1-3 4 0"/><path fill="#f29839" d="m71 32 2 4q-11 0-2-4"/><path fill="#df9854" d="M72 25q5 1 6 7l2 2v2q-3-3-4 0h-3l-2-4v-6z"/><path fill="#f3bb45" d="M78 32q-1-6-6-7-1-9 5-3v3l4-1v4l3 3z"/><path fill="#f1b844" d="M71 26v4q-4-1-4-4 1-3 4 0"/><path fill="#f18336" d="M79 16h3l-1 4q-3-2-2-4"/><path fill="#f4942b" d="m70 52 7 4 7-4 1 3q-3-3-3 0l-5 8-4-5z"/><path fill="#ef8a2c" d="m70 52 2 7 3 9h-5l1 3h-7v-4l4 2-1-3 1-1q-3-4-2-8l2-8q2 0 2 3"/><path fill="#f8c545" d="m23 59 2 1q-4 3-4 9-3-4-2-9l1 1 2-4z"/><path fill="#f6bc4b" d="M19 60q-1 5 2 9 0-6 4-9l-2-1h3q-1 4 2 7-3 4-7 4-4-1-6-4 0-4 3-7z"/><path fill="#ee8425" d="M82 55q0-3 3 0v3h4l-3 6-9 5v-3q5-5 5-11"/><path fill="#f5a72d" d="m62 65 1-1 4 2 1 3-4-2z"/><path fill="#da7e33" d="M82 55q0 6-5 11-2 0-1 3l-4-1h3l-3-9 1-1 4 5z"/><path fill="#c07541" d="M77 66v3l1 9-1 3-1-12q-1-3 1-3"/><path fill="#cc5620" d="m85 82-9 7-1-1 2-7 1-3 10-7v2q-4 3-3 9"/><path fill="#e07329" d="M80 78q5 1 0 4-3-3 0-4"/><path fill="#f9c65f" d="M70 82h3q0 4-4 4-1-3 1-4"/></svg> | |
{
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"path": "61b603aed6c7a5f14c84af301f6807a7ddfe741c3a6c02018992cbffc67ad4f5.png"
} | Generate code for a svg of a there are three blue and white lines on a white background | <svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="24" height="24" version="1.1" viewBox="0 0 24 24"><title>Stockholm-icons / Text / Article</title><desc>Created with Sketch.</desc><g id="Stockholm-icons-/-Text-/-Article" fill="none" fill-rule="evenodd" stroke="none" stroke-width="1"><rect id="bound" width="24" height="24" x="0" y="0"/><rect id="Rectangle-20" width="16" height="3" x="4" y="5" fill="#335EEA" rx="1.5"/><path id="Combined-Shape" fill="#335EEA" d="M5.5,15 L18.5,15 C19.3284271,15 20,15.6715729 20,16.5 C20,17.3284271 19.3284271,18 18.5,18 L5.5,18 C4.67157288,18 4,17.3284271 4,16.5 C4,15.6715729 4.67157288,15 5.5,15 Z M5.5,10 L12.5,10 C13.3284271,10 14,10.6715729 14,11.5 C14,12.3284271 13.3284271,13 12.5,13 L5.5,13 C4.67157288,13 4,12.3284271 4,11.5 C4,10.6715729 4.67157288,10 5.5,10 Z" opacity=".3"/></g></svg> | |
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} | Generate code for a svg of a blue jeans stacked neatly on a white shelf. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fafafb" d="M0 0h96v96H0z"/><path fill="#3c77a8" d="M59 24q5-2 11-1v3l-8 1q-6-1-1-3z"/><path fill="#28578b" d="M59 24h2q-5 2 1 3l8-1h1l-1 6-18-2-18 1-1-3-2 4-1-2 2-5z"/><path fill="#122d5c" d="M70 32q-9-1-18 1-7-3-15-1l5 2-2 1-8-2-1-2 2-4 1 3 18-1z"/><path fill="#215287" d="m70 33 1 4q-19 6-39 1v-4l8 2 2-1-5-2q8-2 15 1 9-2 18-1"/><path fill="#0e234f" d="M71 37v2l-7 2H41l-9-2v-1q20 5 39-1"/><path fill="#2862a1" d="m32 39 9 2h23l7-2 1 2q-4 17-3 35l-6-1 4-1q-7-3-1-5v-2q-7 1-12-2 6 2 13-1v-2H55l13-4H54q8 0 15-4-7 2-15 1 5-3 12-3l3-2q-9-2-18-1l-15-1-4-2v2l-2-6q0-3 2-3"/><path fill="#112957" d="M51 49q9-1 18 1-9 2-16 1l5-1z"/><path fill="#255695" d="m32 49 13 3v3h-7l11 2-3 2q3 1 0 4l1 1-2 1-11-4q-1-3 1-6-4-3-3-6"/><path fill="#1e4076" d="m51 49 7 1-5 1q7 1 16-1l-3 2q-7 0-12 3 8 1 15-1-7 4-15 4h14l-13 4h12v2q-7 3-13 1l-7-1-1-1q3-3 0-4l3-2-11-2h7v-3l-13-3v-3l4 2z"/><path fill="#172756" d="m34 61 11 4-11-1z"/><path fill="#4e8dc4" d="m47 64 7 1q5 3 12 2v2q-6 2 1 5l-4 1 6 1H54l-4-9q-4 0-5-2z"/><path fill="#3a76b5" d="m34 64 11 1q1 2 5 2l-2 7-13 2h-1z"/><path fill="#354a7d" d="M48 74v2H35z"/><path fill="#efeff0" d="M34 76h13v-2l2-7 4 9h15q-1-18 3-35l-1-2v-2l-1-4v-1l1-6 2 4q-2 3-1 8h18l-3 4-1 5 4 39q-3 8-10 3l-1-6H22v-7z"/><path fill="#385b8f" d="M80 50q2 1 2 5l-5-1z"/></svg> | |
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"bytes": "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",
"path": "428c572cb30f3b6a9bbf031e37e624ba3ab1cc654fa2bb81ddc3d709effe9b18.png"
} | Generate code for a svg of a a black and white photo of a ribbon with a white background | <svg xmlns="http://www.w3.org/2000/svg" width="25" height="25" viewBox="0 0 25 25" class="tn"><path d="M19 6a2 2 0 0 0-2-2H8a2 2 0 0 0-2 2v14.66h.01c.01.1.05.2.12.28a.5.5 0 0 0 .7.03l5.67-4.12 5.66 4.13a.5.5 0 0 0 .71-.03.5.5 0 0 0 .12-.29H19V6zm-6.84 9.97L7 19.64V6a1 1 0 0 1 1-1h9a1 1 0 0 1 1 1v13.64l-5.16-3.67a.49.49 0 0 0-.68 0z" fill-rule="evenodd"></path></svg> | |
{
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"path": "3d5d60a13acb666ac36ef6a08a8fed53d0fa0553e1b822d67b6af1de3d66447e.png"
} | Generate code for a svg of a flag of the united states of america | <svg
xmlns:dc="http://purl.org/dc/elements/1.1/"
xmlns:cc="http://creativecommons.org/ns#"
xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#"
xmlns:svg="http://www.w3.org/2000/svg"
xmlns="http://www.w3.org/2000/svg"
xmlns:xlink="http://www.w3.org/1999/xlink"
xmlns:sodipodi="http://sodipodi.sourceforge.net/DTD/sodipodi-0.dtd"
xmlns:inkscape="http://www.inkscape.org/namespaces/inkscape"
width="875"
height="500"
viewBox="0 0 5250 3000"
version="1.1"
id="svg41"
sodipodi:docname="United States.svg"
inkscape:version="1.0.2 (e86c8708, 2021-01-15)">
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<rdf:RDF>
<cc:Work
rdf:about="">
<dc:format>image/svg+xml</dc:format>
<dc:type
rdf:resource="http://purl.org/dc/dcmitype/StillImage" />
</cc:Work>
</rdf:RDF>
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pagecolor="#ffffff"
bordercolor="#666666"
borderopacity="1"
objecttolerance="10"
gridtolerance="10"
guidetolerance="10"
inkscape:pageopacity="0"
inkscape:pageshadow="2"
inkscape:window-width="1344"
inkscape:window-height="729"
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"path": "emoji_u1f482_1f3fc_200d_2640.png"
} | Generate code for a svg of a woman guard: medium-light skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
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<g id="suit_1_">
<g>
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",
"path": "7d729f5cbbf964dc98bcf397410e4c2216d02e5654c23da34fdbf5dbf88a849f.png"
} | Generate code for a svg of a a black and white image of a bird in a circle | <svg version="1.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="32" height="32" viewBox="0 0 32 32">
<path d="M16-0.034c-8.841 0-16.035 7.192-16.035 16.034s7.194 16.034 16.035 16.034 16.035-7.192 16.035-16.034-7.194-16.034-16.035-16.034zM16 30.966c-8.252 0-14.965-6.714-14.965-14.966s6.713-14.966 14.965-14.966 14.965 6.714 14.965 14.966-6.713 14.966-14.965 14.966zM24.794 11.046c0.11-0.204 0.202-0.419 0.273-0.643 0.067-0.212-0.002-0.442-0.176-0.581-0.173-0.138-0.415-0.154-0.605-0.042-0.513 0.305-1.065 0.53-1.646 0.673-0.698-0.631-1.615-0.987-2.562-0.987-2.105 0-3.817 1.712-3.817 3.815 0 0.053 0.001 0.105 0.003 0.158-2.235-0.279-4.298-1.415-5.735-3.178-0.11-0.136-0.28-0.207-0.456-0.195-0.175 0.014-0.332 0.112-0.42 0.265-0.338 0.58-0.517 1.243-0.517 1.919 0 0.64 0.159 1.256 0.451 1.802-0.074 0.012-0.147 0.039-0.214 0.078-0.163 0.097-0.264 0.292-0.264 0.481 0 1.135 0.505 2.177 1.319 2.885-0.012 0.011-0.023 0.023-0.035 0.035-0.125 0.142-0.166 0.338-0.108 0.518 0.351 1.094 1.164 1.946 2.184 2.365-1.041 0.515-2.25 0.716-3.406 0.579-0.244-0.022-0.481 0.116-0.566 0.352-0.083 0.234 0.005 0.495 0.215 0.63 1.592 1.020 3.431 1.559 5.319 1.559 6.18 0 9.874-5.020 9.874-9.873 0-0.055 0-0.109-0.001-0.164 0.597-0.466 1.115-1.023 1.541-1.66 0.132-0.197 0.118-0.459-0.035-0.641-0.151-0.179-0.4-0.241-0.616-0.15zM23.049 12.801c-0.147 0.106-0.231 0.279-0.222 0.461 0.006 0.132 0.009 0.266 0.009 0.398 0 4.328-3.293 8.805-8.804 8.805-0.989 0-1.964-0.166-2.887-0.488 1.105-0.211 2.141-0.682 3.045-1.39 0.178-0.14 0.249-0.376 0.177-0.591-0.072-0.214-0.271-0.36-0.497-0.364-0.891-0.018-1.699-0.461-2.194-1.162 0.253-0.017 0.501-0.059 0.742-0.124 0.239-0.065 0.401-0.286 0.393-0.534s-0.186-0.457-0.429-0.506c-1.003-0.201-1.79-0.943-2.081-1.905 0.266 0.067 0.539 0.106 0.812 0.115 0.235-0.001 0.453-0.145 0.526-0.371s-0.013-0.475-0.212-0.607c-0.765-0.512-1.222-1.366-1.222-2.287 0-0.223 0.027-0.443 0.079-0.658 1.731 1.775 4.080 2.847 6.568 2.972 0.176 0.001 0.33-0.062 0.437-0.191s0.148-0.3 0.11-0.464c-0.047-0.203-0.071-0.414-0.071-0.627 0-1.515 1.233-2.747 2.748-2.747 0.757 0 1.488 0.316 2.005 0.868 0.126 0.135 0.312 0.194 0.494 0.159 0.165-0.033 0.328-0.071 0.489-0.115-0.072 0.054-0.147 0.104-0.226 0.151-0.216 0.129-0.312 0.393-0.231 0.631s0.324 0.394 0.569 0.357c0.061-0.007 0.121-0.015 0.182-0.023-0.099 0.082-0.203 0.161-0.309 0.237z"></path>
</svg> | |
{
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"path": null
} | Generate code for a svg of a yellow and purple pillows stacked on a sofa. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f7d58c" d="M18 0h11v40l-1 6-9 2-1 1q-4-2-9-1l2-2q-5-1-5-6l7-22-2-8q-9-1 0-3l-1-3Q5 7 8 3q4-3 10-3"/><path fill="#f8dda6" d="M29 0h47v47l-3-1 2-21-1-20h-3q-6 3-1 2 1 4-2 7l2 8-7 7 2 1-4 1v4q-3-1-6 1-6-4-11-5-2-1 1-3l-7-7-7 5-1-2-1 16z"/><path fill="#f3d28e" d="M0 0h18Q12 0 8 3q-3 4 2 1l1 3q-9 2 0 3l2 8q-3 4-1 7L6 40q0 5 5 6l-2 2q0 4 3 8-3 3 0 8l-2 2-1-7q-6-1-9 2z"/><path fill="#cb88af" d="M77 0h19v59H85q-3-3 0-3l2-9q-5-1-8 1-3-24-2-48"/><path fill="#f6dba8" d="M76 0q-1 24 2 48l-18 1-3 1v-3q-10 0-19 3-11-3-20-2l9-2 1-6 1-16 1 2 7-5 7 7q-3 2-1 3 5 1 11 5 3-2 6-1v-4l4-1-2-1 7-7-2-8q3-3 2-7-5 1 1-2h3l1 20-2 21 3 1z"/><path fill="#8b4381" d="m18 49 1-1 23 2q-3 0-3 2z"/><path fill="#fad336" d="m12 56 3 2q8-4 15 0l5 9q-3 0 0 2l-5 1h14v-3l2 4H24L8 73q0-4 2-7l2-2q-3-5 0-8"/><path fill="#fdda2f" d="M9 48q5-1 9 1l21 3 3 5q2 3-1 8l3 2v3H30l5-1q-3-2 0-2l-5-9q-7-4-15 0l-3-2q-3-4-3-8"/><path fill="#fad43b" d="m58 50-3 6q5 3 4 9l2 4 4-4q-4-3-4-7l4-1-4-8 18-1q3-2 8-1l-2 9q-3 0 0 3l-2 6 1 4q-12 0-23 3l-11-2q-6-9-6-18l-2 5-3-5q0-2 3-2h-3q9-3 19-3z"/><path fill="#9d4e8e" d="m61 49 4 8-4 1q0 4 4 7l-4 4-2-4q1-6-4-9l3-6z"/><path fill="#cf8766" d="M50 70q-3-1-4 1l-2-4-3-2q3-5 1-8l2-5q0 9 6 18"/><path fill="#ce93ac" d="m9 59-2 4q-4-5-5 1l2 4 1 15H0V61q3-3 9-2"/><path fill="#b978b2" d="M86 59h10v18q-6-1-5-7-1-3 2-4l1-5q-6-1-7 5z"/><path fill="#7e3c87" d="m9 59 1 7q-2 3-2 7l16-2h22q1-2 4-1l11 2q11-3 23-3l-1-4 2-6h1l1 7q1-6 7-5l-1 5q-3 1-2 4-1 6 5 7v5q-6 0-5-6-12-1-23 1l-1 3 2 1 20 1-84 1-1-15-2-4q1-6 5-1z"/><path fill="#b46aae" d="m8 82-2-4 2-1h58l-2 4z"/><path fill="#b569a5" d="M96 82v8H0v-7h5l3-1h81l-20-1-2-1 1-3q11-2 23-1-1 6 5 6"/><path fill="#ba6ea1" d="M0 90h96v6H0z"/></svg> | |
Okay, here's a concise summary of my thoughts on drawing a soft pink sky at dawn:I'm drawn to the soft, ethereal beauty of a pink sky at dawn. The soft, diffused light, with its gentle hues of pink and lavender, creates a sense of peaceful tranquility and a soft, ethereal atmosphere. The sky's curves and shapes are subtly defined, hinting at the soft, flowing lines of the clouds. The detail level is high, with a focus on capturing the subtle nuances of the pink and lavender, adding a touch of magic and mystery to the scene. | {
"bytes": "",
"path": null
} | Generate code for a svg of a a soft pink sky at dawn. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#fbbccc" d="M0 0h66l-2 3-4 1q1 2-1 3v3l2 4 4-3 6-1q4 5 10 4 2 3 7 3-3-2-2-4 1-1 4 1l-2 9v5q3 3-1 5-1-4-2 0l-4-4 3-3-3-4-5 2-1-2q-3 0-4 3l-3-7-1 1v7l5 3-5 4-7-1q3-2 0-2l-8 3-2-2-5 3q-5-6-10-1l-4-3q3-1 0-3 5-4-2-6-4 0-8 3l3 6-7-2-2 1q-2-6-6-3l-2-4-1 3q-3-3-6 0z"/><path fill="#fbbacb" d="M66 0h30v65q-9 3-15 10l-2 1h-5l5-6-2-2q2 2 5-1-2-2 1-5l-2-2 4-1q-2-3-5-3l-1 2-2-4v-1l5 3q3-6 2-9-3 3-5 0h-2l-4-5-1-3 1-2q-4 3-7-1l-8 2v-2q-2 0-2 3-2-5-2 1l-1-3q-4 1-8-1-1 3-3 0-4 0 0 2-1 3-3 1l-3 2-3-4-6 5-1-1v-2l-9-1-5 4-2-5q-1 4-3 1-3 5-6-1l-1 1V25q3-3 6 0l1-3 2 4q4-3 6 3l2-1 7 2-3-6q4-3 8-3 7 2 2 6 3 2 0 3l4 3q5-5 10 1l5-3 2 2 8-3q3 0 0 2l7 1 5-4-5-3v-7l1-1 3 7q1-3 4-3l1 2 5-2 3 4-3 3 4 4q1-4 2 0 4-2 1-5v-5l2-9q-3-2-4-1-1 2 2 4-5 0-7-3-6 1-10-4l-6 1-4 3-2-4V7q2-1 1-3l4-1z"/><path fill="#fbbccc" d="M74 76q-6 0-10 4l-5 1q-2-3-5-3-4-6 3-8h4l-8-7-6 3-10 2h-1l-1-1-1-3-3 2h-5L9 62l-1-3q-2 1-3-2 0-3 1 1l5-4-11-3V38l1-1q3 6 6 1 2 3 3-1l2 5 5-4 9 1v2l1 1 6-5 3 4 3-2q2 2 3-1-4-2 0-2 2 3 3 0 4 2 8 1l1 3q0-6 2-1 0-3 2-3v2l8-2q3 4 7 1l-1 2 1 3 4 5h2q2 3 5 0 1 3-2 9l-5-3v1l2 4 1-2q3 0 5 3l-4 1 2 2q-3 3-1 5-3 3-5 1l2 2z"/><path fill="#fbb9ca" d="m0 51 11 3-5 4q-1-4-1-1 1 3 3 2l1 3 17 4h5l3-2 1 3q-5 0-8 5h-2l-3-2q-5-4-10-4l-9-7H0z"/><path fill="#f49bb8" d="M0 59h3l9 7q-5 2-8 6l-3 1q-1 1 1 4H0z"/><path fill="#fab9c9" d="M59 81q-6 1-9 5l-2 1q-4-5-8-7-3-6 0-9l-3-3 10-2 6-3 8 7h-4q-7 2-3 8 3 0 5 3"/><path fill="#f69fba" d="M12 66q5 0 10 4l-8 2v2q-6 0-8 5l-4-2q-2-3-1-4l3-1q3-4 8-6"/><path fill="#f5a8c3" d="m35 67-2 5q-3-4-7-1 3-5 8-5"/><path fill="#fab0c5" d="m36 68 3 3q-3 3 0 9l-13-8q4-3 7 1z"/><path fill="#eb86ac" d="M96 65v15q-2-8-8-8-4 0-7 3 6-7 15-10"/><path fill="#f7a3bc" d="m22 70 3 2-1 2-3 1q6 2 7 9H16q-7-1-10-5 2-5 8-5v-2z"/><path fill="#f69fb9" d="M25 72h2l13 8q4 2 8 7l2-1 4 4v1H44l-6-5-16-2h6q-1-7-7-9l3-1z"/><path fill="#eb7fa9" d="M96 80v16H86q-4-3-4-7 3 0 5-3-5-3-5-7-3-2-4-1l1-2 2-1q3-3 7-3 6 0 8 8"/><path fill="#f8a6bc" d="M74 76h5l-1 2-9 8h-8l-7 4-4-4q3-4 9-5l5-1q4-4 10-4"/><path fill="#e979a6" d="M78 78q1-1 4 1 0 4 5 7-2 3-5 3 0 4 4 7H44l17-2 2-5 6-3z"/><path fill="#e270a0" d="M0 77h2l4 2q3 4 10 5l19 9 1 3H0z"/><path fill="#ee83a7" d="M16 84h6l16 2 6 5-9 2z"/><path fill="#e784a5" d="m69 86-6 3-9 2v-1l7-4z"/><path fill="#e3769f" d="m63 89-2 5-17 2h-8l-1-3 9-2h10z"/></svg> |
{
"bytes": "",
"path": null
} | Generate code for a svg of a green trees lining the streets of the city park. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#f8faf9" d="M21 0h47q-3 7 1 16-4 3-5 8-6 3-9 9l-6 11-1 6-6-12-3-4q-4-9-4-17h-4q-3-6-8-9z"/><path fill="#60bc57" d="M79 0h17v10q-3-1-2-3l-7-2q-2 0-2 3-2-11-2 1l1 5q-1 3 3 6l2-8q2 3 2-1l1 4-2 6 3-4q0-3 3-5v6q-6 3-7 11l-2 1q-1-10-2 0l-4-6-4-16z"/><path fill="#60bc58" d="M0 0h21l2 8q5 3 8 9 3 4 0 10l-1 1-2-8q-1 1-3-1l-1 2q-6-1-9 4 0-5 4-7v-2l-4 4-1-1-1 5-2 2 1 4 4 3q-2 2-1 5l-1 4q-1-3-3-2l-5-4H3l-3 4z"/><path fill="#54a858" d="M96 10v2q-3 2-3 5l-1-2-1-4q0 4-2 1l-2 8-3-10v4l-1-5q0-12 2-1 0-3 2-3l7 2q-1 2 2 3"/><path fill="#306d3d" d="M77 0h2l-2 8 4 16h-2v-3q-7 0-9-6h2l4 5q1-3-1-5l2-2z"/><path fill="#2d533b" d="M87 20q-4-3-3-6v-4z"/><path fill="#5eba52" d="M68 0h9v13l-2 2q2 2 1 5l-4-5h-2q2 6 9 6v3l-1 9-1-2-7-1q-2-4-5-4l-1-2q1-5 5-8-4-9-1-16"/><path fill="#355936" d="m92 15 1 2-3 4z"/><path fill="#468148" d="M96 18v2q-4 3-7 9 1-8 7-11"/><path fill="#387541" d="m11 26-4-4-1-8h1l1 4 6-11v3q-5 5-5 13 2-2 3-1-2 1-1 4"/><path fill="#3d8046" d="m24 21-4 4-8 5-1-4 2-2 1-5 1 1 4-4v2q-4 2-4 7 3-5 9-4"/><path fill="#5eb854" d="M96 20v26l-6-5-1-12q3-6 7-9"/><path fill="#2c5238" d="M79 24h2l4 6q1-10 2 0l2-1 1 12 6 5v3l-7-7q-3-2-5-1l-3-9q-1 3 1 8l-6-8 1-1 1 2z"/><path fill="#477c4a" d="m26 35-1-1-2-5q-1-1-3 1-2 6 1 13l-1 1-2-8q-1-6 1-9 3 1 5-2l1 8q4-1 1 2"/><path fill="#458346" d="m70 30 7 1-1 1-2-1-1 2-2 5z"/><path fill="#64b85f" d="M31 17h4q0 8 4 17-3 2 0 5l-3 1q-3-4 0 3 5-6 6 2l-2 3-2-2q-3 2-3 6v-6l-2-2 1-1-2-6-5 5h-4q1-3 3-3v-4q3-3-1-2l-1-8q-2 3-5 2-2 3-1 9l-2-1-1 3q-1-3 1-5l-4-3 8-5 4-4 1-2q2 2 3 1l2 8 1-1q3-6 0-10"/><path fill="#6ac45e" d="M85 32h3l-1 7-2-1z"/><path fill="#65cb5f" d="m25 34-1 4q-3 2-3 5-3-7-1-13 2-2 3-1z"/><path fill="#a1b6a4" d="m84 41-2-1q-2-5-1-8z"/><path fill="#6fc65a" d="m76 32 6 8 2 1q2-1 5 1v6l-6-2 1 5-5-3q-2-3-5-2l-3-5 3-5h2l-3-3 1-2z"/><path fill="#458d4c" d="m11 40-1 1-3-1-7 3v-3l3-4h3z"/><path fill="#72ce5f" d="m10 41 1 6-1 4q-2 3-1 7H7l-3-7q2-3 1-5-2 5-5 2v-5l7-3z"/><path fill="#32583d" d="M25 34v4q-2 0-3 3h4q-5 1-8 5-1-3-3 0l-2-1v4l-2-5v2h-1l-1-6 1-1q2-1 3 2l1-4 1-3 2 1 3 7q0-3 3-5z"/><path fill="#83d687" d="M17 37v8q-3-5 0-8"/><path fill="#64bf57" d="M35 46q-3 2-3 6-5 0-8 3-3-2-4-1-1-6-2 0-3-4 1-7 3-4 8-5l5-5 2 6-1 1z"/><path fill="#60b458" d="m64 24 1 2q3 0 5 4l1 8 2-5 3 3h-2l-3 5-1 1 3 3q-6 2-6 6-3-4-2-9l1-1q-4-4-3-9l2 6h3l-5-11v4q-5-1-2 3v5l-1-1-4 2-1 3q3 1 2 5l1 1 1-3q-3-9 3-2v4h-2q6 3 2 8h-3l-3-4-1 4-1-1-2 3-3-1q-2-4-1-7l1-6 6-11q3-6 9-9"/><path fill="#52984c" d="M65 42q-3 2-3 6v-4q-6-7-3 2l-1 3-1-1q1-4-2-5l1-3 4-2 1 1v-5q-3-4 2-3v-4l5 11h-3l-2-6q-1 5 3 9z"/><path fill="#87b281" d="M11 47v7l-2-3z"/><path fill="#629f5c" d="M35 46v6q0-4 3-6l2 2q0 2 2 3l-1 1q5 1 3 7h-3q0-4-3-6-2 1-1 4l-2-4q-2 0-2 3l-1-1q-3-3-4 1l-2 2q-2-1-1 2l-3-2 2-3q3-3 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8-2 3-1 9h-1v-4l-1-7-1-1v-3l1 1q0-3 2-3"/><path fill="#a6c1a2" d="M51 63q-3-3-5 0h-3v-3l3 1 6-1q0-2 3-2v7q-2-3-4-2"/><path fill="#2d4b2f" d="M26 58v10l-1 2v-3l-1-4v-1l1-2q-1-3 1-2"/><path fill="#42b93b" d="m24 62-5 1v-1z"/><path fill="#345b3d" d="M65 42q-1 5 2 9v2q-3 0-3 3-3 6 0 12l-2 1V56q4-5-2-8h2q0-4 3-6"/><path fill="#d2e0ce" d="M67 53q-1 3 3 6l-1 15-13-1q-2-3 1-1l5 1 6-2-3-14-1 3v8q-3-6 0-12 0-3 3-3"/><path fill="#43723e" d="m35 53 2 4 2 5q-1 1 1 4l1-7h3l2 2-3-1v3h3q-4 0-3 5h-6l-1-7q-2-5-1-8"/><path fill="#abc7af" d="m41 59-1 7q-2-3-1-4-1-3 2-3"/><path fill="#dfe9dd" d="M62 59v9h-2v-2l-2-2 1-4q0-4 3-1"/><path fill="#d0dfcb" d="m24 63 1 4h-6v-3z"/><path fill="#3a6340" d="M59 56q-3 4-2 10l-5 1-1-4q2-1 4 2v-7q-3 0-3 2v-2l2-3 1 1 1-4z"/><path fill="#cde2cd" d="m30 64-2 2-3 1v-3z"/><path fill="#95bd94" d="m36 61 1 7-2 2q-1-6 1-9"/><path fill="#1f3d2c" d="m77 51-5 9q-1 6 2 14h-5l1-15h1l2-6z"/><path fill="#539862" d="M7 58h2v8l-1 3-1-2z"/><path fill="#7db56f" d="M32 60q-1 3 2 6v4q-1-3-3 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Okay, here's a concise summary of my thoughts on drawing a glowing full moon rising over hills:I'm drawn to the mesmerizing beauty of a full moon, a celestial spectacle that casts a soft, ethereal glow across the landscape. The moon's presence is a captivating presence, its light radiating outwards, creating a sense of wonder and tranquility. The hills, with their rolling hills and the surrounding trees, provide a backdrop for this ethereal glow, adding a sense of depth and scale to the scene. The moon's movement is a subtle, yet powerful, influence, influencing the overall composition and the overall feeling of the image. I aim to capture the feeling of awe and serenity that comes with witnessing such a celestial event. | {
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} | Generate code for a svg of a a glowing full moon rising over the hills. | <svg xmlns="http://www.w3.org/2000/svg" clip-rule="evenodd" image-rendering="optimizeQuality" shape-rendering="geometricPrecision" text-rendering="geometricPrecision" viewBox="0 0 96 96"><path fill="#0c1523" d="M0 0h96v96H0z"/><path fill="#15273a" d="M53 50q3-6 2-12-7-9-14 0-2 6 4 12l-16 6q-15-20 5-36 19-11 34 7 9 14 0 27z"/><path fill="#ead08d" d="M53 50h-8q-6-6-4-12 7-9 14 0 1 6-2 12"/></svg> |
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",
"path": "emoji_u1f468_1f3fd_200d_2764_200d_1f468_1f3fc.png"
} | Generate code for a svg of a couple with heart: man, man, medium skin tone, medium-light skin tone | <svg width="128" height="128" style="enable-background:new 0 0 128 128;" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink">
<g>
<linearGradient id="SVGID_1_" gradientUnits="userSpaceOnUse" x1="30.7366" x2="30.7366" y1="123.5179" y2="110.8654">
<stop offset="0" style="stop-color:#006C7D"/>
<stop offset="1" style="stop-color:#007689"/>
</linearGradient>
<path d="M34.5,111.11h-3.76h-3.76C18.28,110.45,5.41,114.36,2.5,124h28.23h28.23 C56.07,114.36,43.19,110.45,34.5,111.11z" style="fill:url(#SVGID_1_);"/>
<path id="neck_1_" d="M30.5,117.83L30.5,117.83c-3.76,0-6.8-3.05-6.8-6.8v-4.54H37.3v4.54 C37.3,114.79,34.25,117.83,30.5,117.83z" style="fill:#99674F;"/>
<g id="face_1_">
<g id="ears_1_">
<path d="M53.36,84.31l-5.18-0.64l-28.03-3.44l-5.18-0.64c-4.14-0.51-7.97,2.68-8.51,7.09 s2.4,8.43,6.54,8.94l5.18,0.64l28.03,3.44l5.18,0.64c4.14,0.51,7.97-2.68,8.51-7.09S57.5,84.81,53.36,84.31z" style="fill:#99674F;"/>
</g>
<g id="head_1_">
<path d="M37.09,53.6L37.09,53.6L37.09,53.6C24.87,52.1,11.95,63.78,9.64,82.58 c-2.3,18.71,8.23,29.39,20.11,30.85s24.68-6.36,26.97-25.07C59.03,69.56,49.31,55.1,37.09,53.6z" style="fill:#BA8D68;"/>
</g>
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AgTQECqQhUCANgQJpCBRIQ6BAGgIF0hAokIZAgTQECqQhUCANgQJp/wMMyu2F31J8+gAAAABJRU5ErkJggg==",
"path": "77939f7222306d6cd43ae4d0fc3a1349e508221be2be76f605d975eacf1ba2ef.png"
} | Generate code for a svg of a a close up of a black and white picture of a starburst | <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 256 256"><path d="M213.5,106.5l-75.8,24.7,46.9,64.5a6,6,0,0,1-4.9,9.5,5.9,5.9,0,0,1-4.8-2.5L128,138.2,81.1,202.7a5.9,5.9,0,0,1-4.8,2.5,6,6,0,0,1-4.9-9.5l46.9-64.5L42.5,106.5A6,6,0,0,1,38.6,99a6,6,0,0,1,7.6-3.9L122,119.7V40a6,6,0,0,1,12,0v79.7l75.8-24.6a6,6,0,0,1,7.6,3.9A6,6,0,0,1,213.5,106.5Z"/></svg> | |
{
"bytes": "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",
"path": "a483ab02366d49dbfccb71f9da834e2c1d38035d0edb1be4b013cf6987451d8c.png"
} | Generate code for a svg of a a drawing of a square with four squares in it | <svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
width="850.4px" height="850.4px" viewBox="0 0 850.4 850.4" enable-background="new 0 0 850.4 850.4" xml:space="preserve">
<rect x="141.7" y="141.7" fill="none" stroke="#231F20" stroke-miterlimit="10" width="566.9" height="566.9"/>
<circle fill="none" stroke="#231F20" stroke-miterlimit="10" cx="425.2" cy="425.2" r="141.7"/>
<line fill="none" stroke="#231F20" stroke-miterlimit="10" x1="525.4" y1="525.4" x2="708.7" y2="708.7"/>
<line fill="none" stroke="#231F20" stroke-miterlimit="10" x1="141.7" y1="141.7" x2="325" y2="325"/>
<line fill="none" stroke="#231F20" stroke-miterlimit="10" x1="325" y1="525.4" x2="141.7" y2="708.7"/>
<line fill="none" stroke="#231F20" stroke-miterlimit="10" x1="708.7" y1="141.7" x2="525.4" y2="325"/>
<line fill="none" stroke="#231F20" stroke-miterlimit="10" x1="141.7" y1="425.2" x2="708.7" y2="425.2"/>
<line fill="none" stroke="#231F20" stroke-miterlimit="10" x1="425.2" y1="141.7" x2="425.2" y2="708.7"/>
</svg> |
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