@keyframes rwdcur72881 {
0%,1.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEOUlEQVRYhbVXXUwcVRT+7rJR/tOXWh+0anywJk0oTYOmVVfiQzcqWKmpPvRB7S8/3XVWdtn+7C+0C2zdJSDUBxqN+mDqS1uEYhSlVbcLVKnJStE2JECj2GgkmGDTWo4Pw8zOzr3MzjbxJCe5c8853/edO/fO3mXI0RiVkFGc2N8sJ7yc2BdgSK5aqXlc04mrrpskX7b5B8xhm0pam8qNXLGZ9dnxsyaUJXjyHzeL63LJNSXg6cFMwG/scr6j7Sw9MlAG6fxDDAA6Kqdp2p5CvOkFZlSXk4AXT6VBPtsBFqgfocIbpWj69HFD0ZGaCbp93yL8721iegyjugzb2QtSXDrWn9GNKzJAAHC86qo6r4yl9r6MXCl0jrRYIi5OVX0snXjv0gAe/WQj6i/dzwDA7RuiaPNzhp24/V9TNFzJAKCnYo6uvjKGW9YqNd7tyuTMeDgYzFQZCcrx6PYrNGv7GZ2Obezo65fp8AcbhCJado3TkZPl7MCJM/Tg54/Bc3odM8IFAIsyiHlBq28Ciuf/NqYWzGydQKdjGwMALXmgIUmhulEV/MjJcgYAXbUvsV+3/qLWF/w+Bi12zJsWZAGA3jpQ6QKg9fz5QnlJDw1R197tGR0HD4wQAITefZIFeiqYdk6xjtpq5jk8TABwz58F0OP31ski2Kmd/ObY8bG8RK7jgxRrtDNlaQHgkPcCHWt9hvldCVrKuwMLywOIEI5uYQHpOwrFtzAAaH5jnHzvlzMp2k9xt3w8RVwYrAbp3RnpE+7Y8P5LBADhPd9zcSXWso+PAYDU1s/xDFaDkKgE6T1umyYAiNmvcWD+t5IEAJ7gV2qs6eB5AgBf47dcfvR5GaPDNsvxJCpBSD0B0ruoA4XY70qo8V37P6J9b36oPvs8sgAlV28iLuuqv0SpvFlvWuXBknpwYLljwVJ+OifvXznHejtPiCHkWlgD0nuHbZb72ikWcMjHzn30C+4VBJ0XV3wFXbZpjmdhDQhUwkjvrncGhEsYqpM3WvPeH/hNuLwxw7Uj4k0Y7ed4qIQRbhWDRA4AUvs5jtDvkt9v4O2LFHQlKehKkm+5c5+UXoHmPeMyRlTGMOLBYjFI7+0vXyEAaPR/yXUkWoGgoHPlpLRWT3L4i8W6zT5fBNK6X/Nlc3SeFi5roCFJ4foxYczZmf6WhBtGSY8vqsEfRSCtK/OR11Lk6JZFtOzmu1dMWRlnzxlqe/UnNW8lXKHNFYG03rPxhlrg9g5lvRt6vMNqTvemOdLjZasHAMwUgbSujSknJG6fUueVsbM18/JihJPVpgpBeo/WTGYFaa+Z4OqmClcmN7zdTK5QeCLch4fPlkG6sFb+/X/qOl2rGkdtqEqUjnWLd3EpVSxloN6MrTcgNyUAAC7fpYgNWchNCwCA0RxFVJggz0kAACQKzInY/M//8OdUseEsIp7NgRwA/gOFL6adLVrNOwAAAABJRU5ErkJggg==) 15 15, auto;}
1.25%,2.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,3.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3.75%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,8.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.75%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,11.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,13.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13.75%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,16.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEQElEQVRYhZ1XX0xbZRT/fUXijAJL9MVlWaLEZMZlaoh9wMmkUGTBBV3McFlwJmNIB06l9M/efBsbjheVyYISWfwDk45uBUpb+r+ohTpIWWRhCi6dMdEHwxKXMfX40Htv7+29t73Xk5yHnnPu7/c75/vud78y6DRGGSqUJ7ad6cLTxb6RKkguWHmVZlztAjJubeS8bW/WhK1NwPKAPnLedh0vil9cwNxJGbnlq9049+EhFnTG6ZFf72D3iJmp1aL6VEGOwgK8R6SAjZ/L6kftQWo5YxLilu5ROtcwhWLPFbexeuL9WsuUIOR7S4SWWn0EACNWP6UsCQKAcdssXW/2CHULHRESY+gjH9pJgnO2+MaMIsiELSSLXxbHFLDEZpBF+ssIG7eAjVtA2woDAOvb47T+6BahZLUp90a80lfLAGDdNCbEDAYDhqyc4LYVJuD1lxWexEPvg8QOIAcEYM3skgBcsocp0h2XxNKHvPSlbZYAwN45Tmq4vAmb46l+aeJaN9hYT4AqSkqRuXcHR/sbGQDMd8bouY9fUNxUQVuMTH253KQ9TNt+/xvPDtczJXxBwL4hyEYz3ZYTt3R4mp7+Yp+ENGSPU+2ZPQwA/CdjZD4lFbVmdtFj/gNCTI2DdYzJE58cBFvd76YnruROs6A9TiaOMPVWlKoGaySEyfYQGc9n90OyK0HGj54X8vzUlLgMO8qBfAeA9JMVXCcXCQB48vnOGFUN1jCvMyqABZxxMp6vZQsdEQIAnpzfrKW37wKQ8+woB9iFObmq1mrlA8rjiNDLp/cyrzNKjb017GvbLJWVlKKpt4a5HSFqPl3LxJPKNyUuBJdB+T5snaHUsTBNcl3OnYjJHhRPwOOIyPLi2Dj3Vihx3Ve5Va7UdPYldqEnQK299QwAbt6/Kau5S/8oNSnYw5ulAAC3PUzbbpdgpMdHlVsb5IUbGVC+q4FGbdljd4rrbsIZplHu1PNxE1GaRkEuyjDKdwBIH/YSAKzul94DfmjPEkw7csvCL0fqWFhSy5+OvChFrs11kJJ/1yVd92RXQvidTwQAyeO5PRF/LyHJrxzwKHJsrnPT/usGKN/FAL/UXZQRToo2Ydz6rSyfbvFIYsU48OePILEDQLrVTyGHtJuQPa66xvOduakNvDtFM44IXeLeACV8mf2RBokdAN6xZLv/rCdA+V1FrQkZkPirOMh9yJRwVe23qyCxA8CwdYYCzlzna3UuGchPTZeFmM8ZJceJCVLDK2o3kyCxA4BL4eLhsgcVARffDJAaTr6p3tV+Vjg2H68Gu/6qh5Yqt+DgB/VsoT1ENyr+xet9dezqET/de/ABGAf2MLVndQkAgJWIsuqde7PPfWr109GzZqa1XrcAAFgOalw3FdtlKsyh6bq86Pt/Ip5pKI6v+b6enNQnwtikDVvXH4Y5tzYR1c3acXX/Ywl/U1jEi6/pw/wP5J7e+JDoaUsAAAAASUVORK5CYII=) 15 15, auto;}
16.25%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,21.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.25%,22.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.5%,23.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.75%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEjklEQVRYhZ2Xa2yTZRTHfw9uQTAhiJcvIn7VuCgGGGOiInwhGDRRwIiyrX0ZY2i3jnYNJMRbSMDBymRmbKEDBAWyxIw5xyWAIitlV1lgKmDC5tTEaySTixvrjh/a923f9u3Nk5zk7XPO+f/PeS6nz6PIUFSjSDK7aEplhJcR+77hpOSGFE1JGzf9BA7+nB65Liunp4WdXgJN/ZmR67IiJyX+hJQgLQFh4jAmXZGjyk4N8VfbazSfG4AVOepE5wBxfi2BlIknz/DocROA/8zv3BUU5lUXWsZ1OBskr6ZExcaxZHFCnsQz0FQv3BiEG4METv0CSxar+VUF6u7rZ2lyfiEAg0ULpbm8TQCu2JbKYPBBg/Dvww70eJrqM1xCX6XoenbDp6bgrnW1KcG+WVMd8YnCsvKNnwHvMmF4AIYHYPU29ezW19X58t1yUSsQgNw6h/pee0UALthsAnDCdUz0b4DskR4Dzn/1SQw877IUyb87S0waIx1On2ks4N4T5zNUtFDi/FPghit/SEwK9JZUyyVtVVyA373XNNbt2CUAnY4603ifrSDy2wIfIAsAX5bAb3E5zWpwKYCfCp6Th/d/rQC6S3bInO02FfAcEJEgT28rUioYBGDkngeM2A6nT2bWrI7s/ikx+L4sYfWYUvc3EVdhW3sdc2vXmY5Oh9MndyZN5pktK9V51x6ZV2032f2e/TK/qkD1rK2R2fVOw9b9Zp1MGL3F6JRpLJ1rjyuSx48jsQpw1f5iaBmiNhdAwL1PQsAfGeNfVR4RgC5no4SSDe2Nb7VXBeBQeask5Ho+gMRqNOFx1wkB6FlbI73F2wXgpKstbtb0hAKeAwl3uiXX8n4kVgGOuo4lPTKnKz8z7J0VjcZ3oCy0If2e/XLBXigAQwULBLDkypo+1ZrgsT+8QOis3753PvleTenrDDAp+I/hezP7PuM7f2epAtD9ADqnuYEzWHJ9MIzEaqKq/Z5PQmsdrhKgY33oSJ5yt4T2RmmNdK3xhhtUqwnLkqtRlMQqwAFHswBctr8sVuQnXZ8b4HofOFe5z0TYq2kC8EPhCwJYcqmGUeuKZ5dqBLNzyK2vMKayt3i7zNrttjyGXWUNkruzRLVvPCjZI7fJ82omeyIeAHbdQmI12n6+ItKC/RsOhae6NnzkfNK+8XDovyFcMcCPtkUmjEQcWQClk1G1160zvGh/Q57YEeloE0ZvAjA+fgeAvHC3C6z3yVPeiN8je0+rfm2l/Dsxn9l1b6mxUTOuY6rFXeTDP5Fo1SvU7QNFi+KS1BuTLtGzlQw3oXh/RaJVH79kW2589xXbpbUi1Iz6iu0C8J0W+au9pK0SPfFEeLpYXpWqhsyOnhmornW1klvnSHqF6y7ZIXMaIpvWCic2xvJK5pmBGh8DXbdeQ750Owz7lcKXBKClvFUGw13u47IjwvgYEPLfeg2JxrAihxSX0s2Xrddr06PWcZn6p0wA4P3+FJsmhbydk5wjrYfJO33/L4n3ZqbGT/tptqkrsyQ256aHndHjdGMgvSS25KePm9nrGPCcSZ5E1YLMMP8Ds6XRGqPBraAAAAAASUVORK5CYII=) 15 15, auto;}
25%,26.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26.25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,28.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.75%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEgElEQVRYhZ1Xa0wcVRg9Fwi6ja6msSUm/aH+sKYhEYRobWNLQ5CaRg1RIJYoYiPY8lq6y6OwLxaKVSgu0tIuUGlNSk2tGhtREBAoYZflIZDS2GhqU+yPSjRqU6tZ2v38MTuz89ph1pOcZPc+zvnu3O+7c4chSrBsIq1++pSxqPSics+7qWku4LRRt67+AAqv6zPn0blBl7a+AMoWozPn8WHiqvqrB3DAqzR/d4v6vGjG6grA1S8VtO9kAOC3ltJ642U8WjXIzpR9TpmPW9F18SCqPVlMa150AbScDYtYctjFhly6c3cNkp09mkHfaEul+Wtm7Gx9jck1tOZJcaybBEbAUksaAcCAuZsWGl4nABiuPKYcr0NLilYrCQSwfDRJmDhpNdFwZWdEIb+9lPoqeoX+X93JpKYpRozknzOXcPMnCASwvnieTdveJgDY3Ohmax/wAwB8deUSsbHq4xQMBrHrg91swmamaUcRJZjmuMcu1nTmRlhAazqJ2VfRIwz02cwRVz1Xv0fSd6G2RjH2UlMuyfWlT6A7iWD8HWKmPHIUANC//2N6tuEwG60J7++so0j4new4wQBg1llMALCt6ZCQbD4r1xZYuQ9yfXRzW8twdoNydTnXGQB8V9VF98b/gJiYIDa73FwJ2kvpGVc7m7KVURBB/LuSiNjYK3juYDPj+wDge+db9NffW7GjeU84+9W80G8gOQ8VnpcMHK70ELdKLhf89nKFEL9N/Bg5Jm0lCh/0GwgGL0jOP9o3EgAsuPIVYhO2ylDJhctqpPI4F5g1HJjfWkoAcK15OwHAlfcyFD4GLwgPL4LkPFVyLlTj4USccewjALhQ0yG0nSlyUG9hQ7hM7SbNWlfzikl4EJAz/8irDAAyDxcI+5da38EAID7uR0EwcOceBIJhg5W7BgDArKgyhixdBACflJwjNa+YdUZAzqstXJksNW8jQFrzsbEr4LbgI8o/Ucve7LaxQfMpLqMZ15cSqgwAeOh+HwAgc2OdwmedEUA2MZLTW1um+ij58vOF8kAMPglnnCUEACPVHZIxTYVfK3yyiRF7JQBVs8/iuRfVkKWN1q65hKdcnVy91xdRisPDvNb9FEQc4hAAwJ2Ss44iSqn3MAAYrzNTfGwAt/7ZhPTmvRF9AABZt0Fyzje+EVpthWKiWqmJ28brDhAA9JWf5t4n7iSFftZtWUAv/wkSk3/DiTFW3S5pm3YUR1zVuChvvjL1klxfddJLv4HE5Nun7Ptooo7b90m7iUarPBIB/sidcb4jOgfCx3UkXVW8eAMkpvh13Fd+krRWPVrlIb+9VOhfdieRXE/TnMeuJZCY4r4hiyd0SubRgJk7DX9p3aoqrKXDI+I16YWflRNOfvkkEioWNK9Wcw0FVJvXo2j/5jF1L02xzMvqUae1nMfeVAu+WGxEwZEcdvX9DFq+tQn23W2qOgNPRPZZ9aL4/KLOfYuAbxO1PXTdVDPm/18Qg0mr6+u+KqdPRRfE8NP6tKP6ON3h1RfEyBb9utF9HQPYPqodxFhadJr/AZ56rLQWwZEsAAAAAElFTkSuQmCC) 15 15, auto;}
30%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,33.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.75%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,36.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,38.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38.75%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE70lEQVRYha1XfUxTVxT/3YpMnUPinJpt0Ylhmx9jrcUVWcZ0iLrhvozBZGa6yVg3+RQQWLYlmrHJwgAVMMIgS7bESUfKcEBwgvIRChUrEHEzI4BD/1BnRDpgpkDP/ri+17732tIaT3KS9t1zfr9zzj333PcYfBQdI/K0bibGfMHzyfh5WD2SC3IFAV7jem34BK57RS7IP3jaK2yvjGai1ydyQSawelr86QMIMCnJreGu/XyxvS8qj+RL6gmBVohqDWewhjOzMZEG+6MIAIxJR2ngzkqq0htJWJf4LKn3WD330akNDsfuGHbJtIMmx+dAs/EHjxkN3Ailv4oisCU7n8kxPCYrkdfKSFQ3cnVoPQHA6Zw06ml5nwCgsXC/0n4aLGVU2/MdhpWprO+WmoIXdjMA6KhMobHrMxGZkusyG/OviXTb7IfoQwUMAAZuaihoUReTYzr7SHsg9gBhnhWiAghe2M06a+IIAMK2H2bzQ+4AANp/SZZk1Hw8k+x2O6IPFbC2ijTqrNVzcgASzNgDEj9HNN/lSxZq/72G6IM8k3ZDGq2LyXOZdVdDLGk2lotrLT9mUcSuHInt5c4dtKpZJ3VM55XgFSjLJgSOw1lXfNoKAKg/mErrYvJYU2mWGKClTi/+FsgttfEEAM7k7Ub+zDYyF3J8lGUTr4AhS9kcMRzk7JEMmrV4EqqZdoRtO8wAvs+6dwrZ+aokssOOezfnYsZjU3hlZy4T1gDg4pk9NNL7ODbsc+oXF1wM9QmKh9XGTXi79C3RsfHofopMymWW+jjSbvmemauSSffuEUmZhW0SbOSYHVUJFDZbkSoA0x6S6+DwcwQAPU27FcG1neRHrTHfceTOFfHf5kpHY5qNiQQAg3+/SgDQ3xel4IFpD/kh4J4iJsuXSQDicaNtgfjsQs1eCt16jE2NzQAARKbmsp9z9EQThA0JvMykciSu28a3YtnSZgYAy4PPMPS+p0hIhcARyHV7UTwDgM2fOzo/dOsxBgD+8xwB24YnYbtnF/9PjPEaW36PFYka8tIJACoT8sgVlwoBo5Br/2AkAcDVoQgCpGd+xiMTAIDGvP20+9ty9sHXZezMN2m8o/34mnaT41guUPO5of2qVMGDgFGAkY7kajIkuRybwvFrr1CO3HYDD+JCDW/qcyWZEpvqj+sUPIx0xGBb63re+3cyAGg4nk7zl1qx5vVSft5P60m7uYSZKlLJPuUHP38bAD4lLXV60r5RwgCg9UQa+c+xYfTaLEQm5rrnAQCMh5Jcu5t38Wwr9ykcLfVxHp+1/vQZAUBtJt+6wVtqBT7GQ2UYd7XkrMIN5yzN5dKydv4W7zar1pOOvqnJSCE5vmuv22tIovfl/Km91HaC73uHMYWaijMkAMLIvVD3iWMOVDvGtTtcwNV1fEMjMehTEYTruPaLZFqom8TaN4tdXkxNxRk0+6n/IIzjwVtqWmaXmS7u8uLFZEhNEnWShgJ+rntadtLpHN75/ddedl1SDziCuI9m4EWFw8CjQNCiHo8ZdJ39kDTPXFQuBLn2c/9SGtTDYCM4a9AwAVdCqPqjU9R391kyJBTyLu+PInNVMuFKCGmetEDu544c8Oa1vPeFB/omEGX1JY8c3r2pdq9+sCDUvQ/hw0SQ86t8C+Klyw/v00wU00rvggj/4+F/nIrStMJzEOv/9Anzf+oaueG769sXAAAAAElFTkSuQmCC) 15 15, auto;}
40%,41.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEiElEQVRYha1XbWxTZRR+3pbEqUnjolEiIoEMM8aMwLrCPnCDgrCRLcgSNO6HOkQ39tm6gl+xq5lRmdmmInRsRsDoD/zah/0QmK7bWNttbAW7DmUhGe7HJJCQJQ4dbscfd/e2t/f2riV7kpPcvOec5znn9N6378sQI3IYkZLfQYzFwhdTcBqmFMV5uKGJmjfqwCcwEZU4jz/wWFTcUQU9BH9M4jxuIHlB/igK6JMRT4+QF0ssB5WidryTED8FwZDOgHTW/nYF+cezBDH/+BayWQzE+0U58U7F6UWuLuF0MHFsL/PaS0mz4jrWrP1WsaOAfw9N//UwtHorC+dQbFaEjS3Em63WIOrA/r6RACBwJU9Y5587zOJYx2EDhXLJSUmryq0XAu26CSwr7sZTSwcZAHQeM5G+pE6xk1+tJtpSzMVcnNTRtWMZyBtYHtKBUZQvJnuhRlzlNzUMAEZGC+jK8WXY3fAp87lfonVpJ2SLGO7dR+szv2Bt5R/Q6lIvkhJbmRKvuID36kVBA+m/I3VbEwOA78vrqOAzk0TUYy8jlXoOuh1HJb72qirKb2xkADBwroRS+1aLA97lJsF9BS0NhEcZQu2+pbcAAJ3HTRJxr6OcAGBT7hHGi/NrPPIbG1lXy0ECgHsfuYlwfrQ0EDeB07XSl2PvOwwAnBYj7TTXM360AND99Rv0dOGHrO9HI83eUUOtZiAQMgrq2PlWA2XsbmAAMNzzMq3f/CWzmQ20y8KtyWkxON+ULHa4p5Fn+UQy1sHOYtLqrexC135KyW5m8r7XKCW7SZJrsxho18Y4Sa8qaG4j3FYW+QAAv43tFBWn1VuZp72KUrKb2S9HDwo+18lDpNVbWe931RLx0bFcAoCVRUMSHWhuQwXNvwi35BUuBgBPJjgFMk97FQHA3Cz32mw9cJh9VbuPTn1cRFkvfsTFkUoUCwBrEuwMAJKWu5ic1hI8MCUZixyW3P8PNzL1XHB896iAmZCYuP8AAOq4O/IkMloqaP5GuAX+zJLsdlq9lYUWcLbeRIWmZlb4VjNznTxEAECYBQCkPvO5MDn+J/CNZ5GcFhjlULjZzUbZbXPw7AECgCHXqxL/ha79BADeMyWyuTazQaLDKIeAmR0kawAcFoNE0NPGFedufZ08HUbydBjJ3VY5vxb8Lxh2cQU5aubXFHSA6e0UbiOjzxIAnDtSLelIbgJep7Rz/ksJXM6X8GN6e1j8rW0Uat6fgjtbq6FCdqweexkNnCmV9XVUVwrr/T+XUTi/XA5wQ08im4ff9zy1VnBFDPW8EvGAwU+mrbKSRvzPBeMi8MpjciuF2qXrG4SEzhbTgmfDrhPBDeripJbC+RbK53Atm0QWAv4LGbka3CX5Z5u5kqLl4RH5cHE1S5IQmHkQSYk/KB5I/IE9lBx3U+pY5ZLNUz6nXd4s/4Kd2oBVxcNY+3g3A4BLE5k03pSCvMIheZ7Enog6Cx8U/Zl3dScQkNyrqBHdSdWXcXdFrDu/GBeTefSnxVaEzr14VzMBfZuiKyLds/iXUwFdOuUisvtj4vwfEp6FcCCKJKkAAAAASUVORK5CYII=) 15 15, auto;}
41.25%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,46.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.25%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,48.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,51.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51.25%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,53.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.75%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,58.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.75%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEn0lEQVRYha2XbUyVZRjHfzcy1M1RGUM2rbb6UGu6MKmM3mwOa7PWnMqpSC1NDinyIgiaL0ChMzAgExVEbU5LyOkkbZiaGBNEPQLLVl/KfGkjZlbM1AGeqw/PeR6et3M8x/pv13bOc13X/3/d933d93M/igghareE8it5XUXCF1FwL1+GFNcRy8ywecMOvMz+sMR1jOG1sLjDCjrHgYjEdYzlldvy3zaglW8c4slMcc2LJFZHVChnI01yBT+6JTNFJTNFrWhfJCnnPQKwtz5LHr06Q/aVe0X3m3MaaQrdtMEcVTQYiTmkKs/3b8pdA0OpHb895IiSulMlt3MMaS9XKDtHqDwLsqgT3YLFTLqozcCWQ3kyq2uWAFQfXeKID4fLglepEN0AEns8RmLJyRypcRHR8X77Itl5MNfwj/99hrhxmmHpgXEUy6/0ohtAZ3y9yj49XwCKJlYp38irABS3ZVvINh4vFL/fz1tTK1XpiTzJOe2VjlF7FICZcxzF7gOIo0LMts00ktVteUFHndExz+Kr/G6pI9bzwyyx81sjouvEbkndqQLwWdNibX2bB4lzfV6HSKFvoePZ0jbtWUbHPAc/0VpPKMY0OEd3WevY2m8LpGfYAP1RfkomVinQ1nnNU5+qlaeyZMDv5/6bI+gdcovC58qV7gPwnp0rSX/fy/wXywe7302LpCaxW2NZuiVwU6DxMn1aL6xqz3YQ6cukx9ix7GSmQ4ekJoGprWK3h/+cJgBzu+Y4yNae0IqpNe2Gjce038Wmwla0LxKAFy5oS5nys8ehw9RWiSIuFrut/mo0AM92xxnCBWcWCMCIW0MASJ9crlZ94ZWSz9NlQWCaRQZnuzSwFMcfaFAAhx+qV25aUdx3N3abMXuDApj70scGY1nSRgXwR8xNQ2Ro3wCqz2/8v6d/OAAZvsGdUXMkXwD2NGSKm1YUCbHYbfL5NwTg+Ysztak17fl/hvQDUHd0iSyfs1WtertObT+srf8Npfk2T9hqFH42Tjs3lqf85tAhIRbUbhG7FbVmuTaSvv3WtjlPQ70JC89kCsCGY4WWmK/Xpjt01G4Rxa4+90MmLUYBVB7Jlwsje6l6vFYBZPm8sn5CjSptXSwx/mhuRPcB2imZ6/NK5YQaBbCmJU+uxfQx+towFk4uD64DwI7rYrfZnbMFoKQt15HottXMz6palgnAzoPZgffJdAc/O67bOLb9JWbT33BmfHLcOq0Fp52nn46ilsG+2XUgR+z87ll1V8RiASw5tUDKAvu/6GSObGousBDoR27umQzjeV676bgOwgtuF5KabktA4rRsOuPrFcD2g9nyY/wAZU9Uu14uNjUXyKXhN9CP48Se6dK5r9oa5E0I42JSfVEsZsLmwL5O60qTLYe0zn/mksd9SkPw6AhezfpfHAmPefLpGrU35Aje7XhH6lpWOh1ZD7rmhZ6Oip9cq27sX0e+t5fS/fGkztmgUs575OmeBD448Z47z+JHgurcfj3WnbujbwID+WNDaoR3U/2o886KKEz87x8mBlafiqyI5U/+f59mBj5sDa+Ilcn//8epgaLm0EWUTIqI81+8HLLPsnrUYwAAAABJRU5ErkJggg==) 15 15, auto;}
60%,61.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
61.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,63.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
63.75%,64.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEVklEQVRYha1XW0xcVRRdh5ZE0oT44MMPrR/+8MFHTRULopL2h6RaW4U0qGCmUKaPwAyFGedRwALzEGSKSJAqxvhLP9pIqWB9VDsOwwwjE0ClRbGiiSaCbaZRInXYfty5d+65986dmaYr2cnJ3fustc8+j3sOQ5YgZiA9P6MPWTZ8WQXHYNQVF5GPMxnzZhz4G5ozEhfxEE5nxJ1R0AJsWYmLKII3LX9OuoAAuiiGbZBbEbxs5YO/UL1WgEtj6yiCl12cvA1lXABdaRPXzXACvRzBF/41xLcQ+kre1OxnDjqof5ebKftVwJJSJ2UFRjFIMeQhhjx8GlhDBSysp8zLbt6Ti6ELZgKA3dddNDBuIgB4/monPfL7LUmw8cYWiP1HMZjdFL6HERLN8TU//8dCjrRkDd+elGLkXFqxqgpY4KMlxLCEGBpQz9zPeJlp6nWqnesgABgqdrOXfugkADDMOgkA+iZbSGwDwK3cpNaP/msQ+Szw6Sd/AG+Q3JR+c5CvRmtAXY3dK25SxqfjBQCUwUdyAwBjpI1q5ttVHVr9fCKNYSGRxmk+odpociq0+AFgKwAUYoRWNZI6s7OLAcCzv3bTVw+fZABgDDvorSfczBqwERFD71MeFk+s8fv/3ZT6moM26t/RLa3+VeRz3IUYoUXUM1aAUdUIq6ejeOdJN7d1zEEbbbvN4Hraw1qm7NRX4uH8Vr+Nesq87MiMk4Yfd0m+42E7beTkIH9jEx+VPKYxTEyQ2oB914RDxBBxKOZdKP/xcHLRub60EACYQ4LPHLQSABz87hQBwLtjJkqt9UCAVCbD25MtBABHZpx0OCKI9l5qUVVNTMga0Dm2NbUeXSCVAej/RC0iR9fnFsnfPG2X2k2JBKx+G702KyzC8hWX4NfQ2ooH71Wz/wSMFwrfDbNOum89Dl+pl4nzDAA38pJLoODvuNQeKBX8YhwAVM39icsANLWwP0YqSwGrX5jbplBy/k8k9rrns1YCgKNhJzWEhIr0TCqqqKXFDERKA4DBc40EAC8uniItcY9sHYjngOUbOydYFxGmYO+SwKGlxVC7oTniOlMncuObGC5ObsfDESe9v9OluQ2bQnYaKPYw5xU7recy+Hbx2ziVjoCaf0hlMjRPJUfmSJyCR8P2xJazUdsVoV03mzz59vzi5gXTaACv3CTOEnh1ro0LPJE4/43Tds3vcry80EHHZhLfU/DzqF4lzsD/gPb87FL/FxT7Xl4tPd7UOPgHcZZA1XyH1D4UbafT48Il9VBU+FlVft8p+Wvm20lKPAWfPqpWiDNkdhExhhUxGjxKaF/Jzm5noP8gWeUyDfXUS+4Xrgr/9L4xE5Vf7yYAGD7fRJviFbNymVC5TBzH2e2a90L9a/OBRe1RnyvU7pdtfNoEAGD/wh29CSScL9LVyOxltC96Z0l8vCMtf+Zvw+dC2SVxofjuPc0k7A1klsR46d1/nEqouKyfxER5Vpz/A9HYzrTElD3rAAAAAElFTkSuQmCC) 15 15, auto;}
65%,66.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.25%,67.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
67.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,71.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.25%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,73.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,76.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76.25%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,78.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.75%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE8ElEQVRYha2Xa2yTZRTHf08ZAiOUxQ/EKKKCREz4AKwO2Mo6EM2gYcBmCLiYCMgUBhstDEhMHCQzAYZ0GwPmBmg03AbOXbKLF2SXrh0IGyYESDQYhMRJYmKITtjWHT/U96XtW7qWcJKT9D2X//k/57zP0+dVxChyU0kkv5osKha8mILveYlYXBPz3Ohxow68cza64ppMfCs67KiCrpbGVlyT6fnD4w8b4NlqLJ68L3xeLLFREWjJDgZMP+6Pz6svlp8GV9CW+YICmF9zS2aMqsVlz1eR8mIiUJ32EGRFKyrXc0Hu/m3mzJuvRiSd+c01mTC2jwqrRYViRMoLkiNTEU0djeVBq3E2HRSAJY0/63btt6PBFRTraK6UQKyoiu+PRzR1NpWI5USvnlhw7tSwIAXnT+sxSSd7xdHgkkDM0PigtuzEKsHPbgWQ1XRdnuuvpmxZoXr3/BX5fP6MsO1c29YjR20z1aa6D+X2yHeoXTxNRcIFMOkrZ7WYmYqmv3e49IRn/z1G2bJCBRBYfGNnl2xwX9TBj9pmKoADSz9WLw6e0vP/6HARiL2f1XqOCeAIRWJmCoH6V1+8v6XnzsiBrOKgFW/yXBCA8pQ56pA1SQXaNCnJ2Km2tdYIwJ//jCEU/whFAqCqMc51BSsVgLOlVPan5yuttQA72ptld+oi5fR0yAhfP2qECRFFcUqacnS6xZViVQCr23rkM9tM5Wh0icvuUADhaqnjtBiMFxuuU7rEYZjzB+5LUmG1qHXtl6UqNVGF873fflk+DfEBOBpLxWJ/JdSM6QFmQvXKQCYA6XW/BJGrsFrU5i6vVKUmqm0/nNR929vqpcJqUVvd5w3FFzf6Mbr7Mw11HmDG5MNMqGonXMvSl3WwzV1eATANDQKwd8EqtfbLA7LmiyrZY8tQAKb/d5kWC9Bk92O0LX9ehasV10eCoS3h5P7gSACGTHEP22caBfTrz4NxYwAY8MURTsLVMt3HTKjavr5tOO0qrBYFMKRGAFDw3TGpys5RVdm5antbvQD4hvyxB1Ne0zunjcBWfUvC1TINqHGEauKoswA02KcGzXOD55KUzU5SOR3dUvzGGt23x5ah1rVfltLkuWp9W/B21EYwa2yNoc6AGofJJwOE6vjFuQA4mssEIKejWwAOJVuUs6tTKufNUlu8bnF2ecXZ5ZV8r0eqUhOVw+uWw7bZCmCdu8f//9BcIgAJ9lxDHZ8M+FkW0iehurzpugBs/f64YZtqhAJlfccFg03bKRlNNwz4hfT5X2qAXcQrH/0E6sSn7wGwb2G2yqvdFQReOW+WAv9RnNv5owAcnjc7aFz5DUWyd8EqBTBp/D1C8XcRr3QCAEUkqCEG0XTcnCk62N2xWeTVfiQA77U+XH15yhwV+MJpncmvK5Tep5br+eaUyQRiF5Gg5xhOrB30Bq3225MmuldNUAAF576S4tezIl4strXWyd60pQrAcqJXFr4d7N/NM8NfTAr4TQI10Ods8l860utv6nbtd35jiUSLo8kj2WzhpiHh1+Z+ahZNi3wla7wmL9lHG+yfMDlsXkSwzdwIy1oa6ukZWEl75iQFYD1zRxJHn0YtsYfFKeHRpIedRx5XH+ubQJMypj/+tVyTjVx5LBLlhL+6xUwAYD0XYyJxmKQn92mmSQ6eqEhUkvzkP041WUtrRBJHSYsJ8z92pIIce7mcVwAAAABJRU5ErkJggg==) 15 15, auto;}
81.25%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,83.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.75%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,86.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,88.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88.75%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,91.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.25%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,96.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96.25%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,98.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
98.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur72881 2.6666666666667s linear infinite forwards;
}
