@keyframes rwdcur189573 {
0%,1.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2%,3.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4%,5.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6%,7.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,11.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12%,13.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14%,15.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16%,17.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEuElEQVRYhd2XcWjUZRjHv5PdjGO/IaOls0sEFcOmhG5puKjGJVZHnCA2tSVMpGgkMaHALnRUFEV065/AbJidlZXstJv9sx2B9Mfdr6HugiCz7o6Sgv5Idm37/dz89Mfud95vu902NIJeeLn7Pe/zPt/v+7zv87zPK/3HrWK+E4BFkhok+SR5JY1I+lXS9xUVFX/dWno3QGuBTmCQ8s3M69XeKuAqIDQ6OjrhIIyNjZFMJonH4wDE43GSySRjY2MU6VwDQkDVzYCvBC46RgcGBggGg3i9XiSxb98+bNtm7969SMLr9RIMBgvE8u0isLIczoIZwBtt2x6UtC6Tyci2baVSKUWjUY2MjEiSlixZIo/Ho/r6eknSyMiIotGoUqmUbNtWJpORpHW2bQ8CjfNauWVZVwFisRjV1dX4/X4kIQnf/uP4Onro6ekB4IMPj/PAsTQPHs+i1Q8hCb/fj2EYxGIxAPL2ynrCAa9y3B6LxaisrCwAS0L+/bx+Hg59B6f6zgEQPvMjX/wMp9Nw18GzLv3KysoCibzdaWdi6ha86Li9tbVV4+Pj7tH0oC5dlbJ/S8vrayRJa25Hn12WTvwk/faDeUN3YZ3Gx8e1c+fOwnbk7c+4+lrntFuWRUtLC5LwbHkebXzS7QmJbDYLQDabRRu2o6a8TksHD8eg+Qzc9tS7+P1+LMsqjo7SIZqPX+LxON3d3ZPGlq0nZELIZBqBXC4HQC6Xc8k3HLnMt7/Dn6Pw6NeT87q7uxkYGHC2onMmAiZAMBh0GWz99BJb3zvnkm3evNmVfTZt2lQYMzo+YXccXkrAPeGhgjwYDBaSVSnwRU6SceK8XD9w4ICLQGdnp1tn22ssePp9VOMryLxeb3GyWuRgO4ewQZKGhoYKcV6urVixouy3ekO6fqFPFbvekVo6JE3miVQq5Wg0OH8q878+SRoeHlYgEFAsFpMWr5Zx/zYNR9+cRsDn85X91vImrXr5K+1eKZ36ZYdS1XcocN3U8PCwo7HUpQ+0O76JRCJI4r7DvbxxnkJyKe79/f2uLejv73frbH+bPd9Mjp24BMveukAkEime0j6VQKsTAYFAYNLI4tXUbjtY8gy0tbUxMTF5P01MTNDW1ubWWd7EqpNweBDWfgl6ootAIFB8T+yYSqAZIJlMznoAnZ5IJABIJBKlddY+RsWzJ1FLR0FmmqZDoHkqgXlFgeMF27anrz74Ks3RazT2QsWeI7NGQTGJknngzi3t1GzYWpJEV1fXNNndn0M0DYk/YOkJ0Br/7HkgT6ATJu/9cDhcMPjM0TiPH/poblvTsJW6j8HOly9NvaDAK3POhLX5XI1lWa4reD59zdErPHIWdsXh3lPM/S7IkwgBpNNpDMMoDbKwrjyJGh9qDaP2Y8i3DsMwyGQyzupDM4LnCZSvByQ27nqB9dufc8k8Rh0eYzoxj8dDX1+fA16yHihFwlURGYYx7+1wKiIHfM4VURGJRodEOp3GsqwbV/QsPRwOY1lWwe15O3OvCYs9QZmqOBAIEIlECpnTqYqLTrvj9rmvvASJKiDkRIeTrEzTdL0LTNO89e+CKUScl5FJ+Tbvl9HNvA2XSqqWlJN0Rf/m2/B/3f4BelKTl52N6JYAAAAASUVORK5CYII=) 15 15, auto;}
20%,21.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22%,23.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
24%,25.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26%,27.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE1klEQVRYhd2Xf0jcZRzH367T4PSWCE0dtmo6XEyklg2X28jbFeWOOBjVDToGiQsabaFjsSHEggj6hcL+6Mc2KKQ2Y022G7g/vOiflnfJ0itoEeHJkA0cFYr6/U599cfdc7uvnqeyRdADD3fP83y+n8/783k+vx7pPx55K/0AKJZUI6lCklvSpKRrkn7Oy8v76+7Cuy20BGgFBsg9Yim6krsluABon5qamjUSpqeniUajRCIRACKRCNFolOnpaTJobgHtQMGdCK8CBg3Tvr4+AoEAbrcbSbS0tGDbNs3NzUjC7XYTCATSwFJjEKjKJWfVIsLrbNsekFSbSCRk27bi8bh6eno0OTkpSSorK1N+fr7Ky8slSZOTk+rp6VE8Hpdt20okEpJUa9v2AFC3Is0ty/obIBwOU1RUhM/nQxKSyHuqhbwdr3Dq1CkATp48SeWbZ6k80pOm8fl8eDwewuEwACl+OS1hhBcYs4fDYVwuV5qpJLR2E4d+gNbL0Nt7CYDTFy7z7hX4cAi0q91B73K50iBSfBf4xPwrOGzMHgwGNTMz4zwd/UU3ro/q+rWESkvXSJLWl7sV/1MaGJOU+NFBPjMzoz179qSvI8V/Ue1LjLdbloXX601qUlGL7r3faQmJkZERAEZGRpLnqyuSZ1UN+LrHeOHSLbQ1hM/nw7KszOjIHqKp+CUSidDZ2ZkW9P4gvNE7ugDAxMQEABMTE479kgNn+Op3+GkM6j/9DUl0dnbS19dnrqJ1MQAxgEAg4GDY+PZZNh847thraGhwZJ/6+vrb576DNPXCy9/CfftOpPcDgUA6WWUTXmySjInzXLOtrc0BoLW11UlT60dP7nXsud3uzGRVbGQbJ6yRpKGhoXSc5xqVlZU51xoKS99/LjUdldZtlpTME/F43FDUmD+u1G+FJI2Pj8vv9yscDid3S6ulG1cXAKioqMi5lqSd5y09XFyggbF3dOWtXfI/uErj4+PmeK35YyzgliSv16tgMChJWv30qzpy4deF6ktyu92OdWFhoZOg1q+8ewr02XYpuF5S3W4Fg0E1NjYaiiIHPRA0EeD3+2/fXWl1Vh8IhULMzibr0+zsLKFQaAHNzvMWzd/BY9+Aap7F7/dn1okX5wPYBhCNRpd0QDP7+/sB6O/vX5yu6Shatzm9jsViBsC2+QBWFAXGCrZtL9T+iZd46L0r1HwyjLyvLxkFmSCy5oFsWdDMY8eOLdjb0jXGB4Pw9R/w+DmWlwdSAFohWfc7OjrSHz7X9hE1u/cvbZUU0I3dcHMKZueg8jRow/ZlZ8KSVK7GsixHCc41Xfu+oLobNpyB/Ne+ZM3hMI+ehR0X4JHjV5dfC1Ig2gGGh4fxeDxLA6hqoKwrmffjN6G0C7TRi7aGkO8gkvB4PCQSCaN9+6LCUwBy9wMSayo3UfhAKjy9+1l/GubmknNjN+iZQ2na/Px8Ll68aIRn7QeygXB0RB6PJ+d11HVbNPXC85dgy7k5pNsdkRG+7I4oA0SdATE8PIxlWY4S7Zil1Sj0Mdp7ApVW09HRgWVZabOn+Cy/J8y0BDm6Yr/fT1dXVzpzmq44w9uN2ZeveRYQBUC7iQ6TrGKxmONdEIvF7v67YB4Q8zKKkXus+GV0J2/DtUpWtQlJo/o334b/6/EPzS9b02UZGnkAAAAASUVORK5CYII=) 15 15, auto;}
28%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,31.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32%,33.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
34%,35.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36%,37.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
38%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,41.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42%,43.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
44%,45.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46%,47.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,51.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52%,53.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54%,55.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56%,57.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEvElEQVRYhd2Xf2iUdRzH36c7g3PPkIE0dalskghrGTpcbOGwU/zxIE+/Zgkj2fKPkURuUSoDWYVYkGz4V6hL6KAZmEtuTWg7KAK7OzZxVxBScTfMKBCMneeep8arP3bPdbc7zw2NoC98//g+38/zeb+/n+/380v6j4dnvj8ASyTVSKqU5JOUknRd0ncej+fWg6X3D2g50AGMUnxE03LlDwp4EdB1586daRdhamqKSCRCKBQCIBQKEYlEmJqaIkvmT6ALWHQ/4GuAq67SkZERLMvC5/Mhif379+M4Dm1tbUjC5/NhWVaGWHpcBdYUw1lwF/CNjuOMSqpNJBJyHEexWEwDAwNKpVKSpIqKCnm9Xi1btkySlEqlNDAwoFgsJsdxlEgkJKnWcZxRYOO8Tm7b9h8AwWCQ0tJS/H4/knJmX18fAGfOnMnb8/v9GIZBMBgEIK2vqCVc8EWu2YPBICUlJXnKN+19nfXPtnPp0iUAhoaGaD7ez94PzufJlpSUZEik9RZ/E+mHQzwep7S0NE+hJPTQUiRx5coVAMbGxqjc+jIrt7cVlDcMg3g87pLoKgZe7r5227bZsmVLYQLpOTExAcDExERhmbLKzHXYtp3tHYVdNO2/hEIhent7M4rKVlQVBEgmkwAkk8m8vVcv/Mi74duZdW9vLyMjI64VOu5GIApgWVbRk0uioaEhJ/rU19fn7Ne8cpyGQ2dzvlmWlQlWhcCXuEHG9fNis7OzM4dAR0fHPf/x+XzZwWqJi+3GgRpJGh8fn/Hz1XXytJ/TulPXpeYTeYSrq6uLrguNVCqlWCzmLmtmE6iUpMnJSZmmqcUvvaftu5t1ZPMKVT17UNp5JEdZZWVl0bUkaXWdmk5GVLatXZJkmqYmJyfd3eU5skCra5tAIMCmAfj2t5n126PgPfx1jjmHh4dzrmB4eDjP5I8c+Ijo77Dv4g0kEQgEsn9pnU3gRdcDTNNk8eEQO4bg42tQ1Q/acShHeUtLC9PTM/lpenqalpaW/HtfXUfTyQhl29qRhGma2XmieTaBRoBIJJL52dN+jnWnf0HNJwo+qnA4DEA4HL7nA3RnNBp1CTTOJlDYCxpbebTne5Z3f4NqzTwrOI5T+PTz8IJsEnlx4KmLM9fwzhjUnkrkKe3u7i4YqltDDm1fgR7bObc4kCbQATN5v6enBz28lup++Gsafr0NGy4wN1M/YfFWGE7/AAtfODavSFiejtXYto3f72fN+6M8+Tk8fh6MA5+gpVV4206zcN+HaGlWiN7wPKrbk1mveu0s644OzS8XpElksqFhGDMKG/ah9buRRPWxy7wZhoOXYeXREJLw7DrCc1/CnhFY8Ez+lRiGQSKRcE9/92yYJlC0Hth6Icm1WzB+E5r6byKJijc+49Of4GIcVnV9kSPv9XoZHBx0we9dD6RJ5FREhmFkKiLPrkM8PQj+QdC2zhmgqnoa+35m89kEWtuUMbthGBnwOVdEWSQ2uiTi8Ti2beek6GKzp6cH27YzZk/rmXtNmG0JilTFpmkSCAQwTTPj55ZlZb921+xzP3kBEouALtc73GAVjUZz+oJoNPrg+4JZRNzOKErxMe/O6H56w+WSSiUlJd3Qv9kb/q/H3/kYsL8CKICVAAAAAElFTkSuQmCC) 15 15, auto;}
60%,61.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62%,63.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE/ElEQVRYhd2XbWxTVRzGn81tkaXFZSoZ2KAZGBMZEwfEwUCiNjjNBQsRRUIDAScSI4GBEXWYEI0S+cBGJNHwomJFg7xMUgR1a0SisDaMQJFEE0w73yKfIFu63Yvj54f2lt61lC1gTDzJ/XDuPff/POc5/7cj/cejYKg/AGWSqiR5JJVKSkj6TdKZgoKCCzeW3hXQcqAROEH+EUmtK79RwCVAU29vb7+N0NfXRzgcJhQKARAKhQiHw/T19ZGx5hLQBJRcD/hY4JRttL29HZ/PR2lpKZJoaGjAsiyWLl2KJEpLS/H5fGliqXEKGJsPp/Aq4JMsyzohqToej8uyLEWjUbW2tiqRSEiSKioqVFxcrJEjR0qSEomEWltbFY1GZVmW4vG4JFVblnUCmDSknZumeREgGAzicrnwer1Icjw7duwAYPv27VnfvF4vbrebYDAIQMpeXiVs8BJb9mAwSFFRUZbxe2bMpnJqPYcPHwbg0KFDPPZSC7PWbslaW1RUlCaRspvfJ1KOQywWw+VyodqFDHvtOwpWHEBV9Q7jJ0+eBKCzs5Nh4x/mlpqZWQQk4Xa7icViNommfODltrebpslD9fO4bSes/AEWhGDCXhyGu7q6AOjq6soJnHkcpmlmRkfuEE3FL6FQiJaWFrT4Ax5Pqszly3Dnp6D6l9OGe3p6AOjp6ckCXbTte145FEvPW1paaG9vt1VovBqBCIDP50v++MgK7vgEzl2E43/BrTtBd09HEnV1dY7sU1tb6yBQOXcl1Q0bHO98Pl86WeUCL7OTjB3nkihr+pYRH0PlZ3DTskD6/erVqx0EGhsb8x6DUnkiI1mV2dh2HqiSpNOnTyfjfLhHWrBZN5e6dX7Xq/pl0Qj1v78wTXjMmDGODQyc5xqJRELRaNSeVg0k4JGk7u5uGYahwmfe0fT5L2rdEzUa7X9Lqql3GPN4PHnnkqThHlU37VfhxNmSJMMw1N3dbX8d5VgLLLG1CQQCTN3dzde/JudrjoOe3+2Qs62tzXEEbW1tWZKX+NbxRQzmfnQGSQQCgcxflgwkMN+OAMMwKFy2i2kHYMuPMHoXaIrfYdzv99Pfn6xP/f39+P3+7HMf7mF80z4KJ85GEoZhZNaJpwYSmAYQDofTP2vBZire7kQz1+R0qo6ODgA6Ojqu6YD2E4lEbALTBhLIGQUa/zgVTSGGrfgc3TU5SwXLsnLvfghRkEnCmQckHtzTw+Yz0HgMKjdEsoyuX78+J9jTe39n+RETjRo3uDyQItAIybrf3NyMJKr3Qu8l+PkCPPrl5cFJPWocq47BxlOg6Q1DyoTlqVyNaZp4vV48a4NM3g/374PCBZuQRMGcN9Cs152glbVobF16Xj7/TTzLtw6tFqRIpKuh2+1OGrzXi0bXIIkRq/aw7CgsOQJlL6Qy4xQ/c7+BeW2gGc/lrIbxeNze/dWrYYpA3n7ggW3niJyHo3/ChHfPJuPdv5n3zsKHP4Hr2a2O9cXFxRw8eNAGv3Y/kCLh6IjcbveVjqhuMU+2wZyv/ka1C9Mhe9/G49RsiqDbK9Oyu93uNPigO6IMEpNsErFYDNM0kyV6EE7Y3NyMaZpp2VN2Bt8TZipBnq7YMAwCgQCGYaTj3OfzZXq7Lfvgd56DRAnQZEeHnawikYjjXhCJRG78vWAAEftmFCH/GPLN6HruhqMkuST1SPpD/+bd8H89/gEqCctHHtEj0wAAAABJRU5ErkJggg==) 15 15, auto;}
64%,65.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66%,67.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,71.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72%,73.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
74%,75.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76%,77.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,81.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82%,83.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84%,85.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86%,87.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,91.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92%,93.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
94%,95.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
96%,97.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur189573 2.5s linear infinite forwards;
}
