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AAEcAZ2SCCCAAAIIEMDsAAIIIIAAAhEECOAI6JREAAEEEECAAGYHEEAAAQQQiCBAAEdApyQCCCCAAAIEMDuAAAIIIIBABAECOAI6JRFAAAEEECCA2QEEEEAAAQQiCBDAEdApiQACCCCAAAHMDiCAAAIIIBBBgACOgE5JBLZVILiPq9CeNqblJh3lrnu29ix37S1pqbX0UZ/ROuW6K5hNb+0+/ncEEBitAAE8Wl+ejsDQAsF90VMhK9ee7louac/B32V6qVzr1NJd6mtGph+a6VdbKuLSa9XXMrX0oPqzz1gu190y3SXpLjOtG/zd+vrJI5nuvMBs/dCH5gYEEBhagAAemowbEJh/gTOe9GX5uA536XBt/POIXN8bBK251nlf6wZhGdqDsDTfrhO4W+htDHVrabkPArk/+1n1q72vnSVdb9L1xbSuP3MHu3e7anEzAghsVoAAZjkQiCQwWfrB/b4Ol80G7h6SrhuEX5bpujPMfhbjWGe671aWeuOmfwQM/vsjua5vtXT9RGY3xjgTNRFIVYAATnWy9FU5geDeUqG1Mi0bhK671tnGcLtuIrOvV+7AkiZL/91+X2900+G28UvX1w++72y5Tgtm/SqemTMhUBcBArguk+KctRVY47779LTeK9d7ZfqJmT4+Vuj6VTvYfXVqas2TvvtMrsP7fZ1k0stkunB8XBeusnr1USdzzpq2AAGc9nzpLqLAZOH796X3SjpW0oVyXRjadnvEI81b6dDzvWWzvQ3+XN6SLpzI7ZZ5K8CDEGiAAAHcgCHT4sIKdHt+hFo6cfDyHzdd2HtCF639TXtkYU+xMNVW/tJ3bu+oE831XjPdrr4u6rTt2oWpThUE6i1AANd7fpy+KgLuNlHq/S3peDM9KddFndw+VZXjLcQ5uoW/Uzb7D48dXPpkN9PHtvsnthfi4NRAIJIAARwJnrLpCHRL//2+62yT3EyrOpndkE53w3fSLf0w72uNm6xlOq2T2ZeHfwp3IJC+AAGc/ozpcEQC57g/b32ps2U6Qn2dFtp2xYhK1fKxoefHqKWz5bp2cabTTjV7rJaNcGgERiRAAI8IlsemLRAKP04+G77XPJ7ptPPMnki7423r7hT3HZcM/pHieqtMp4XcLtu2J3EXAukJEMDpzZSORigQev6qTZ/V7WYbv7z61RGWS+bR3dIP8Y3/YPnZpq8W/CCZ5mgEgW0UIIC3EY7bmifQLf00d525KXjPaZ7A9nfcLf3UQRCb6YxOZmdv/xN5AgL1FSCA6zs7Tr5AAuFJf7GN6x9kusdndEpYZHcuUOkky4QN/kob01p37aFp/VHYwX6aZKM0hcBWBAhgVgSBLQhMlv6GvusKM13SyexMsOZPoFv6Ge56T8t0zERm35i/J/MkBOohQADXY06cMoJAt+fvcNMVch3LTziPZgCzPyltutxcx3TaduVoqvBUBKopQABXcy6cKrJAKP109XWCt3RMN7ObIh8n6fKd0g+yvq5QSxeHzM5KulmaQ+BpAgQw64DAMwRC4Reb6ZVjpY5dxe/DXZD9WPOkL5vJdLm77gy5nbAgRSmCQGQBAjjyAChfHYGz3F9QFLpCpgdCbu+szsmac5JQ+Kfk2jXPdczpZj9vTud02kQBAriJU6fnZwnMfr9X6ki6KrRtAqJ4AqHnky4dbVKX773HmwOVRy9AAI/emAoVFwjuL1Kpr0i6JeQ2+NWBfEQWCD2/XKb9lenQYHZ/5ONQHoGRCBDAI2HloXUR+Ev39sOlvmKmL/Eyo2pNbdPLlP5waaZD32/Wq9bpOA0C2y9AAG+/IU+osUAo/Qty3RVyO7nGbSR79FD4+TLtGTJ7c7JN0lhjBQjgxo6exkPhl0pq8QNX1d6F2R/Mkvoht+OrfVJOh8BwAgTwcF5cnYhAKP08Sa8Kmf1RIi0l3UYo/R8k/SBkdkrSjdJcowQI4EaNm2YHApt+qcKbd8p06Mlm61GpvsD57osf3fi9+i/wSxyqPy9OODcBAnhuTlyViMBE4Se2pA9t+ulafglAjeYa3F88+Gn1vvSRydwuqtHROSoCzylAALMYjREIpR9o0gU2rVMmFtvXG9N4Qo2uedIPnB7XBTJ9MGR2c0Kt0UoDBQjgBg69qS13C/8/Ll0ccvtkUw1S6DsU/t9MOqGT279PoR96aK4AAdzc2Teq89DzNTItD7kd3ajGE202FP5pudaFtq1KtEXaaoAAAdyAITe9xcnSD55xXWOZXh3MHmi6Rwr9B/ddvdT3xkxvncjsxhR6oofmCRDAzZt54zoOhX/bpI92cru8cc0n3HC38GNd+kDI7XUJt0lrCQsQwAkPl9ak0PNzZNot5HYcHukJhMIvk+tnoW2nptcdHaUuQACnPuEG9xc2+B/YmC7bsF77nr2TPdRgimRbP+1R32XRYt3mMzouLLJ/SrZRGktSgABOcqw0NRAIhd8m15mhbVchkq5A6PnbZToj5LZvul3SWYoCBHCKU6UnhdIHnw09EjL7L3CkLzDZ87/vt7RzyOwP0u+WDlMRIIBTmSR9/FogPOYvVFv3zRT6d1NL7DZo0heYfMz36bd1q3raPTzPHky/YzpMQYAATmGK9PCvBELpZ8q1U8jtfdA0RyAU/jGZHg2ZndGcrum0zgIEcJ2nx9mfJRDcf1Ol7hvL9JrVZusgao7AlPvymVLfVabdg9kvm9M5ndZVgACu6+Q493MKhJ6HTS87OhGi5gmEwi/a9LKk0Lzu6bhuAgRw3SbGeTcrcMoDvuOSXfTTsb4OXN22O6BqnsBUz/eaaenmxx/Si8/b1Z5ongAd10mAAK7TtDjrFgVC6afL9YqQ2/FQNVcgFH6pTD8MmZ3VXAU6r4MAAVyHKXHGrQqc4J69qNR9Lemwidy+s9UbuCBZgcnC9+tLN9yfafeLzcpkG6Wx2gsQwLUfIQ0MBLob/MPe0n4ht2MQQSAUfoX19Z3OIjsXDQSqKkAAV3UynGsogVD6N01a1cnsy0PdyMVJCkyUfoi5zurm9vokG6SpJAQI4CTG2OwmuqUf5q5uyO3AZkvQ/dMFQuE3m6nTyewGZBCoogABXMWpcKahBELhf2WmezuZnTPUjVyctEC39FPdtSzk9idJN0pztRUggGs7Og7+lEDo+b3T0uFreOkRS/E0gVU932tcuj60bRkwCFRRgACu4lQ405wFJks/2F0f6eT223O+iQsbI9At/F/M9KGJzG5sTNM0WhsBArg2o+KgzyUQCj/fTI90MptCCIFnCnRLX+2unUNuJ6ODQNUECOCqTYTzDCUQer5uxnTUFK/9HcqtKRevLny/MddnQ9uWN6Vn+qyPAAFcn1lx0mcITJb+endd1MntNeAgsDmBbuHfNdOJE5l9EyUEqiRAAFdpGpxlKIHQ87WSpkPbVg11Ixc3SiD0fI2k8dC2lY1qnGYrL0AAV35EHHBzAqHnd8yYjpvK7RaUENicwOrC9x9zXRbathdKCFRJgACu0jQ4y5wFVm7wPRaZ/im0bY8538SFjRUIhf+onNEhZy62uxuLQOOVEyCAKzcSDjQXge60v8ldfxIy+49zuZ5rmi0QSv/fZvqrzrh9sdkSdF8lAQK4StPgLHMW6PR8pUm7hLZ9eM43cWFjBULPz3XpoW7bBj83wAcClRAggCsxBg4xrMDsb7uRbujk9qlh7+X65gl0C3+nS4fx27KaN/sqd0wAV3k6nG2zAt3Cb52W3j2V27dhQmBrAqsLf9249IlObq/d2rX87wgslAABvFDS1Jk/AXcLpaaVaXEwK+bvwTwpVYHgnqvU+pBpXGaeap/0VS8BArhe8+K0kibd9+2Xuirktg8gCMxVIBT+/Vamt0+Y3TbXe7gOgVEKEMCj1OXZIxEIPf+vMh0RclsxkgI8NEmBUPjVcl0b2vY/k2yQpmonQADXbmQcOPT8LJPWd9r8Aga2Ye4C3Z6vdmlxaNvpc7+LKxEYnQABPDpbnjwigW7pX3LTJWHcPjuiEjw2QYEw7W9p+ex7QvPa8QTnW8eWCOA6Tq3hZw6F36qWJgnghi/CkO13p/1I72si5PZvh7yVyxEYiQABPBJWHjpKgVD47WOZ3rra7I5R1uHZaQlMue81U+qakNveaXVGN3UVIIDrOrkGnzv0/MfKdUgw+0mDGWh9SIHg/jIV+mpo28uHvJXLERiJAAE8ElYeOkqBUPgDKvTasMQeGGUdnp2WQHjcd1WuW0Nuu6bVGd3UVYAAruvkGnzuUPiv1j+ul5yz1H7VYAZaH1Lg1If9NxYv0T0ht98Y8lYuR2AkAgTwSFh56CgFQuE9ZXoe74I1SuX0nr3p3bAeC7m10+uOjuooQADXcWoNPvNn3MduL9ULuY03mIHWt1EgFD69d6b228xmtvER3IbAvAkQwPNGyYMWQiC4L1Gpn4XcnrcQ9aiRlkAo/DFl2i2YPZ5WZ3RTRwECuI5Ta/CZz3J/QVHq+yG3FzaYgda3USAU/mCeaZ/TzX6+jY/gNgTmTYAAnjdKHrQQAh33l9i0vhEyW7YQ9aiRlkC38HvKTAevMftxWp3RTR0FCOA6Tq3BZw7uu6rUbSG3FzSYgda3USAU/nNl2i+Y3b+Nj+A2BOZNgACeN0oetFACg5+CXpppp/eb9RaqJnXqL/CX7u2HSz3KT0HXf5apdEAApzLJBvUx+05Yrt8Pi+xHDWqbVrdTIGzwPWT6Mu+EtZ2Q3D5vAgTwvFHyoIUSCIXf5KaV3cxuWqia1Km/QKf0g8y1NuR2UP27oYMUBAjgFKbYsB4Gv1jdXJ/ttO3qhrVOu9sh0O35CjcdFXJbsR2P4VYE5k2AAJ43Sh60UAKh8AvU171hkZ2/UDWpU3+BsMFPVkvLQm4frH83dJCCAAGcwhQb1kMo/RRJu4bMBv/lA4E5CYTSz5P0QMhs8F8+EIguQABHHwEHGFag2/Oj3fTmkNvRw97L9c0VCIV/2lxf6LTt081VoPMqCRDAVZoGZ5mTwOr1fvDYmKZCbr83pxu4CAFJofCvzcxo9dRiuxEQBKogQABXYQqcYSiBsMH3NNNXOm17yVA3cnGjBTob/F7T7MvX7mw0BM1XRoAArswoOMhcBc53X/xoqQe1QS8PO9kv5nof1zVXIDzqz9ci/ViZfiuYPdlcCTqvkgABXKVpcJY5C4TSv2imSzrj9rk538SFjRXoTvuR7npPyOxNjUWg8coJEMCVGwkHmotAp+crzfRbvKRkLlpcM3jpmrv+X7dta9FAoCoCBHBVJsE5hhIIpR8o18dCbq8b6kYubqRAKPzbMr0vZHZzIwFoupICBHAlx8Kh5iIQCn88z/TS080emsv1XNNMgbPcdylK3R1yW9JMAbquqgABXNXJcK6tCoSef6kv/e1km+8DbxWrwRdM9PzIlvTHoW1/2GAGWq+gAAFcwaFwpLkJdEpfadILQ2Ynz+0OrmqiQCj9fJce7GZ8/7eJ869yzwRwlafD2bYosLr0N4y5/iLk9ttQIbA5gVD4v8yY/nQqs2+ghECVBAjgKk2DswwtMPg+sDK9JJg9PPTN3JC8QHBfqlL38P3f5EddywYJ4FqOjUM/JdAt/RZ33RhyfjEDW/FsgcEvYDDp4E5m++ODQNUECOCqTYTzDCUQCn+XTEeGzI4Y6kYuboRAKP1auT4Xcvu7RjRMk7USIIBrNS4O+1wCofSHNK4DgtldCCHwlEBw31PT+lbIbBdUEKiiAAFcxalwpqEEQuHny/VkaNuqoW7k4qQFQs/XyLRDyPkp+aQHXePmCOAaD4+jbxQIPX+NWvpiyGwZJgj8+jPg0u9VX28KbfsuKghUUYAAruJUONPQAqHwG/quSybbdvXQN3NDcgITPV/RMr0n5HZYcs3RUDICBHAyo2x2I91pf4e73hEy3u2o2Zuw6asipX/JTFd2xu1KPBCoqgABXNXJcK6hBULhD4y5DlndtjuGvpkbkhGY6vleM6avhtx2TaYpGklSgABOcqzNbCr0/JxB56FtpzZTgK5n588esAg1ESCAazIojrl1gU2f+dwUcl52snWtdK8IPX9oTDqIr4SkO+NUOiOAU5kkfcwKhJ7/vVr6TshsDSTNEwilr1Jf+4a2rWhe93RcNwECuG4T47xbFJja4K/ot3RHMaPlZy62u+FqjsAZ6/2l+ZjWtfraa/Ui+2FzOqfTugoQwHWdHOferEAofVJ9LQttOx6m5giEnl+qlu4NmU00p2s6rbMAAVzn6XH25xT4jPvY7YXWWUvHdzL7KkzpC3RLP8T7unTvXMvfZjaTfsd0mIIAAZzCFOnhWQJh2t+lvo4PuR0MT/oCofAb1dKlYZxfupD+tNPpkABOZ5Z08gyBUPhXTLqyk9snwElXoFv4u116R8jt0HS7pLMUBQjgFKdKT7MCofTfk3SlxrU8mBWwpCcQ3HNNa50GAZzZ19LrkI5SFiCAU54uvSkU/rcyPRgyOwOO9ARC6WfK9cKQ2x+n1x0dpS5AAKc+4Yb3F9xfrFL/qz+tcyd3sGsazpFU+6t6flTL9GetTP85mP00qeZophECBHAjxtzsJkPh75Lrw8p1QDB7vNkaaXQf3Jeo0LdkOjfk/OBVGlNtXhcEcPNm3siOQ+nnbXptMO+QlMAGhJ5fvek1v6ck0A4tNFSAAG7o4JvYdij9H62vb3TaNtXE/lPpudvz1d7SG0Jm/yGVnuijmQIEcDPn3siu17jvPj2tb1lf7+u07XONRKh5092eH+ktfWx8XAesMruv5u1w/IYLEMANX4Cmtd8t/Y1yfbrV1wG8X3C9pr/pfb4H3/c9upPZdfU6PadF4NkCBDBb0TiBbukfctcRIbfB64T5qIlAKPxrZrq2k9lHanJkjonAFgUIYBakkQKh8EslrQ+5ndRIgJo1HQr/uKTFIecXbNRsdBx3CwIEMOvRSIHg3lKpr5vpHzsZP5RV5SUIPZ+S6VBl+t1g1q/yWTkbAsMIEMDDaHFtUgLhcd9Vua6V64bQtlVJNZdIM6Hna2Q6TIWOCEvsgUTaog0EZgUIYBah0QJnu+/cK/UFub4Z2vZnjcaoWPOh538u0+vbmd58mtkjFTsex0FguwUI4O0m5AF1FzjXfccnp3WtpO91MvtA3ftJ4fzd0j8q6dU7jOuID5s9kUJP9IDAMwUIYHYCAUknuGcvGoSw6+6Q238HJZ5AKPxvZHrp/eM64mKzMt5JqIzAaAUI4NH68vSaCYSef16mh0Ju767Z0ZM4bij8E3LtEtr2liQaogkEtiBAALMeCDxDIPT8MzL1Qm7HgrNwAqHwy+Vqh7a9beGqUgmBeAIEcDx7KldYIJR+g6TxsXGdsNrshxU+au2PNuX+iplSl0gqQm6H1b4hGkBgjgIE8ByhuKx5AqH0U+QKkk4KuV3WPIHRdxwKP07Sx2UKIbPzRl+RCghUR4AArs4sOEkFBTqlH2Suwbsw3cS7Zs3vgDa9u9VBbjqpm9lN8/t0noZA9QUI4OrPiBNGFviM+9jt5WwI/86M6aSpzL4Z+Ui1Lr+69NePbfxHzT/vnemkt5nN1LohDo/ANgoQwNsIx23NE+gWfrxLHzfp9E5uFzRPYPs77hb+QZfOMumkTm6D9+PmA4HGChDAjR09jW+LwKqe75W19Nfe1y/GXKtXL7L/uy3Pado9Uxv838yYpqyl55d9/Y81bbujaQb0i8AzBQhgdgKBbRCY6PknW6YV5lp7X661vGHEcyMO3uBk90Ir3bRSrqtCm9dXb8O6cUuiAgRwooOlrdELhJ6/SqaVZjp8ZkbnTC6yvxh91fpUmNjgfzo2plPddb1ca0PbflCf03NSBEYvQACP3pgKiQusLvyAMdOpcu0taW3I7e8Sb3mL7YXC3yVppUy3z7jOmcrtW032oHcENidAALMbCMyTQLf0w9y10qXnDb40Hdr22Xl6dC0eE3p+1OBLzSY9Zqa1ncwGb2bCBwIIbEaAAGY1EJhnge60v9X7s58BPiHX50Nug9/sk+zH6sI/MGb6T3LtZC2t7YzbNck2S2MIzKMAATyPmDwKgacLdKf9Eu/r5TLtK9fVPqOru4vTeMOJzno/yMa0QqYVct1m0o87ub2HDUAAgbkLEMBzt+JKBLZJIGzwPQdh5a63SzIbhLHr6rDI7tymB0a6KT71bAQAAAMcSURBVGzwV5pphQ9CV3IzXTX4R0VYZHdFOhJlEai1AAFc6/Fx+LoJhNIPlGY/axyE8fdNs58ZXxcW20+q2Et4xF9mO+qNPjiztI9MV0m6OmR2cxXPy5kQqJMAAVynaXHWpATCtL9Ffa0w037u6ku6ZfCnJd0ykdvg7wv+MVn4/n1pfz31xzUm061q6eowbp9f8ANREIGEBQjghIdLa/URCIW/1jaFnm/87z5PBXLfdUvLdct8f8l68CXlvmn/lj0tcDd+Vj77DwGXbgm53VofRU6KQL0ECOB6zYvTNkTgFPcdl0xr/0EoDwLZXL/jpt3k+qWkh2f/mB6W65Gn/X3w/59uSdN9aZFMS+VaKmmpTDv/+u+D/1va2aT73fTPg8AdhO3j47rlPLMnGkJMmwhEFyCAo4+AAyAwN4HB2zo+/wktzXfUzpqeDdWl6j8jYF0vUEtjcj3wrwK6NRvWD2tcDxdP6JFf7KiHefvMublzFQKjEiCARyXLcxFAAAEEENiCAAHMeiCAAAIIIBBBgACOgE5JBBBAAAEECGB2AAEEEEAAgQgCBHAEdEoigAACCCBAALMDCCCAAAIIRBAggCOgUxIBBBBAAAECmB1AAAEEEEAgggABHAGdkggggAACCBDA7AACCCCAAAIRBAjgCOiURAABBBBAgABmBxBAAAEEEIggQABHQKckAggggAACBDA7gAACCCCAQAQBAjgCOiURQAABBBAggNkBBBBAAAEEIggQwBHQKYkAAggggAABzA4ggAACCCAQQYAAjoBOSQQQQAABBAhgdgABBBBAAIEIAgRwBHRKIoAAAgggQACzAwgggAACCEQQIIAjoFMSAQQQQAABApgdQAABBBBAIIIAARwBnZIIIIAAAggQwOwAAggggAACEQQI4AjolEQAAQQQQIAAZgcQQAABBBCIIEAAR0CnJAIIIIAAAgQwO4AAAggggEAEAQI4AjolEUAAAQQQIIDZAQQQQAABBCIIEMAR0CmJAAIIIIAAAcwOIIAAAgggEEGAAI6ATkkEEEAAAQQIYHYAAQQQQACBCAL/H8juIdLy6D9xAAAAAElFTkSuQmCCJameson Hoy
Started 9/10
Completed 9/12pt:altera a cor da tua caneta para vermelho _ , verde _ e azul _ (0 a 255)
25500pt:altera a cor da caneta para matiz _ , saturação _ e brilho _ (0 a 1)
0.30.70.6pt:a cor da caneta em RGB (vermelho, verde e azul; 0 a 255)
pt:a cor da caneta em HSV (matiz, saturação e brilho, 0 a 1)