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4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADmUlEQVRYheVWb0wTZxx+SlkVxQsiWJidVgJYFJ2gI5qNu0NF/LPoFyNf5IvGxI9qTNSEXHPdPi9+MZqRbENCsn3CbMtiNpu+V40YTBSlS2m2lGqsba02ePwp0JbzA7umvbv1ACt+8Ekuufd9f/c+z73v8/vlB3xgGPKxyQ3nMDedSKK1YT2xmin3kgkY9EfpPsEn3P3nFQCgrmIVWps2Mkd3Vc1bRKFeQLfTSxdKkjA6OYMyarm9nbU55LV7g894mRwAvOExNL4WBSzgx3IKGPRH6Z/+8gpiPCFP8bcejODAFxsdAJCSJFb5TTAWny83AKAg16Lb84LNIAcAiONTvPw+Ep2wK7+hij4h8rsw9Jw+3HmTazr7C9ft9NILFmCzlKjm4olUmuC7M4yjqbqMFJmMKDIZcWSHBUeba+0AcL7rDu240S/4wiIfG5/mv//9idB3x8cp99O9q29/HnD5w2MsANR9SqF1p5XZXlWuMlkgItKZGcD/IEg9955mxbRtqcDVc/uzOOdllsf+KBcenURb4waHfvQcDnfelHxhMWuutHgZBq60Z3GqTCgMBTkAYLauS5N9XlU+b2IZLbZyKAW0bV6LAUVclgd+/PNviXiCPPEE+Wt/DLkWSpqJmupKZk9teXq8rXIVysyljDIufRy/3vdzj0Ze8ZmL7c01dptl9YL/PhNdtzzcm4lpHPuqRrNK5qwDUzNJ8i7kAHD6QL0DAC5gzksSQDJNnGWIntteyR8dAwBY1qwkp/ZvaXlXAQBw8oqTfh2KCbf/jaHAYMDFg7U48XUjYzVTblUWPPZHOWBxxtNCICLSHd/8JjwMjWfNd+xeT65fONiiuoJ8EcvocQ6zSnIAeOSPsYBOJVwKvHcBHXttpLGyWDXfUFVKVALuD4dcvcQn9RKfdNcTVNXtxcBqptw11RXMvupSAECBwYDLhzbhUseXdiAjCwIRkRY8QUEeF5mMON5cm5eOSYZWGv5vHUikpHxyA9A2ePoKrGbKbVmzksjjOksJUQYvCQIRkQ5ERM3mYZH7cYGImBc/LVaA9N+jKUK3KQWAfm/IlUjNglphsms1IzogAGA1U5oFTtfl/d6Q6+WbOAsAq4uXga5fl9fM0D0BY4GBld/HFA0qMOeZ8amEAADJ1Kxmu5YLupUwPpNkCo1zYZ+VFRPl+ujENJtMzSKZmsVyU6GgXNeD7gkwWy1u5L6qTFGqNn1JkO/U/bjwFmGsXjkOoGjhAAAAAElFTkSuQmCC) 16 16, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADd0lEQVRYhe1WSUwTYRT+KFRBQlWC1hQwBVwwrIkoRpPpVDQx0YMSlbgknrwYDUYT48FMUxL1wMF484ReNLiFuELi0r/FhKWoEDdKtYwVdcYqxjFQ6cJ4wKm0PymDUBMTv9Obt/zvzZ/3vfcD/zED6HAJXIdL4P4kNmm6ybvcom3oR5AFgPRULalYqjdPJV6jxumF94utd+CrzIsSE2vTJmtYRQ6PymysfdoF9A585YKhUfZHIIShkaB1AheLImSkaclUC0iZzCFVm0xC4VGEwqNI1mhssfay/AV1vCgRADDqdY7xNl6UGNfAoBUA9PPTLeX5Cxyx8ap64NfVs0a9rk6Nv4LmLl7+9M0PAMhI06J67RIqn6oeMOp1jqkmBwAlOQB89wfBixLFFFUF/CnSU1OIIi+cm4aJfmLaNJwMN9s9HACU5mWR2B75j7+OHo+P6/b4ooZZwnsAGKNx67P3do/vOwCgoiCLbF6dbwYSzAIFHX0iqyQHgG5+kFVkqgBelJiJZn6iEBnFN9o9zNMe3r7myDUAwLYTTeTMoSrLTFCncpmeDPsD8H4ZAgCUGzOJYov0wMH6u/Klxx+iAneuyiHnjm6a0nqNhx6Pj5MBMn4nJAFAp0vgNlluU5sua44WfQ37EtqoGgDwB8KJzDF5AaaS7Lrq0kWUscigI9M5/Fbba+50o1M+3eiU77S/oVZ5pAAAyM1baNq90hAx1K4vwOGaVZaJgtSg0yVwTR1vrW5BgluQcL2dZx889VLbMMICy67VDgBJPR4fB4w9NACgxdnPed99tg6NhDACjeX4rkpVa7n5iZfSXbS7KR31IlISA0BTq4s7dr7NOhwIKSrr5fvPzTUbiilm8KLEjKdsVUk2GsTeKJ+qMgMaYuLidvjJC63y+Uf9Uboigw436rZG4uqvOG32lwILACuy55L6/UykuMuk1+Z4KbDBsIzyvExyYEsZVXjcN6F3cJjS9X/+rTvV6ORaut+zyveT/kH27LUuW+32CjMA1LCFZoC+nfGIuwsK9BkkVrd3nTEi586bTc0OyR9kY3XxpmncAo7tWWveWGwgc2aNXdTOihxUli42KfZ7zwWKJdmZafGOpKBqynV7fEzqrBS2MGd+FAN4UWKuPnxlb3n2EQCwYlEGdpiXm0wlOar3x4yM2autbs4fCIMpNvx7776fM31Kn9JUL04AAAAASUVORK5CYII=) 16 16, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 16 16, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 16 16, auto;}
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}
div.testarea{
animation:rwdcur98542 1.2s linear infinite forwards;
}