@keyframes rwdcur57917 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 16 29, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 16 29, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 16 29, auto;}
15%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADHUlEQVRYhd3WT2tcVRjH8c+dTpPJJJ0OU0iDLSHaoEWs1FAwbhSxXRR04yx8AeJWF76AvgBfhSDuLi5cuFBxo6ZKCVak1lJLKLENksSYTifJZDrXxTlpYkhmJpNRwR9cuH/P8z3PeZ7fPYkulaWKKKCeVK13+10n5boMnscI8ihlab/CdwmA1q7zXJaqZKnyYQGSTi/E2RfiZQ7rKOGJeO9uUrXSK0DbDGSpHCooxmM1qWrs+q7bLO6pfBeAeUzanv0qFuPzFpYPA9DNEjyL52PwG0nVrcME3K22GchSA8Is6/FoZqlcUtXa0RmE7PTUnm0zkKUqQsGV0MRYfHQL72ECn2BWWIrFpPq3jumoTjUwIcyyLtTBU6gJBTktzHwcP8XzAwVvC5ClSjHggNBydTyDbyLEcxJlmQVcxqWketDw7Vtoq/dHcByv4WfMYw53TGLCmzy26f4A7LDar3EVv2AGDSHlUy6Zco7WPcubx5Txbt8AYiprQuHdxY+4ISzDC7iihl/ZPPFqZXN4eB7f9w0gQtSTqkWMCj6wZUC/4Y4Z11zXag0V5ZoK+LYXgD2LMFpwMQK+LBRhAW+bNq2GIzjD0S/vq43m54ZeUesFYL8MjESAcdwTiu4tk6adFPpiM86gNWvwz+Z4lrqYpUb7BbB1v4jTYNBFY7iNB1gKaNnaaQOrDycaJZfxdL8AarYt+AfM2XDVbTyJc3gJCcnAvNZJs7lHyoIhHR4gqWrGAlyIMOu4YsHHj90+hz9YK5yVLU+8nms4qwcnbPsvjxA5277/gS98ZEmwo2MMHb1poDZnozys7wBRDdtFWcDnKngo1MFoAGkW8itJ9eCd0OlnRDCi91GOMGesRYAhZKzVyA82KwcN3i3AumBA+QhxQYITQnMukdukMZRf3H+I/dVxCZIqcdO5LHTFTSs4hSb1jfBes5Bb/UcAdmgRv+MrM1ayTzU9oHiK/FIvoYM67gn3UpYaw/lH932WFGhmDL7T21i9bqnH8EYyqqXBkdLxHoc5hLJUZeXaVNb8ULZ0/cXs3ycIEBdWvzv/3wT/3+gvAZ/xP0GxDtYAAAAASUVORK5CYII=) 16 29, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 16 29, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 16 29, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 16 29, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 16 29, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 16 29, auto;}
45%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC4UlEQVRYheXXzWtcZRTH8c+dTGfyMsmEKnYaWxsDxpJCkKIWFy3FP6CI49KVm+4LgjtXQt24FsGVuGsQ3Lh04aKmVHwpSrExhtCmbciLTDtJTG/udfE8tVlYM3M7VtCzGZ47zzPne885v+ec4f9uSZFD+QzoR5o0pY8FIJ9RwSC2ovNK/GrtUSDKHTovYTQuKygh2/UbhQFKBc9t7Dqf/d3GvaybFPQLob8P0MAZbONC0rRWBKDTFNTwKl4R6uCa8PaHcRtP8g8B5DPGcBpjqt5Rw6p5pPpN2vIRFos4Z48aiHKbivtOqmEEJRO4FHVQwWQs1N4CJE0E2R1Dy6qf/IrMXSxr+QAXhUg2eg4Q7TomHfamZ03hAr7znHN4EXezXKqgGjoBmMCEAWwivOlThnHUKTWfto/U38NyzwFiXsu46mepWxaQGTdpH6a4Vzmh7/d0VFBH7wDyGWWhwLYxi/MYN+aUUQzjMvuyWQMr7eN4oQjAX8owXjojGBM0/gSOGok4NawIWT9AMmTQDUs9A/Cg0eyPAGeUTcuFO3BDCPjTqGIdPU7BVvxciXvmpVoaOBifNCJACW3uDTvbM4CkaVsI9jLmcAsfumbOLx7Ue45vsCHbGq3PFgF4WA0Q0tAvpCBFG5+rOmfRQn5dORlwaCc9KK0Plaqtm8eKADwsAoQI3M/48bhuOInXjCfPO2STvombsp057QOVZ3oGECF+EzrcVXyBH/C+K4Io11EPe/vyI5I8K9QL9pwH4n0wLRTkIt7Cx14XZPg1hsjnpUmumjS7u5L3pI7zXioMH29gyQDuxNMlVNkZsNSt844AolXwktCaWza9qw83yJfIfqTdqF/q1nk3AJfxmRDwJZxPv7LgClLy22Tl0nYRgG5mwjIGk6ZWXJ+W+lLC9jrVs8X+Y3Q0E/JnLbR2PXo7S2RaSqX6fgVHwkezOxen851P5Kvfn8gfv3eha659+/K/4/w/Y38AZBTgi2vqgZIAAAAASUVORK5CYII=) 16 29, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 16 29, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 16 29, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 16 29, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 16 29, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 16 29, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 16 29, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 16 29, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 16 29, auto;}
90%,94.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADWElEQVRYhd3WT2gcVRzA8c9stmmaxE0a1lrT2oZia1QKIdQoCurJi+DBBUFEpAfx4MFzD548iQdPHj0JYsFF8SJWkR48iFVbgmCoQdu0NiEm2yRN0k12MuPhTbFodpPZthT8wRxm3pv3+77ff+6yRM0W0iroQhxVxE32FKHZ+nak0GKtlD0DaVXnJsq7MJCtd7cLUGyxdrPSYlpVwh4sRxVTGESMerZ3tR2AVi7oQi8SLOCI4JISunEo2/otZrEQVSR5AZpaIKqoC7e7AbSAoQzoCB7FeqZ8Fr+glhegVQz8G2gGMyjf9LmId/AqhvMqzwWQVo3gBTyIw7iIF+0yjDFcuWMAWRYcE8z+vGDqo4btsRt8jwt3DEAIvgT7cQAj+MwEesBQVGlHfes0vFlWBd93O+yQ1CGT9uJzv5nBR+2p3z5AEePu866j2Zd+Y35Ux+NRxXi7AFvVgS7B5K9j1MOe1C9UgR6Mk1xRu7av73T/6GJbTtgUIK3qzxQ/h4oOT3gAG7jkghBwo3YrpdfulxSnZzrqXsM3eYtRMxeUhDp/L/bYcF7DEasYMKTLkBg7iDqndVy3V93x7N9TeQCaZcGykNdn8QHe96cJjQyriDXErHvaxppZoSpuu65sBVDDFD7FF0JJfs+y0ybVdaNMMm+psF5XiJVwWc7b0zoLbjSc0Wxfgg91eFYP9lGgFE3NuF7u+aHRWzzTP7J425pRl9BiR3A8ez+JRDf+wDTmSQoNxXtWZtKVnnKTs1pKMxfEggUOCrEwjnPoNYBnhPCM6Ng1rfOql6Lkv0PLrQAQrHMGX+IrIfVetgNzQblBPBWAOpdWTmRj3G0B6BSGkMkMJMbb9jlmFd8JefIX5mmcOqhe7hvf4kK5AOpC0M3hZ2EyijWwiNRRS0J/PE999aJ4p+XbNhFlB81lJl0QZoD9Zn2CWlLwZmEvdrN2lZ6E9YV4KK9ytjBZ1mJ7s329GcjXhcRP8aSpxkmi9RAOScc/41se2U43rAkDR1lIx0G4Xu4b755bPBDtILnE2kOdl1nJDdC0G24madUjeEvw/itJza8KxDE738h31g3JG7W/C/3hRFQxkfZJrFHoG2hH963L6unhdONjae3sY+ldAUireufPjd0d5f8b+RsbqwTQbj/XigAAAABJRU5ErkJggg==) 16 29, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 16 29, auto;}
}
div.testarea{
animation:rwdcur57917 1.6666666666667s linear infinite forwards;
}
