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0%,4.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEJUlEQVRYhb2Wb2hbVRjGf+emf9IWRrr1JBfypVVkje2EINLi5j9QKAHtYEEQtvjNsZUpc4KkZQypMgaW0cqGiAhLC2Ol/eqHQqNYnQNhZZuYweqXwVjStGkqG73h9t7jh+bGu2yJbdb1gcM5Oee87/Oc97z3PRE8BcLhcHs4HL5jmubz4+Pjd2vxoT2NgMXFxZMPHz6sU0qdrNVHzQKEEHqhUIgZhoFt27H+/n7/jgpQSsVN0/QVx7s9Hk98xwQIIXQgVnKiaWiaVlMUahKglIpPZcd9QgiHnPcvvFdTFLYswH16pRS2bW840kRNUdiyAKVUHPABrK6uks/nMQzDWa45FzaFjo4O3ev1rkxlxxWgADWZSahQKKT6+vrUZCahotHo8laisOkI7Nu3z2cYxpBhGD5nbio7zkD3Kb74Oc7MzAyaJrAsa3dzc/PwZv3W/d+GSCSi19fXDy0vLx+/devWI2tReYTJTIKB7lOlXFhdXSUYDH40ODhIoVA4MzIykq7mX1QjbmxsjGuaFvN6vb779++TTCZPA/8Ax4BOACkl2WyW4vh2Lpe7ffTo0YNtbW0IIfKWZSXW1tbOVhLymACHWCkVq6ur833w7cHS2kD3Z7fT6XSo+PNV4DeX6WvAr0Bqemmi05n888Lf2LZdUUhJgJv4yPfR0j0nz/yOEIJ79+5hGAaFQmF/Mpm86vLhA/LloqLRKF1dXbx04oXSxpvf3HlMiNB1vT0YDJ5saGiINTY2+oQQrK+v09DQQEtLC1JKIufe4ocPL2OaJpZlMTs7W+nqlDOYXprgx89/Ys+ePQBYlrWxQSlM08ybppnIZDLnAayi4RPb9NKECgQCpV7XdRUIBHY9gXyX28bpW1tblZTyseb3+1UgELAA2oFRYKWaiLK5Sqhm424rRc52dyh1IA7EppcmSjlwqO1wOcl+4Gr5ZBHlicn00kRpfKjtcB5IAGeBip+njisi00sTpQakyjfHYrHy60iV2bhPrJfbV6wDuCJCsfaHQqFPUqnUGEAkEjnQ2to65/f77aamJvvBgwdvjI2NXQU+LpLBxtdR9cTVBLiFDAHHe3t7wz09PW+ura0dy+VynV6vl2AwSFNTE7Zt27lc7q+5ubnLN27cGAYuAl9VInawmbcgDZwAOq5duzafSqVG3x4+0OnxeBBC8PKnLzrPsvb66Ve6PR7PMLBeFF2VfLMCHNwFLs7PzwOwsLDAu1+/wy9f/kHX8edYWFgABNevX9eA79go2dsOXUq5MplJKEBJKdWV9CW1d+9eJaVUxfllnpBs24lRF1mpsFxJX1JSSgWc34qzWv4TnuW/2l96CYUQZLPZHHDuWQtI19fXJyqsJdhE4m0HdMpKt5Tymd99OUZ5tL5v6e63A+4o7PjpHThR2PHTO2gHzGJfE/4F2yD+In/m9UkAAAAASUVORK5CYII=) 15 15, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGKElEQVRYhcWXf2xbVxXHP/f55dl5aVzH7rOdlFVW1xRaEJol6Nim/oSkaRAEoZa2wzHLiNoNIdEsbaqQFWlCoTQlhI1J6w9W1NiMdHQSrQSi25pWq2CoGnSDUSAJW1RNXZykjePEqX++yx920pJla5JCOZJ1n++793s+77xzz7EFd2B+v9/n9/t70+n0vaFQ6Mp8NJQ7ARgcHGyIx+OqlLJhvhrzBhBCeJPJZDCRSGCaZrCmpsZ91wAMCbJUNt9QbzgQIKV0KqrSbMi7AGBImGhjibqSoOXTYC4C6RIIlyV436GqJXOFmBNAXlw3+2np+mXIIXwg3SAXQfX3K53W960tgD4XiLlGQE2dwYeFbQCKC9KONNmFJg6lEEVRvlZ+/kEfoP7XAfJPZUt300gRdoBkcZyodp0JLQ6AWWg6HBddjYBttlGYUwT0E6VeOcbm0O4QwaO1CBXqt9fRk7jMM794nppHqlHjlq+uOL3WO1vNjwQw5M2P88V7vcmz5l6ZzT09GTheF2LX8Z3sDTTxp/HzlCg6WbIO403PPvK5cLtIzPiu8ptUQFt+8qEyxwXXnusjw/XvJv+FoufWyDGo/VEtzzxxmO/8ZCfSzM3HEjEWl3wsGHhujxJZNvDUKxWhAUOSADJD4oO+PjA1melLu1f5nBfdjQXxgs02YbMPxAZ4QzvXhmA0O0QdaZYJAbIAyAIWEEX0CZ13thv1lU77IoQUsZSWOvnex6+0v/bAr/qBiekQYrrzTz67YUnR4IIWKeQ2RVfsdfVbpu5/+7uNfZnDkc8CmbHH+EzmLc4JK5AGdR0bi57iL/HdXAjvCy+b3PP6b99GJEUsm8l0jdrHWk8/fOjKrRBTl9XV1V5roa0568gGv3Fgi2Ny/tTpbhRTEBmOkIlkuOGIV/zzexe6ARNgdCOOwt1EtQqU+JNsyL7PK4oB6+/5EuXGctZ83j/l7M/HeqLEsp2JG4n97e3tAwDC6/X6Fi9e3KBpWlCzaQ7KFFKeJBanSqFdp2RBCVu//EWeOxLCjGThPfjryVfF9FAaEkbWIC1LwVIGocYwJ07/hhKrC0vCghITqKMCJSZIp9PRdDrdGYlEOsi/QQlIYSALKpG2HUj9SWTRAeRLw2HpaXPKl4bD0l1vSM9ajzQ2GfbpuaNVYVdXI23fzO0pasuNRttC6WlxSmOHU7qqnNJV6pSGYUi32y09Hk9WAD6gAQgKA4fqB4svV+UoBqFC56NhAgcDyKuQ+QeUXGTmCDyAVMtBlEF4T5jgzwPINDAG5jXI9kPmEsghokAn0HGrjJcymtWVBE90hadyoPZIADIgYyCvgrSw3t7J+ZkAxh5jnYxzTikFUQyoENoRnlqzdVsgmrlMJ1fZDwz8RxJOiky0scTspwUL29Cxh5tuCny9IdBT3IkfmJicq3yi1v7yj0MxckVNjz3KpRcO3jwFgYMBiBMjS5fio1VvYuZTcCsEoKfO4Et302iOspkkdlJwj7O8OfrT3mcB079r0ypXvOSc2+0xC602c9gY2XTq8UNvxPfyLXOQVjTAQkwp5mTBBtq1jfRzuzowDUIFtMQLlCVPsYco9Sur7lt9Pw+uScVSdSNjI8utVitedymFBTZM0zRHJq73/CH2+1/39r7dpNg5pn2BA9atDMCHV8IZe8GQgCFBBpiwPUzfwhPsVO9nxeXfvXmhp69n/0OPr1qOIci6snxqezmpBWmSekpZ9Yj/E5ZrliaSZAoq2WfdSh8wPiRmdv6hANNAGBJQsJoeivnZ6xOvIpH0mn9nY2ADr535IyuqlvJOvA8Q9CTeUrByzLaFgcm9H2WzbsdaBVi/wkE0YgDv8jd2Hd/J6srP0Rr6AWfHT+UXErXW0D5b3VmbIWFRHF1v4vnCJuTRyGGpt+aKld6KPDJwSOpNyMK9HDXk7H+WzToCQwKETqpgHe1yPBcFxkFGc6MQAjNOVFtPB5C6XejnDJC3jLqWfiHpAsgO5yqcOZi/K3kxf9wysxWcJedNMyRM/BBf8iyXhIJjUsQ0uW6twD+90PxPbOHLQBlPCyPXwISBpIyO+fwxuRPzAiPkOum1/Pe7bk/nATr+H84h18rT+XFe9m8BSXdPj/1bIwAAAABJRU5ErkJggg==) 15 15, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF+ElEQVRYhcWXbWwU1xWGnzu7O7vrL8brzHq9hhbREkgQNE6qkLQKJoU0wU2xSKPWBrNRi7D4SJHcKCEbQPmAFhFkEZK6QZbpD9tAmoKaHxGR2lBC4iotUkOVqoBJRKWAjI3j3bXxsusd75z+GNsi2BSvqegrXc3MvXPe8947555zR3ELqKiomFlRUfGZZVnfaGtr+2IqHNqtCLh8+XJDMpl0i0jDVDmmLEApFRoaGoqk02ls245UV1cHb5sAU0DKJJpypwwUiEhAc2tRU26DAFPgykbCLpOICoP4FSpPQ/NrkW+/+Hg4VxE5CRgh1+2LbPnd+22GFgKmKSiA6saqgN7niQJ6LiJyXoFUM2FgJYAqhmx+FjtPyNN0NKXVzT+wJJwLX64CdOsDNpOPATCUnySuYqRcKQDEi1HwSdGzgJ4j781hCnx9x/Sv6T8kfri3TXz1iG890tqzX2Y/PVu+9+xSae3ZLys2/ij+/deXTZ/sZ7jpCpjitJJX596R/qsVJevMniy0v9JG/Utr2Lbtef6SeJ88TScrWcP4vOhlwD0ZEe4bOR2BPn/X0mD+v/Kiff2xdZ/3n0X5nQEZhJWbVtPy2n7qG9ZA1unvT/ZTXn73z3766vPEQwMvvyO/6QYyAL1qvK9xXaORfldrZXjaP4zNroyrxqd8xqX4JT62ju9Qin47wVos7hQNNA1sG5QGKo9zysu5p7657vFAoAQNlbBc2bcuz+zddbS6pQvIXC9CXe/8ni2Phf0J3xaBlS6/y1gdXTE2vuGpZ87Z7/Z8C7ATVTyQPc8J5QUZAs89PFz4W04OrOLUoZb2O0dt/n6oEywSw9nhg0n96i/f3rS361oRY7dVVVUhr98XtXU7EnnjSWO0/739H6Hh4tKlLjKxIdL+dOXpfcc/vIbEABKmwEANi+w4J1QJLJv1BHNmzGHhk/PGXjy1rzMhabs1nUrvbGxs7AZQoVBoZnl5eYOu6xHdpxuq0IVVaOE23OQV5VFSeAcr6h+heftBsn0Wdszmz0ePTfA1QZuHaGXgDsKB19v5Q/OfKC4oxjWkIVdttJRCZRSWZSUsy2rt6enZA074CCDKRLR7Eb0K8a12ttmRL9uldL0pR75sF3OZKaULSqW0tLRoAv9F2jxEf8yxGbUtWT9NzNUBKflBQAL3BaSkLCCmaUowGJTS0tKsAmYCDUBEmRhqBrhDoBlAAeCCA9vbqf15HXYv2BfA7hwfvADaHESbAZoJh95oZ9W2Omd6g2AnYLgb5AJILwmgFdhzLVGIMFGXSeTtY+1jMbDqBYfEHgDpAxEeGj5Ox0QCPMtYxBAnNBPUqPhftY+N/3hJXSLbSytd7AS6xxGYAr4NhPXlNOnLieu1zjKONs9Szpjy1QQTiUSKRm1NQfc8Sue1Nnotoi8nri+nybeBcdXyhnkg1UzY+oDNcoUayWAwDLOMuc/Ejpz9NWDfF6n6TkArPhEMBm2/12cn/ANLDr/QdHKghqftOLuVG9BIqELe8ixml7+em+eB60QA6MltBDPHiUqKdRUP3b9wobFwUXowvTbeH5vr8/opC5Xh9+Vh27YdH+g723Gh4/CZf3+6VRXS7HmQnflb+a+ZcMJa0KvGWiZ/OxeLO9joXsDsUx+d/NuZztONi597cK4q0rALbBbUz2FYt8h4MtoDm+692zXo3orFsKeSLflb+aJXObOeyPkNBUwkxreS88rPvo7YMQThXKqTql8s4cO2k9xVM4vzfedRKE4PfqLhoiX/OWI3cpqTgFHoj4Cnkl24SQB8lv2U+pfWUFl3Py++soOjvb93XvQQ0x9m52R5c0JJDN1by5t6rXMO8K51kpV3LdLa3SJ6LeKtpcmUyR9IcjoRacVkPIvYrZLOKqgk0D9yVQquEvMsZjcjQfc/FwDg/QkXBQ4C2DEnw9mxkUHh4Mh2mzQmESZfhSlwZT3TrY/5p7gYy5halpj7u8wvbKJrMsF3S5j2RyDMXmU6BUyZCGH2TOXH5FYQAuI4lbRv5Pm2Y++IgD3/D+fglHJr5Dol/AegaG4UY23IxwAAAABJRU5ErkJggg==) 15 15, auto;}
80%,84.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF2ElEQVRYhcWWa2wcVxWAv3t3Zh+2Y2/XnvVmY6jVIOI4QDBRRIA0TyuhbqXYkUHFOFswDbSgoqapW6wImVYq+eGkSdpENNBYarw1heIfCCHxKCnEDY8gSipRHBwVQRU5cfzYtY3tXc/uHH7MeuUmThO7JRzpanbvmXPOd++cc+5VvAepqamprKmpuWDb9vKurq63F+NDvxeAK1eu7JmcnDREZM9ifSwaQCkVSafTsVQqheM4sR07doRvGYAlIEulbdqYDqJARELa0G2W3AIAS2D8PqI6RIwyEC8on0L7PbG1j90TWSjEggByzg1nkLYfv9oVVGFQRQpV5KHh6bqQOW7uA4yFQCx4B6YOU4HQDKCLIVvg4Pgc/NpEo5tWn9geXYi/hQIY9mlaVQFBgHTRJAlJkNIpV+slVHiu4HHAWKDfG4slcHvrByvMWhI/GeoSXzPi34XEBztlRUuVbHmoVuKDnbLzq40jn33q7ujNfoYb7oAl7ij7zspQ6lx6H467eslC/Oku7n+0hW/vf4zfj7yCX5tkJRsqGSh5gpvMhXm3ao6hsfrJbZGCC4G24dHhBy5M9KF8Oc0kNO3eRefxTlq+1gKOOz02Oc6yUPT+lu+26bHQRHuPHL0MZACG1LWxrpmazfTq45srSv5W0upJe5r8hj94aWSAM1OvPqkMJiTBV7CpEg9oDY4DSoPy04+X/i9XP3hPaWkpCp209Uz38AcSHT/7/PGLQOZqCHV18JpH7ooGJgNtgtPs8XmCze0Nef3X79173vn14GrASWxhnfNvegkA02B8jI3FXZwda+SNl16Mf3jW5vV4P8xIMuNk4lN6ev9LrYcH5kLkf9bV1UV8AX+bYzix2LHG4Oz8L587gxLFpUsDpJNpUv70xr+fOHV6jpMgkLQExnayQUb5nboN6j60k6rbq1n7har8i+e+15900tmTqenU/oMHD14GUJFIpHLZsmV7vF5vzOv3BnXAw0yhjVnspaCkgLIlpex4qJYf7OsmO5Ylm7Q59YtT83xN0CsQHQZdCj98Ps5Pj/6GUFEIPaNxUll0CsiAbdtJ27ZPDg4OHgLIAgKIshC9CjG3IN5Gt8x6huMSjlnSMxwXa6sl5asiUl5eXjxP/GK9wrXtGY7nbUO7SqSsMSShrSEJfSQkpUtDYlmWhMNhKS8vzwJUAkeAxDsA6snXes9wXLz1iHEnou/gusWl73Df8da7Nr77XB/eetenXuUuEkjkYlbO3coIUdp0iNjLv43nc6Dp4WYkC0yAjIJkuDNzltfmAzA2s16l6VVlQCEoD3Qfjuf1n9vUnHRGOckA+4HL1ziwBHwxouZ2njW3kZhdyeww19NnyTsbTCwWK561tQTD3EjfXBtvPWJuI2Fu51lfjGs65HX7wNRhKuzTtDoTNCmbIDYsD67cO/LzvmcA1tx717qQ77becDjsBHwBZ8yc2Pxy+9GzYw18UxJ04AHRJPUSus0NdBQ8zI37wFUQAMZ/HiWS6aUtO8kDaz61bu0ny9duSk2ld48mRqv8fj/RyFL8gQCOk3USY4nzr/3zzI/63n6jXRXyfePjPFV0gHfthPOeBUMqPzJFB7gY/BPfMKpZ/pc//PHPfef7Dm761roqvUQjBcLqB6twTCHjyepP71lT7Zn2tMsMGfMz7Cs6wMUh5a56vuDXBZgPJrCbf3kKea53+BUA+sf/wd2Pb+X0ibOs/GIlb115C4XizfHXtTZ4vvAJRq8XdFFiCQQeocKsJREf7MyXaNflE1L5pUrxNbtHs1HLSGAvFYu5H95QSocwvA0c89a7wfxNLoS/yQXx1iPeBo5ZcvMXkgXdiHQZGe96OpgiCeBMgTPhPpVSMMWouYEOckn3vgMA+GJcRBEHkHF3MJ5TKrpz5XbTsuA0sQTGY0Ttv/ImQr5johg1P8FHi19g4H1Nvvmk5FdAlCPKcnu7shCiHPqfJN67SAT3UBFgJPf/lsuRHMCh/0dwcI9yO/dclPwXj9R7oCrfR60AAAAASUVORK5CYII=) 15 15, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur21746 1.6666666666667s linear infinite forwards;
}
