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4%,5.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
6%,7.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
8%,9.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
10%,11.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
12%,13.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
14%,15.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
16%,17.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
18%,19.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
20%,21.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEt0lEQVRYhe2XT2wUVRzHP9tu6Zu2xBkoZKfIn9FI3OqBXRO0S2LiciBZPECJiZZ4MDUerBctNzhAAp5aT+LBtPFg5KIWo2kTg1kOyBIP7qLGDsE/QwSZApUZYMv8SreMh2lXKH9aS+mJ72ne5M37fd73/d5v3osxpe53d4dyAxzHRtUrBg4firEIqgHoers7pFajePIEMi4R0K794aIBqAaD/NFBfM8DQCrgXnAXBaLm1obcEAIRmBSk7FUhenr6HhpIDYCh6yTXt6KWKHzPw7viR0tREdy/HRzHYf/+Dx8KRA2A/piB9WQS0zQBEAnwrgpSiTq5F0dwzjh0vN614BDVJTB0Hcv6D4JQ8C+7SAWyL2YJppKz842FhahutZ4PPgs9z4uCXvcJRNj5WgcyIRRLNq1PWwwP2ziOA3HFoU8PLsg2rTqw672dMQn8avD0c23kXs6i6g00pSietLHWWWQ2tS1E3Krit7UmAzzfw704gl8O4KYw9O0Q+jKTdKqNkYse3BS2bsmixQn7P3lwF+4YoPPN7tA976DqFYZu4F5wcf60MVdZpFIZ0htSFAp5MpkMhUKBgx/1VsfoezwRliTKlYOj/pzgama+6O/rjVGrUE0GSlOoRgN9uYnneyil6OjIkd2cpfhjkdSG9G1JaU8Fb0+l2W0m5pSsdwAADH1zKDZy3sE566Li0Lo+SeaFLNwUZFxQ9Qaln0uUThZJPpOqQvROzdoHdmzbgff+7JV0Vpvat3eEAGaLhX2qhGUlsdZZ5I8OEYiQactirtSxbRtqFd4X/RhK0Z5Kk2zW6f8uzwF35J5xamcDsE/9sk9fvmKvBGXi8Tjlaz7NK0zqauDSP6OUr3mYLRbU1CFjPtqzG3GLxyhf9qirgfTaJ0iMXdt7rFzed7fx77oEM3XieD4mE+BdlahMi6DrOppSeFd8hn8tkd6QRGkKJgXz1S6kIuR/d/A8j62rzHvmxJwAAPJHBmKEUZI5fwxDrYaqV4gEOGddCoUC2c3ZqPOkINs6scs++TMOTgUyjRrdzfodEHMGmHZCUyqqE76HZSUxdANCofhTicL3Bdq35wgqEYT1Sielsk9xxMUNwYgrumZAzKuQtG3KhhDtDtWg4zh29SCT25JDNSgKP5TQpsqc83k/qSaddJOGUw5wK1KtE//LgVulKcXw6SiwZSVJrDRRDTpDR/JYayys1WbkBFSdKPgeiUYNoOrEvABOHM/Hgqmi4zg2StMwliVQSsNaazFweIDW1hRavap+ky9LTAfssQBriUKmIObtwHQ+BCKUSgWUppF9KUffxz10vtXF4OAATEYnrGknDoz6MRUDL4REXQQRv2+UWRSIoKlolqVSAaUUMg5tzyfxdnYy8NWXEAftnMNuMxH6E4JMCEZckWjU0MbmUIjup3NnnX2JltV7lzY2UZmsMHrJZUXzGspXy3w9OISuGxi6wVOni2yMx5AbFX4br9DUtJSWeoVT9ue3C2YquzkX6stMRALkus/0s7XGQv1lY9kl0rrOsETHPKkIru/RO+rHFuzykcu1h2aLFTUmBdWgY5omzhkn+sPeQwt6+8nl2sNUOoPveZimyZ497yzK7eqRHumB9C+Bni7xQChNlQAAAABJRU5ErkJggg==) 1 1, auto;}
22%,23.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
24%,25.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
26%,27.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
28%,29.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
30%,31.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
32%,33.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
34%,35.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
36%,37.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
38%,39.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
40%,41.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD5UlEQVRYhe2XQWhcVRSGv5lMmvNM1Tch1byVmSKFcaFMikgHRJyuTHYJCB3Joo6u0lVbV3aZdtWgC4sLGUQkI1gaV+1GOopIuqgQu2k2wgQpvKGWvCsmuWeSaZ6L60wSEtOkGeumPwy8d+/lnH/OOfc/58H/jMTk5GextUr9fghNRUS48vlU4okRKI5PxGYxJIoMnieICADSI0hvmqDfZ+qTi/8ZoVRwJMAshpB0jlV103ZE2FSK4xOxJ0L2WJbzH33QUTIJgNHRYqyNTY6TAuuKPJNGUm7JE4GUI1n+onMpSrYeVJUoMkSRQVeMW1uJ0IaFlJA7nufypUkKbxU65XuDwMxMZcs/staR0VWQHo+g3yf9nOD3C3fn5yl9eC7uFIHUbpt22VBbNpTeL1GpTHP9+yo01aWjQ2inoPD2MJ63s+HqT1Vyx/MYE6HNjvneSuDChTMJvy/Ysul5gtfrM/frXXQVfD+NqsV2kERy84ukaEfB86R9G3TFkH15AIDCm3nyb+SZOPNxR+pgC4HKN+VEy7m1CuuKte5nTJ30YWH4nWFKp4v46aAjxbjjfR4eGY1bwsS6oqrkXs0xNjrCtZnrDB3PU1uoEdZDtKHQVMKrZfLP+lwI6/vSiH89fO7sZDx3ZxYRQXoEujyGcllOvJ6nUplGen2k251VVbQeklsyDB8Wjn43s2cSez5YHJ+IVZWg30dVkV4fbagjtwnSUPS3OXQwS/nLK4+0v69wFU+VYm0CDy2ZwVfIHHWFOXdn3jnvEeSQRxC49cgY6vfDXaV735o+OlqMpccDQBuWzEsZCidHCMMat2ZnnWy/NkTpdBGzaKgtzBNFlumrM1S+3h6RfRMoniq1K18bFro8eGgJXgzIDQ2RTvtUf5wlGAgovjdGZnCA+j3D5KVJoiXdRuKxulqLREsVWx1TmxD0++RPDOH3ZahWq2SzGTKDGSqVaaxq+6q3sGsveBQktf09fGAofzVN9liWwskCUWSY+vQyJAURb5uNx+7rxfGJOP28jxzyCP9w41za9wGIlhRdjtA1p5xh3WD+iijNz5H/udq5CGhDkW43rEhKEC+NeILfB2pdXwnrBl21ZFNw14TYb6/F3rtjbRIHmmzaBZkSgiMB6T4XAZKCdDuC0aIBa9EfZgj+jLBdcPHehlomd7S8R9Tvh+6hqeiq3dhY3xjv1EZwu4r/IMSuKfUl3WLjQASqN28kPBGCIEMwEDhV/KeHRMYQLRrk9iyy4ITK6xbKxnSuBgBqv9fI9vqAk2Zr1c2Say4F5V9u7ZrmAxOo3ryRAOJWX9CGMvBCwNTF80/s4+YpnuJA+BuXJ6aryhpN6gAAAABJRU5ErkJggg==) 1 1, auto;}
42%,43.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
44%,45.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
46%,47.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
48%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,51.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADvElEQVRYhe2XT2gcVRjAfxtD8qZKdyZIzQQsTm4b6WHjQXa91Cn0sEWQDb0keCjrLTlJb+op6W1ziyezFqlJEUzwlEtgVSi7FMtOyCETgmUUpLMJ1nkL2nmNScfDmISQ3dhsNgrid3oz8733/eb787734F+WBED+eiFSTwL0PhProsWtWzcT/yhAsTgbVe5XkY99dENH9GhoQiBe1NGTxpkCdQGIXg0jqRNuK0SPhjlgAeBv1qk/8hh9bzwq3BiPzgJg/8+mJmei2qpD9s0M1mtD+Fs+3kMXd2MNAP2l2CvhDszf+aRjHuneG4TbYF200PtMak4F2QgIGhIhNNSTANCwBlPoumD+TqfM/xUCAJ4phBAY5w1kI8D3PdSTAPNlnbGxcUZGCgSBj5E06GQ49j2gCYG/6SN6QU8aBI/r0C1IXcqSf9dGaOD9uEb5mzKp19Odsn8A8NHHE4n89ULkrNRQSmENprCv2FivphBarKMn44G77nYMoOvQ07MQ7ycPopDsWzb222mMPoGzInFW6shGSHo4C7vqbABM0yL8XcZluKtwVuq46x7eQ5eaU8O8YGKaOrlruY4BHCmn3LV8JM4Z5K7amAP9CBGXH0Amm6Y0O481aLH41QLqDyjNTp+qJJtOzo+MHspy0aOhdmD4UorCjTFqq2u4rhfnwq6CF0TbIMdOsu3cIRDd0LEv24xPFKhWHCrVGr5fx9B1Ainxt3y03pPBnIh6r2lNTU6RTqcAcB44lL+rxYBJA6UCUkNDzN9deC6QE7vNtnNRJpNlaurDQ+/lL5JKtYK74aMnNcyBfswLBqXP5lBKUbrdfPtuCwCgWCzue0H+CnrfgU614lK6XaL/FZNsNo3QDJwVl5sfjB2x11bi5N4ZjXJX41xoJaXZRdx1F/+Rh2n2o0JFICXzd0uHbHa1WuA4CQJJ+dsyKmytU3g/j33ZZviNDCQ0/C0f+dvRCd1N5j6HKGQgcRyHTLZ1X7CvZFBP4+QEkI3giE5bHqjeKycAKvcrx+oJjdj9Ku604dOjW3hbAADhtqL2vfO3enpf3MBkI2h6kGkbAKC+6eM8OB7C+8FDbqwherWm39sG2AvDwtdLLXUcx8UplwmWF1GfFzsLAHEYnNU1HOfgfLBXGeVylblPS4TLC5gyQLRY41QA1XvlhBAac1/MUa9LpFQ4jsv0dImlpTJieQlV9wAQ3c0RTn26te1cJDSBaVro5wVqG9hViHMG1pczyB3Qu2Hi5/rZXnamJmeiYnH2TO4O/8t/W/4EsSOIVw3c49QAAAAASUVORK5CYII=) 1 1, auto;}
52%,53.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEA0lEQVRYhe2XT2gcVRzHP2n+9DdGu28q6k6LMa9F29miuDkI3ZMs9LInyUXIXqTRU6oHm1v11uIpeMrJVhBNPRVByCqI04tMENScmqUVOqVgZ1JtZlrazmtiHQ+zWVOytibZVgR/MDDvze/9vl9+f98AMDo6lvEvSQ9A9dBoJv0gIsigzelPp3seKYGTJ89kc75HcClAKYVst6BPALD64dTHD49QH0BywyCWEN+ISZcN9g6FiECvBQjjhyeydIWH4pm2wYm3j2XNc/NAHgqzAtw17bUq2FiWQK9w6qOprhHZtvriPl+iuFvn4MbAXUO6nD/xjYRoMUQsYez1erew7yVAn2ArhSrYAKTLpvVBsAYEGVQEQUByPWT88ETXqqZNwJgc0Hq8Ff+WWAOglMJ5ykZE+OnHedxSuVv4fxGYfLfeE/8WkbaI2DsUztPFdkjSlVzPthXNhfmuEehbu7AsaQOt9YJZgeRaCIDaaXcNfB0Bt1TG9z3c0giVg2XiJCGJU+KlqBX/mOhKyPhb49ArWTeqYZ2BWm00AyiPVNDagUywtgvFXTbWAMx+5aH3apI4pXm+ueWS7Hi4emg0ExGkv7XRayGSV8n4G3UajQYghFfDdvJulsh9D1WrtXvLrVfQzzqM1et4Z32MMZg7KXrIAWD0tRonPpjaUOveEOtVQmP1OslSTHA5xNxKCH+N0UMOelijbIcoDFAFhyPv1B9of9uDFNaK5zV6irs1jdlZyiMjxEkObowhCAK8sx7etw3EUtg7hZnPzmQXL4bZ/RrXhuO26oWJiQmCIMT3vTwUK61xLhbmVoxZAfcFTblcwRJwD1QZKdvr8DaVONVqLdPDmmPvH2d6eprm+QWkH+wnHVTBJvwlIFoM2/rFZ5y8x6SG05+fugdzQyFYKwsXmpAZJo8ew91XQj+nUQWbkZcPove6KKXautFiSBiFHe1smgBA4+tZikWovHIQ98UK1VdrBJcDSvvLuAcqOYnefISvDrmuEPC8Rg/A/A/zRFFCfNPAH3k/0EOa8GpEaZ+L3lNCPSEoZeMUix1t9XXc/QdiDQgLF5qEV0KSpRCTGoJLAQDOLg2ZQe9xSa7HqIKNXVBMfXhiXc5tmsDqfcH/3sctlfB9n+hK0B5mzksVnO0pyZAGIAiaHe1sOgfmvvN6ALyzc7j7NXo4B+J3gzGG+GaMuWPgdkL8yRTy5UxHO5v2AORhSK6FzPk+elhjbldo/rwAQLIUEixGWN+cwb6Z0rkGtlgFq8noz/lYg4I8JmhdQkQIz82TfDFDGoWoPpC/sbHleV6t1jKlFDJoY+8QzDLtpFuYeg8tgg1MRlFHrK5dr49OHs/snUVkACYn33xkf1b/y39f/gTI/JEdGRrTMQAAAABJRU5ErkJggg==) 1 1, auto;}
54%,55.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
56%,57.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADd0lEQVRYhe2XT2gcdRTHP5vM0jcYdEZrnZ+IyU8E2VSEjUjJFJGseHB622OCB2k99WZCD01OYi+SnrQnzUmoB21PuhelPZmc7CJKt6AQEMumUpzJn3YepnU8bHa76SahSaYVwQcDM7/5/X7vM++935c3AFSr41kUVTP+BXMA/KcMzeuLVKvjmR0axj8YMHP6ROFRABQApqdnM02Ven0eO2S78IRUlfOfn3toMJ2NPzzzSXbpuxr2xRLigN7pnTz36dncQfraN55v8HyPOEkAEGfzBXD83ZPZ8fcmc62VDoAUwQ4No7fiztd3R0EcwJHNKcoTAMAEAQCpak8K2s920DD+zsncotABSFaVeFWRx3z0Vgx3tMd521wnL/ddAFPvTxT4W/EHhCROtnVOn+TnnftSkKzEpKoEgcG+YDdFAVp1EP/ZZPr05MMBMIEhWY5JlmOCwBIdi7DPG4JDhtHXRhAR6j82WPxtienp2VzqoOdcR1E1o18wgenogTjgPWkIj5RJVhLmv58nfL1C9FaI/7S/L23YcnEbQoogB9zWoCO4IgSHfOygZWFhntLhEgATExMYszeQbRdFUTWLVxLcoiDuvcLTVCmXQ5LVjZPiCKWXLCYwVN6sMHlqZlfSvSvqyliUAYgr2EFLvKaoKsnNJuIK4WiItZbKGyEzH8w+kHTvOmxRVM00VUovlwFoXl9EtXVaRAQ54DLyapnwSEj6lzLySmnHOtk1QCcKAx7R28eofX3h3st+wRto1UyyHGMHLeHRkPS2Uv/pKuc+PtPjb9eadulyrVAZizJdS/AfF0S6hUtJ7raioanSuNagca1B8JzFla0FrG/L0QewdF258sMVKpXKpnFNFU03C9jS74s0l5r5AQSBwS0K9Z8blErDXVA7LLqrWw7vCeD8F3OFdF1J04QkjgkCA4Bb3GFRf84paFvtmxrh0dEd53i+h9mAzA3AmFZjcvWXVhq6xep+5/4T/raasGeAi1/OFdyi4BaFi19dIIqinjniCvYZi3xb23affaUgXW8VVvNGE9/zO7UA4B00lA+P4C/UQONt99h3l1sZi7J2mINnDUt/xIgIngN6uYa50aS5rpy9mWzpK7fmKlVtOXeAXxtoo46uxVAUfGf7Liq3Pn/2o88yXVekKEydOlGoel4WbhTmVHPpkfxl/W//TfsHJX87Z7NMPFUAAAAASUVORK5CYII=) 1 1, auto;}
58%,59.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
60%,61.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEJklEQVRYhe2XT2wUdRTHP9su7JuC7AwozgIxDonGrSe8LXrpxBN4AU6WEA/lYoonjAfhiMZD48lqQmgwMZB4oB6UvTmEYEoiSVcPdo1R1pCGGQQ6v2JhXkvLeBi7pdAFShfiwZf8MjO/vLz3/X3fn9+bHMBnn59Kq9+dQNY4OGuFoeODOZ6SdACoKlIQwrBBokrvvv609+2+9OkBuBXjbe1GpxIAnHU21hqb/ncPpv39h54okDyAdDl4RQdnvYNqgk4rybSSTINVgP53D6Z0CIODH7U9NE2Dx46eSs//OELjYh13s4eVBzqlqSirsqfnlXn/g/1tA9Jx94f3ope9zGrTqRQEWQV6O1vhlahdvu8BkBeky8HeUMJMxgunv6NIl4MUBOYUv6dC777+tuVFE4DeNMgq8La4qCrMZSyoKs4Gl+2v+01QzlpZ2tpKABx4b28ujEKMMXhbyySqGZBOIblpkIKF+3yJ8K+I0mav/QAAjIkJr8WElxv4PRV279mNXXSIroSMjo6gqjR+b9D3zp62Acjft/Mv9cG5Gs66BvENg6oSTxr8ngrheETjUkx8NU6d55wVV8MiBpp13ilYBUGnFasgOGsFb4tL448I/02fsV9GaIyHxHGSHjt6akUJ2XHvRrU6nGNOia+HxJMma0izYP5WVBMGvxjCWV+i+m0VWS3s2eUTX43TQx8eeSwgD6Sw8oafOo6L3BUoM6W4bglmlb17+9ixs5LtG0XyEJytsfOt7Y8cmkdW9P0di0443y0HPh3AthfK0piselzXJpfLPdT+fSFoJUFQzSUzWYImMwqzSqJK8H2wSM+2Bde1MUYJwzg98vGxB4Zm2Vl8NxPl8jYABj45jLRoTlFkkDy0qphHZmCR01tKMqPEExGyGoa+HCYaX9Ax17IFIHmb+m8hffsPLsnE/X3gISJfD2I/W4JNHmYypvvVbdR/HSM4FyAFK9MpCCPnA5yijVgWYRS2tLdsAOYOvAYEQHzD0Piz0bxFvRc8VBOCs1VUlfqVOvYzgs5AMq1L2lt2CIYmTG40CrEnYkCIr4fQITQu1il3u5Rf8bCL2WADWf+Y76ZtAQAwbEzOMRGgmElDfD3CLjoEZ2qoAp2CiAVz2WSlqogsnaTLDsG8jG1ZuBFrtRH8ngrBmSq1n0ZIEm0yMO/85FdLT9qPxQDA+R+CpkG7aFM9XcXvqTD6c43ocnaJxVOKk4fSxlJLO48NAKD7pTIAIhbhNUN9rE755WyWYFYpbXSR+ijm+EBLGyu+Tn1/R2oXbUpuCb2dZbuzzsbusrDOnSa51CBSZWjCLOmrLdPt7l29qYiFJYLkBW/K0LgQICbGyQuHo6ilnxWFYF6GvzmZM5Mx7iYP+/QJ5EKATsSQf/js+ET+AXttO3XyUBbhwHjr0/8v/wn5Bwfo0RZ6wq7NAAAAAElFTkSuQmCC) 1 1, auto;}
62%,63.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
64%,65.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
66%,67.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
68%,69.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEUUlEQVRYhb2XT2wUdRTHP7vdbn8DrJ1BYncIoMOlDsY/Uw9qvS0Hk/VfUrxYwkHbxEPjqSejB0k8GYwXe6PhQFJPepJNjGFvLCYk3YrIxMQwgMpsAfubSss87NT1MG2x/GnZ/nunyeTNm0++7/3ee78MwMDgcLPYZeP74wCoDoOxr0czbIFlAVQeGpMh4WSDaDpiEWrLAEzL5uKFGo3JkFgEuRPDvNB/ZKjZf2RoU0GyACKCUbABkFmNzC136n93YNMgsgDW40Xcbpdil40kILcj4gSM3IJXTm0aRBagWLSxd9vYXUUAYhEiHaYQHeouxCakIwsw+P7rGZVTOE862F02zMdoHRHpEOblrhKw4RBLoc2dFgDRLUFPR0is6X25dwFToXLg+/4SxNjJkQ05ptnFh8HBQxlJBKUUzj4Ht7uHjz8aZuiDIeJZwdxpUyqVKO52limyXlsWSt8ICS77SCyYnSajJ8Y4e6ZGeCMEwNiusG0T2/boTzZGhfsClN/oawKovMLqtAhvaoIgld57tofSwTJBEHDgaYdqtcroifVB3CemxKncVqeJyoNpWjiOi9yOiG5pDr1dRhLh2OfHeOXVXmhTzdHjX6wZInvvi+rpSiaaConvCFqnbdneZeE956EMi/F6HX1TU7/g4/sBzn6HgcHhNXfMVckXA1udJuG1gGg6wnuhl/pEDYDya2X0tBBcDQBotS7uU+BeGzs5kmlcC9ALQ2pxVpidJvGspvZjjR7PxSqkDWvgvdaUaIm2dLDcjEWwLBO3u4f6RI1YhJ7nPUqlEpVTlWX+j1Kgqyrwf4tFANA6Irwe4roehlKM/1QnbIR4L3qpY5siTh5tpLcEcPZMNWOoVOrgkg//Cs4+B4DK91Wc/QdQ200gnSHxbLRqSloCAHAnaixBXA0o7nawLBM91aDy3Tf0vVUiviMwL5BTxCIrQrQEMLzLbHq2Td8VH2M+TUVjMsR5ysVQCv9XH/+3Br0veeiZNF3k0nRsCECYgJFTDLzZR0k0AEHgozoMXNfD7Xapj49jdVo4e4rIQs2sZC0BjEVR5mIUUT9bY8B16cmkhbnYE/reOcxXX35GGIbIHKgcq0K0XAPRLc2pqwHjQcDw3iJWPs2z79ep/lBBbVMMfTgEgCQpBMnDIdpaBTgXy9FCM/m0PRaSWHAKBS4XdpHMCX/8+TtJYtCeVwSXLlPYXqA9r5C5hJ/Pnzv6oHhrHiJ9ptl0tylKT9hU9jqEOywa19Ot2u4qQpuBs89BJmqMnK489D9rXi2+jaJMOVFNI2/g/OMTPdOL63pLOVd5UOdrRPXainHWtdtUZiQDYdN7zMT7pYbMuOgdFtFUiFwJ4LZGraLxuperyoxknA5pitY4f9c4vMOiMqMJYoEOhbkKQMun4EE28leUCWIhEKGWCOE8yGLvy6sVv93QC2ifaTYdQ2EBek6w2hWfhI0tueQus+N7iltysd0Q+w+2/PG6bGxamAAAAABJRU5ErkJggg==) 1 1, auto;}
70%,71.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
72%,73.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
74%,75.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
76%,77.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
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}
div.testarea{
animation:rwdcur254004 1.6666666666667s linear infinite forwards;
}
