Spaces:
Build error
Build error
[["<img src=\"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCAE6AUYDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD3+iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKADtRR2ooAKKKKACiiigAooooAKKKKACiioLq6js7WW4lOI4kLsfYdaAOM8VfEKLQvF2i+HoIBPc3sg87J/wBWhOAfqea7qvl4Lea38TNK8YSKY7LUdT8q0V8klU4zX1DQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAB2oo7UUAFFFFABRRRQAUUUUAFFFFABXnPxd1ma20K00Szcre6vcLbKVPIXPzfpXo1eSW8C+Ifj7etO/n2+kWy+So5VHIB5985oAXx34SbRvAukXOjiQS+HWWZUB+8p++SO5r0Tw3rEHiDQbTU7Z1dJ4wSQe/cUniOPf4b1Jdm7Ns4xjOflNcv8GnD/DXTyOzOD+BoA7+iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAHQUUg6CigBe1FHaigAooooAKKKKACiiigAooooAzdf1NNG0K+1KQgLbQtIM9yBxXEfBvSHh8MTa9dA/btYma5kZuu3J28/SmfF/Unm0ux8M2bqbzVrhY2TqwjzycV6BpllHpum21lCoWKCJY1A6YAxQBNPH5tvLH/fQrz7ivMfhFfTWFxr3hW6gCXGnXTShhwGR2rpfB/iyfxHq/iCzmgSNdNuvJRl/iFcv4iWTwr8Z9F1aB8W2tg2d0nbIHBoA9XooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACuZ8deLbbwd4bn1Gdh5pBS3j7vIegFdHJIkUbO7BVUZJPavF7dD8TfHdzq1wu7w7oqvHArniWYA8kd8UAdd8I/EOpeJfBv23VZvNufPdS2Mceld7Xm3wU2nwVKV6G8lwfbdXpNABRRRQAUUUUAFFFFACDoKKUdBRQAdqKO1FABRRRQAUUUUAFFFFABRRQaAPKrpV1L4/24UofsFhk55wT29jXf+Ir02Hh3ULtZfKaKBmD+hxxXn/gHOq/FDxhrKhfISRbaNh3x3rZ+MF8bP4c6gqkb59sKjuSxxxQB538GvFTad4hu7LW1kW51xvtcV5KcCXr/Ou1+NFi7eF7PWImIk0m9juRj0zgms/xd4Lt5vhJazOFTUdKtEkguFG1lIwSKta7dT6z8Arm6kXdM+nhmAz1GM0Aekabdpf6bbXUZyksauD7EVarnPAUyT+BdHeM5X7Mg/SujoAKKKKACiiigAooooAKKKKACiiigAooooAKCcUV5n4+8bX7X6+EvCsLz61cLmSZDkW6dyfegCv8QPEl3ruqw+BvDdwgvbkE3twpz9njHUe1dRB4cs/Cfw+u9NsE2LHaPufAy7bTlj7mm+CfAth4TsnYM1xqNyd9zdSnLux6jPpW14j/AORa1P8A69pP/QTQByfwXRV+GmnMoALl2bHrmvQK8/8Agx/yTLTPo3869AoAKKKKACiiigAooooAB0ooHQUUAHaijtRQAUUUUAFFFFABRRRQAVDdMY7WV1PKoWH4DNTVna9cNa6DqE6DLR2srj6hTQBwHwRQv4W1G8kYtNcajMZD6kGovibNPr3iTQPB9rII2uJRdTyE/dRT0+ppPhbfQ+Hfg+2s3Tlo90ty4HXJPApnwq0m913Ur7x7rW43N9lLMN/BDnsP5UAdR8SZfsHw01fq/wDo3lnPvxVK1sXg+DBtEDPL/ZZGO5O2rHxa4+Gurf7i/wAxUd1rX9gfDGxuRp9xqDPaRxCG3XLHcuPwFAEvwokST4b6QUYNiPDex9K7XNeAeB5fiZYaNPpOmeH1t7Yys0U96QnkhjzweTXUReEfiZqchGqeLorWLGMWiYJFAHqc08UCb5pUjX1dgB+tYd7458L6fC0tzrtgqL12zBiPwGTXIr8Hob24Emu+IdU1NF/5ZySlVP1xW3B8KvBluQV0O3YgY+cbs/XNAC/8LX8Df9DHa/8AfL//ABNXLD4h+EdTdktNfsWZeoeTZ/6FikHw68ID/mXrD/v1VW7+Fngy7HzaFbIf70a7TQB10U0c8YkikV0PIZTkGn15K/gLxf4SuDL4M1zzbHOfsF62QPYH0pzeO/H2khZdX8DtJbA/PJaSbyPfFAHrFFcFo3xg8I6tIsL3rWNwesV2hjwfqeK7qKaKZA8UiOpGQVbINAD6KKKACo5Zo4I2kldURQSzMcACpM15P4z1C+8beLF8E6NdPDZohfUrmLnaP7lADNc8dap42mm0HwNaTMpOyfVnG2OMdCB3/wA9K67wf4D0rwjC7W++e+mAM91MxZ3PfmtvRNFsfD+kwabp0CxW8KhQAOT7k9zVXxXrsHhnw1e6pMR+5jOwerHgD86ANSC8trrf9nnil2Ha/luG2n0OKxfHN7/Z/gfWbnjKWj4z7jFYXwl0S50zws99fAi71WZryRT/AA7ugqT4vkj4Y6uQSMIvTv8AMKALHwpsWsPhxpEbHJaIv+ZNdnWL4SAXwlpKgAAWkfA/3RW1QAUUUUAFFFFABRRRQAg6CigdBRQAvaijtRQAUUUUAFFFFABRRRQAVxXxY1X+yPh1qsqsFkli8lDnuxA/lXa15r8cMHwNCCOt9D/OgDlPEQnj8DeEfAenFFn1OKPzZOm1OpJ7969n0mwi0vS7WxgULHbxLEoHoBiuB8WeBNS1e50rxFoOoG21WytlSNHAKkYB71DHrvxUtFEVz4c068lA5ljlKg/hzQBufFv/AJJpq3+4v8xW74YUHwtpfGcWseM/QV5h4tvPiR4h8N3Wly+EreOOcAM0U5LDBzXpPgprw+ENMW+s2tLhIFR4m6jAxQBvYpaKKACiiigAooooAKQqCCCBg0tFAGDrPg3QNehkj1DTLaQuCPMEYDDPfPXNcBL8LNY8L3RvvBWuzW4HLWl029JD+Neu0YoA828M/Ei6Oup4b8Wad/ZeqsP3b/8ALOY/7Jr0jNcp458GW/i/RRB5hgvrdvNtLlcbonHQD2NYXgXx5NLpmq2fieRIL7RG23Mp4Dr/AHv0oA3fH3jC28JaDJLuL6jODHZwKMs7ngHHoKpfDLwq/h3w6Li+G7Vr4me7dvvbm5wa5rwpbzfEHxvP4uvlkbTLB2j0uKVCFb1f616rdXdvYWslxcSLFDGNzOxwAKAFvLyCwtZLq6lWKGNdzOxwAK8hhF58XfEMlzOzQ+ENNmzEmMfamHc56ikuJ7n4v+JI7eFLqHwlaE+ZJkr9qf0H+zXqUlrbaH4clgs4EjgtoG2RrwOAaAOF8KeINT8S/Ea/l05pB4YsIPsgDH5GmHGQO9db450uHV/BWr2U5IR7VzkdiBkfyrmfgtEy+BftJxm6u5pcY6fN0rpfHOrW+j+DNVu7lgFFs6KM43MRgAUAZnwn1C41L4daZNdPvlVCm72BwP5V21cN8IrOay+G2lRzoVdkLjPoSSK7mgAooooAKKKKACiiigAHSigdKKADtRR2ooAKKKKACiiigAooooAK8t+O10kPgy0icH95fRfN2GD3ruPEXinSvCumvfarciKNTgKOXc+ijvXmceja58XNQhvdZjk03wvE2+C1H35/ds+1AHrWkzxXOk2k8EiyRPCpR1PBGBVyq9lZW+nWcVpaxiOCFQiIvRQKsUAIaAMUtFABRRRQAUUUUAFFFFABRRRQAUUUUAFeSeL/AIUT+IPHkeoW9y0GlXQB1FVfBYr0AHfOK9booAq2trbaZZx21vGsNvEgVVUYCgV5Z4v1CX4g+LYPBmk3R/syD95qdxFyMj+DNO8SXusePPGlx4P02eTT9KsgDqFyhw755Cr3rvvDPhPSvCdj9k0qDy1Y5kdjudz6k0AaWnadbaXYQ2VnCkVvCoVEQYAFYPxF1H+yvAOr3QYK32dkTn+JuB/OuprzL42TO/hjTtOjbBvdQiQgdSByaAOh+HGlf2P4B0m1Od5hDuT/AHmGTXJfGRhqd94Y8NgqRe3wMi56qPaumufH/hfwzOmjanqa21xbwpkSI2CMDviuT8JTQ+O/ilqPiVXWbTNKjEFlxwWP8X1oA9at4I7a3jhiULHGoVVHYDpUtFFABRRRQAUUUUAFFFFAAOlFA6UUAHaijtRQAUUUUAFFFFABXIeO/GsHhHTI/LjNxql0wS0tAeZGP9K6PVNSttI0y4v7twkEEZkcn0FeafD7SJ/FmvXXjvWo3bzHKaZFKOI4exAx1oAfoHw+1DX9YTxN44lFxdhg1vp6tmKEds+pr1GNFjQIihVHQAYAp+BjFFABRRRQAhOK4fUvip4e07xfB4dkkLzPw9wGHlRH0Y1gfGr4gf8ACNaONGsJQNSvUO455ij6Z+p/oa+Yo282UB8l3cfPnkZPNAH3Vp+pWeq2i3VjcR3EDEhZI2yDjrVusLwdo9rofhTT7K0jMcawqxB67iMk1u0AFFFFABRRRQAUUUUAFFFFABRRRQB5R4l8F+KtL8V3nirwhfxtLchftFnMPvgdgfSo/wDhYHxAsmaG+8ATTSA8NbTbl/TNet4pMUAeTH4meMx/zTnUf++z/hWNqmreLPGniHw8lx4NvdPis7wSvK4LLggdfyr3OkwPSgDivHngC18b2kMRnS0uEfLTiJWdlx93ntXJ/CKzXw54m8TeF45jLHayI6s/Bb617DgV4/qFy/hL46xXt1Eq2OtwiBZh2cepoA9hopAciloAKKKKACiiigAooooAO1FA6UUAHaigdKKACiiigAoopGIAJJwBzQB5J8QtRuPF/im2+H+msVjOJtRlXoqDnb+Ir1LTrKLTtPgs4F2wwoEQegFeY/CW3Gp+IfFviSUF5Li/aCN2HOxe1esUAFFFFABWP4n8QW3hjQLnVrsnyoFzgfxHsK2Kqajp1tqljLZ3kKTQSKVZHGQaAPi7xb4ovPF/iGbVL9sMwIiUfwKPugVtfCfw03iTx3ZpJbedZ2p8+4J+6AOmfqa6Cy+B2v6j4luoJol0/T45G2ys2crnjGK998GeC9M8F6OtjYR5c8yzMPmkPv8A4UAdGqBFCrwAMAU6iigAooooAKKKKACgmivDPi98WZtMll0DQZwlxgrc3C8mI/3R7+9AG/47+LUWj6quhaEbefU2bY80rgRwn0Pv7Vh+FvjDrmrJBp39mDUNVN15cr28ZESRZ659a+f7C0vNY1OK0t0ee6uHCqM5LMfWvsTwB4Ph8HeGLbTwEa5xvmlx8zOeTz6UAdWpyoPqKWgdKKACiiigAooooAK8r+O8MDeDrOZsfaI7+LySOuSecfhXqleTeLEXxN8Y/D+hlvMtdPja8nTqAw6A0Aen6eWawt2f7xiXP1xVqkAAGAMCloAKKKKACiiigAooooAB0oo7UUAA6CsLxfba3deHLmPw9drbakMGJ2GQfat0dBSYoA8asvHvjfwfCsPjDw/NfR5Gb22I+Ve5bAwcfhXa6J8T/Cmuzi3ttSSO4xnypxsb9a66SJJYykiKyNwVYZBFcr4g+G/hnxFC4uNPjimbpPANjqfXIoA6sOGUMpyD0IrA8a6wmg+ENT1B+THAwUZxkngVxbfCzxBZ5TS/HeoxRBcKkqB/1riviE3j/S9Ci0TW7yz1O1u5wkTwpmd8dsflQB6h8JNHk0jwDZ+fs8+7LXTlf9s5H6V3VcF4J+IGg6vDDo6mWw1C3RYzaXa7G4GOOx6V3gIxxQAtFFFABRRRQAUYoooAKKKKACiiigAooooA80+LHxFj8H6M9pZuH1a6QrEB/wAsh3Y+/pXyqxnvrpmJeWeVs85ZnY/zr6W8f/CvWfEvip9X03ULSNJYlR0uEJxitD4f/CGw8LSG/wBUaHUNULblcJhIvTaP60AZHwh+FB0IRa/raf8AEwYboIM/6oHuf9qvZsUgGKWgAooooAKKKKACiiigBDXlfw9i/tD4ieMdYwpHni2TnJGOtb/xK8Uv4c8O+VaDdqd+/wBmtUzzk9W/Crfw/wDCyeFPDUNo/wA97L+9upM5LyN1oA6uiiigAooooAKKKKACiiigA7UUdqKAAdBRUJuoVnW3MqCYjIjLfMR64qagAoopM0ALXlHjUSah8YvCVgSixwRvPkjOecYr1evL3QS/tBL5nz+XpYKZ7daAOm8T+ANF8VIjXUJguox+7uoPlkT8RXICx+JHglVWylj8R6ZGP9XJxOB7epr1mkIzQBxHhf4naJ4gk+xXBfTNUX/WWl58jZ9ieDXbK4cBlIIPQg5Fc74i8CeH/FHzanYRvMBhZkG1x+IrjR4F8Y+F5FPhTxEZ7X/n01D5gB9aAPVqK8tl8SfErRnVtQ8L22owfxtZSfN+Rp5+K2rD/mQdb/75/wDrUAen5oryqX4m+KboBNM8Bal5oOW8/wCUY/Su08IatrWsaY8+uaO2l3AkKrEzZyvrQBp6tq9loenS3+oTrBbRKWZ2P6D1J9K5zRvih4R1wRC21iCOWU7VhnOx8+hHT9a8f/aB8TyXWt2/h+Jv3FsgkkHq5/8ArV5T/asf9iJp62FsJVfcbrH7wj0z6UAfcwIPI5HUGlrH8K+Z/wAIrpRl3eZ9kj3buudorXzQAtFU7rVtOsX2Xd/awPjO2WZUP6mof+Ei0Q/8xjT/APwKT/GgDRxS1m/8JDov/QXsP/AlP8aP+Eh0X/oLWH/gSn+NAGlRTEljlUPG4dT0ZTkGn5oAKKM0UAFFFFABTXdUUsxAUDJJ7U4mvNPiT4iurueDwVoRLarqK/vmU/6iLPJPpQBleHEj8e/FXUdcuH83T9EP2eyjP3d5/i/z7V6+BgVieFfDVl4V0K302ziVAijew6u2OSa3KACiiigAooooAKKKKACiiigA7UUdqKAPGx8CIftTXDeJtSaZsgvn5sHtnrWivwM0UKM6vqxPr9oNep0UAeWN8ErCEb7LX9XgmHR/OLfoTVJ/DnxB8EzmfRNVbXbJsGS3vHyw+lewUYoA8lg+M8lsgOreFNWtscSOse5Qfb1rnbH4j6Bc/GA65cPPZ2RsBDuuIypDc9RXvLRI64ZVYehGa8ovdG03VPjo9pfWUFxA2lKWSRAQT60Aeh2ninQb/H2bWLGXIz8s69Kuf2pp/wDz/W3/AH+X/GuKu/gv4JueU0xrds/egmZf61UPwL8HlThb0HHBFy3FAHo6zIxwrAn604NmvKl+Ci2LCbS/Fes21wv3G83IA9MDGac2h/FPQ50nsvEFrrKfxQXcQUH6kAH8jQB6pRXl58T/ABOtHZLjwlY3LdmtpiFH5k0Dxd8S5cpH4Lt0c8B5JztFAHqFGK4nwzf+PbnVdniPTNMt7LZnfbM27PpyTXb0AfFvxHuri88f6xJcPucTlRz2FYejWT6hrFlaqG/fzpGCo55NbfxB0+eDxvrTY3olydzpyoJ7ZrrfgzokmueN7W8WFYrbS49zkL1c/wBaAPqG3j8q3jj/ALqBfyFeeeJfh7rviPXZpZfFl3Bo8rgmyiJGBjoK9IooA81j+BvhDBNwL+4lPWR7ps49Kf8A8KO8E/8APpdf+BT/AONej0UAeb/8KN8Ef8+l1/4EtSH4GeCSOLS6B9ftLV6TRQB5i/wT0eM5sNY1ayPbyrgnH51Cnw+8baS4bSPHVy8a/diu13j9a9UooA8rkufizo7qz2umavD/AHU+RjT2+LN7pbbPEHhDVLPHWSNN6/pXqNNeNJBh0Vh6MM0Aefw/GjwfJxLc3MDektuw/pW5pnxB8K6wVWz1u0Z2OAjPtb8jW3JpdhMhSSyt3Q9Q0SmuG8aeE/h9pukXGqaxo9rCqD5WgBjct2C7cck4oA0fH/jMeHNHiTTvLuNVvX8qziVgSWP8X0FV/h94FTw5bvqeoSNc69eDN1OzZ687RnoB/SvMvBnwr1vV7dPEKarcaTIJGawjkUyFI88Z3HiuzXUfip4bhdbuysNegTkTR5SRh9BgfpQB6oKWvO9L+MOhXDx2+rxXOkXbZBS6jKrkdcGuqt/Fvh+6RXh1iydWO0ETDrQBtUU1JFcBlIKnkEHINLkDvQAtFFFABRRRQAUUUUAHaijtRQAUUUUAFFFFABXmW9V/aDYMwBOljA9a9Nryf4oRNoHi3w54wiBAhmFrckf3GPFAHq+aWo4pFmiWRDlWGQfapKACjFFFACYpcUUhYDqQPrQAYo6UKwboQfoa53xv4gPhjwlf6sqh5IExGp7uSAKAPn+y0i88X/EbVPCoYx6a1+91dsq5YBeB81fQ3hvwjo3hO0a30i0WBXOXbOWY+5rx34W2Wq6V8S86jKWn1Wwa7nU89wVH65r3+gAooooAo6rq9jodg17qNwtvbIcNI/QVDo/iLStfgabS76G6jU4JjbOPrVu+sbXUbVra8gSaFuqOMg153rfwe0+e5a88PahdaJdsDnyGJRj7g/TtigD02ivI08R/ETwVhPEGjprenrhRc2J/eAepGK6vQPid4Y8QExxXotblQN0F2PLYfnQB2NFRQ3ENwm+GVJF9UYEfpUtABRRTWbAJ7CgAeRY1LOwVQMkk4AFeP3Bb4reO/s8UxPhrRZAxZBxcyj37gH+VWPGfiu98XalL4M8KI7lyEv8AUFPyRIeoBHfHevQ/Dnh6y8M6Lb6ZYoBHEoBbGC57k0AaqxqgAUYAGAB0AoxTqKAM3UtB0vWE2ahYW9yB08yMHFctd/B/wTds7/2OkDuMboHK49x713dFAHlr/CO9swp0fxprNq6/dEj71x6dabD4e+Kums7QeK9Pvh2W6gJP6CvVKKAPKR4m+J+jvt1TwrZ6iv8Az0tJcHH05qw/xaurAKdX8G6xaRnq4UOBXpuKa8SSDDqGHoRmgDjdP+K/g/UcAaqlvIRzHcgxsPzrp7fWdMuoxJBf20qnoVlBrP1TwX4c1kEX+j2kxPcxgH9K52T4NeDy5aK1uIPaKdlx+RoA7yOeOUZjdW+jA08kDqa8xf4RzabN9o8N+KdT0+QDGySQyIfrnmq8un/GGyOLbV9HvVH/AD0jCE/pQB6vRUFl9pNhb/bAguvKXzgn3d+Bux7ZzRQBPRVTVNStdI02fULyTy7aBS8j+grhh8a/BX/P/OR2It2waAPRKK88/wCF2eCf+f64/wDAdqzr344aRIHj0TS9S1KfO2PZAwVj9aAPVCcVzHj/AMPDxP4PvtOH+uKF4f8AfHIriLfVfi7rJ8+DTLDTYsZVbjlqnPgvx/4ghjj1/wAUpbwE7nis4wp+maANT4deOtNvvB1suq6na21/ZgwXEc8qowKcZ5NXtR+LPgnTVfzddgkcLkJAGct7AgY/WvItV+HejeDfiBp6a1HJd+H74eWtxI2CsvfcRXtmm+BPCunHfZaHZIW5D+WGz75oA5H/AIXVZakxj8O6Bq2qSjrth2qPqecfjSw+IfinqZaS18M2FjH2W6mGT+VenQWsFqpWCFIlPJCLgVLQB5dNpXxX1UbZ9Z0zTEb/AJ9l3MPzo/4VXq94ipqnjbVZ16ssZ2gn8DXqNFAHN+EfCMXhKzuLeLULy8Ezhy11JuI47Vxnxn1Iz2GleFrQGW91O7QmFevlqck16D4j8QWHhnRZ9U1GURwRD8Wbso9zXnnw+8PX/iPW/wDhPdfeVZ5CfsFqRgRRnjOPpQBLbQfZfjrZ24Pyx6PsH4YFeqV5i+P+Ggojkf8AIKbr9RXp1ABRRRQAhbAzRWJ4v0ifXfCuoabaztBcTxFY5FOCG+tch8P/AB3A6DwzrzCy1uy/clJjjzsdCCeufSgD0oqCMHpXN654B8NeIXMmoaZC0p48xBtb8xXRqwIyDkU6gDyyX4Yar4ek+0eCtfntDnJtLkl4jSy+IfiX4ddZdW0C01azB+ZtPY78fQjP6V6jiloA4nw38UvDviGY2jTNp+oK202l6PLbPsTwfp1qD4o+KZdD8Px2Omtu1fU3FvaRqMk5+830x/Op/H2geEJ9MfUfEccNusfIul+STPsRya8d8M+G/Ft7qCeK9F82+tdPkKWEGpMS7xnuM0Ae3+BfCVt4R0CG0jCtcsN1xLtwXc9c11NcP4N+Ith4nlksLmF9O1mHiazn+U59R6iu3XpQAtFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAENzbQ3du9vcRJLE4wyOuQR7iqkehaRFGI49Ms1RegEK8fpWjiigDPOiaUeum2v/fpasQWNrajFvbxRD0RAP5VYooAKDRRQBjeJfDdh4p0aXTNRj3RPyrDqjdmH0rzXTfE2tfDK/i0Txbm50Z/ls9SUZKjsrmvY6q3+nWep2xt761iuIT1SVQwoAZpmrWWsWa3mn3Mdxbv92SNsirteM+KfBV38P7W88T+ENXmsobcedNYP80Ljvgdqf4U+Pmi6jEkOuRvY3IHMirujb39RQB7HVTUdStdKsZb29mWKCJSzuxxgCvO9Z+MmlHZZeGYJNZ1GU4SNEIRT7msm38DeLvHd9Df+N7xbTT16abASu/03DNADLGw1H4v6uNX1J3tvC9pJ/otqP+Xhl/iYHtXssUMcEKRRIEjQbVUDgCobOzgsbWO2tolihjXaqKMACrNAHlXiGJIvjz4cljULJJayB29Rg8V6qK8r1oyXfx80OKKPItbJ5JGz0U8Z/WvVKACiiigArmPE/gDw94t/eanZA3IXatzGSsij6iunooA8jTTfHvw/ymmynxFoqfdgkP79B6A10Ph34p6HrM32O7Mml6ivDW14uw59AT1ruia5Dxt4f8H6rYF/EqW0AH3bhm2OvuDQB1yuGUMDkEZBHQ1ieIfFui+GbV5tUvooSq7hHuG9voK8Dg8U+JdD1ifQvAusT6/Y7D5Zmi3+Vj0Nb3w2t/Ceq38k/iqeW68VOxMkWpjaE9lB4NAGrZWWrfFfxNb6nrFlLZ+GLM77W2lGDcN6kHqMc17DDBHBEsUSIkajCqowAPpSxJGkSrEFCAYUL0xUlAHG+L/h1pHiwrcsHs9Tj/1V7bna6kdM+orlE8T+Mfh8YovFduNU0gEg6hbrl419WFeuYqO4t4bmBoZ4kljYYZHGQaAKej65puu2a3Wm3kNzEepjbOPrWjmvMdW+EsVtcy6l4R1O40W/Zt/lxsfIY+hXtVe0+JGs+GXSy8b6HNCQSv8AaFou6J/cjt+dAHq1FZ2ka7pmu2YutMvIrmE/xIc4+taNABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAEc9vFcwvDPGkkbjDI4yCPcViXXgrw1dQNDNolk0bdR5QFb9FAHkt18D9PtL1tQ8N6xe6Tdj5o1VtyBvx5x+NEGrfFjw7GyX2j2euwrjbLA4Vyv0GMmvWsUUAeW23xdmsZXi8TeF9S0w43IyRmQMO/StzTPiz4M1RgsWsxROSAEuAUJ/OuylgimGJI0cejKDWHqPgjw3qqkXekWr5UrkRgHB9CKAPIvjFb36apF4n8O6pG6m38if7PIC6rnORz04r0n4X+I5vEngWxvLlW+0IDFKzfxMvesef4GeEZIisYvImPRknPFUx8I9R0uAR6D4x1GzVDmNHwUHrkUAesZozXla6f8AFzS9qwalpGqxKMDzgUb6niqSeLvi5Buil8G29yynHmpIArfT5qAPYScVnatrWn6JZvdajdR28SjOXbBI9h3ry59b+Leu4sIvD1vo3mDDXbupCj25Namm/CVLq7W98X6vPrlyhyiOSsa46fL3oAzX8deL/HMxtvBumGwstwU6ldDqPUCrFn8Hn1HUo9R8Y67PrMoH+pxtj/xxXqNraQWcCQ28KRRIMBEXAH4VNigDN0vQdL0WBYNNsYLWMDGI0A/WszxP4F0PxZDi+tglwvMdzF8siH1BrpqKAPHnu/G3w0wbwt4i8PJgGRRiaFe5Nel6B4j0zxLp0d7ptyksbqCVB+ZfYjsa05YkmjaORQyMMFWGQRXl/iH4dXWh3T+IvA032O/jy0tj/wAsrkdSMdjQB6lS9a4zwT8QNP8AFluYHP2XVofluLKT5XUjuAeorshQAuKhuLWC6iMVxDHKh4KuuRU1FAHivj3wpceBGj8Q+CDeW11NJsls7dS8T8Hkr2rufh54p1PxRojT6tpr2V3CwjcMpUOfUA12BGaAAKAFooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigApMUtFABRiiigAoxRRQAUUUUAFFFFABSYpaKAPPvHfgJ9TlXX/D8gstftRvjdeBN/stVv4feOovFWlmG7CwazbHy7q1Y4YMOpAPau1xXEeIfhnpeta/ba3bTS6ffxuGeW2+UyYPegDuM0UgGAKWgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD/9k=\" />What is this sketch for? How would you make an argument to prove this sketch was made by Picasso himself?", "The sketch is a simple line drawing of a cat's head. It is not clear what the purpose of the sketch is, but it could be a quick sketch or a study for a more detailed artwork. To prove that the sketch was made by Picasso himself, one would need to examine the style, technique, and materials used in the sketch. Additionally, one could compare the sketch to other known works by Picasso to see if there are any similarities in style or subject matter. It is also possible to consult with art experts or historians who have knowledge of Picasso's work and can provide an informed opinion on the authenticity of the sketch."]] |