@keyframes rwdcur45220 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 1 11, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 1 11, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGgElEQVRYhe2WfWwb9RnHP75zzudzYieu8+aE2A2O26QZTVkXUi2FNUIb7pjYSzuhbhodQ0zdJu2Paeo2hvZGIWUqUyW6FirE3lqoKmBiUwOD/YPYxpZuBESaNmnTODRtUjshjuOXnH13++N+bl0WRitN2j/9SqfT3e+e5/v9Pc9zz/Nz8D9CLIQEOAEJMIHiQBzzw+wc/8UhA/GrJlcFeQlOISJfejEQR/9QAWIXKvYuEE70gThFYD1wK/AxYDUQBKoBBdCBeQ9MazCpeTgR0BirdZN12AwLwCQwPhBncVkBglwrW1Pi80SmUtyTgi1A3VUE4wr4IVvv451ajT94FE4DJ4ET5dEoD5tauifzdEzMsDMBm8vWJ4BXgb8EPYw3asz7XJiKhFI0UXWTYK5Aw6JOkw69Cyk6E1A9l6J7JEV3q4ehJi97KxUmRMQuR6Bs985TSb4xnuFBIUivhxfr/RxqquKYsClFohI7RZXYKavDTsldQBTQMgXeTmTomkzRmgHJA8VaDz+ayPDwfwgwLLQ3J9mfgC8D1MJLrfU84leZ5nJ1t9iRRccusAmxVg00AOuAPiEqiJ37iYKBNpWmeSRFQPAeAHZcEgDggydScD+gt/vYFa7mj4K0GvBiF54Lu+gkoAj8XQioFNdG7GKdA1pNC1WRqCyY6LrJuYtZ9HfmiAibXwLflAX/tiV4GNDX1bKzuYpBoBWIiHC2iWcNCAkHnUKQS7z3AO3ZAr6FAjdFej6rueZOKk4J8gZy0aBGdhAIVvLYVIb1QA8w5hDKzwKBsIcH2gNMiPwH5vLsVoXEggVOB3gqeEnY6MAoUJcr0F20yPZu/Vb07nu+imEUOfjzfhbfeoG8AboJSwZkClCl8ODoPJxJ8TMgKQFfAQI++Fd7gCQQBj6TL/Ddu772PQoWVEigypeawwLQ7ZLoA7arMp+vUmgOtq6Pbth4K6qqorrdrGgI4nSA5oQbPNDksX0Aa6N2et8AAhLwBYCgjxdErvWCwR0r128OvH6oH78CigxuGSRbQVSRUGQJvAqqT4GACkryOIe+/0WGjg+STi3Qs6mPdMG2swCnBF4XiPrwA3sRxdQF4Nf4B5BN6TxgghpoDKLKUKOCSwa3E4om1HXc3lUhQQ4/qsN2rDpBdkDADS/u2s7vD/+W3zz6EI7atbybgakMLOpXRFBvhNcp+4XQKjg3Ns/R/c8e83oqKxkdHsZfV8/ffrcLwwJXSw8fjUS5cPoUWmQT4ZYwp159mnonGBbkDUgXbLGJc++Sm34TTay5JcgU7RqokO1hdQGmSwLmAf/wLMMBF9T4/SiKi461a6lraEB1P4Rb8zB+cgRvTQ1GoUgwvJKzI8OsiX2d9q51vPHnV7itu4fVnR/htT+9jOJyMTM6xNLSeSxgNmenocIOwVSpeEsChoA+zcl3HLDH7dbw+nzMJhPMzc5S0HWaQmFWtrWRzWZp61iDLMtk0gtE2tewYeNtrOro5MzoSZwVFWzespVMepFQJMLIW0P89bnHyYk/QJWhVuPwQJwkcHdJwHNA3+kUW2Mh2m7fcNPY8GQSXV/ixugq9v3gPiQJYtt3MvjsbhzeNm65cws3b/g4nV1d1NU3kF5YwLIgl83R2NSMy+XCMIrgkDh2GAzD7nhZHQYSduiBb5eK8FdAEugZiPOJCxkcn9y0CVl2orgUdjzyFIYJr/x6NwtLsDg7BrKMt7qaG0Jh3JpGzYoVRFatpmVlmPj4GdxujSqvl/bOTgzDHhhZA6ZSlHCfaETJUiveBhwSzeVTsRAnCi29M4/ueYx7P92NA3sHRQOaqtgI6CeS7Hny+Zd7HQ4HreEQpmmhKAqziQTV/hoyixn+eXyQ/T+8HwuYz0OhCF4XO96eYy92S/8SZdiHXSs5YFssRMvnYndY/T/9sbXKh3VLPVbEhxULcXMsRGcsdGmUHz1y5Ig1/957VuLiRSufz1u5bNbSdd2aPn/e6m20bVs9WCEPFrAkePaxDPaLRQs44sMmLb3zgRUL4RXj+/14ArAOHDhgmaZpmaZppdNpq8Nv+/Bd9ms1ezi6HHl5fjLi4yXgKewJdy3Y3d/fbwGWp4wYsG708ZNY6IqT17JoAZ7hSuOzwEHgXqAbe96Xzo+qeO4W6wfF9+X2zwi/14Qo8Atg5n3OrvaaEfbRDyL4wGP5Mig/FUexd+zn8ql4DjiP3eUGgdeA49fg/zqu4zr+P/g3AJtZn+EmkP4AAAAASUVORK5CYII=) 1 11, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 1 11, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 1 11, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 1 11, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG7ElEQVRYhe2Xe4xUVx3HP/c5d+bOa2d3ln3MMsvKY10rCl0hrRR8LuyCLWkwQoyx0tD6wvgqTY2ApTFCtMEa09KCVaPBaC1Bg13UJtqiFYwCWwrCAuvOsjDss/PYmZ3nvf5xz3SnBIho/+w3Obnn/s75ne/v9zu/3zn3SrwF6I6iA/pNpuR6Y5SuN6DeIlcHsAq4A2gHIoC3NwbAFHDFhH4XHKsJ8OL8IGeFnnyLPG+CAXweOA3Yt9j+FYYvd4bxA3RHoTuKKpoMIFVYhMCostbqjbEWeBxoELJJ4BDwpzCcKcOFSUh9JEJTwWLuVJGGTIG5iSSLRmA5EBJ6V8PwcGeUA2J9S8hLkiBXBTkAo1n8Z8d4KgN3AwTgTEOAvS0+DmoKharoWEABqAc8QiYDRskmN5jkztEkDyadrSNi8sqCGnbrCq8BwwAKwLzgG8oMp6k/OUFvEZYBUwtD7O8IcyjkRlFkoo49pEWIVSAMaEBevLsBrywhhwzORwK8pMHodJ7FE0XmTKW4M2hyWlM4D9iKCL1W8fy8Q95hwuDSRrbXeQhJEu3AbKATyAnDx8TTAFpENOqEQR5h4PskibaggS9scqSQ5rYRqM+lWWp6OOBSyKtVe86/x3g6Ax0hGH5PE9sNDRUn0wHaBEEFA0BW6AeF95Z46kApU+QTmkyd5MhG5zeSsOKURiBixdndGWVTRYmTMdZMwhoTsh2NPGpoyGJvVUGuCs8qCXQPcEnIByqk8SwbcgV6Nmz+Ju9ojbJv2yYkwKcTqXWBqnB2ZBjvGPT0J+hRe2NYH41QisNjAK0h9vt0RgF5PMeP3Qp4VJAlUCQo2QDMqYpG3WiWT5fKFB741hPLulauwiqXmZ7OMhKPkyuD3wUuBTIl8Om0Lwrzwokxeq4meUQG+Pswy4G5IRhv8fJPoGEyx65HnvgFlg3TJSjbUKj4DnNF2NunCqzZvPNHS/b97m/LmhsaOHXiOPlcDlVVOdV3Ek0WtW47jhgKzHJz1oTRDLSpohQ2AHhNfiVJTF7N8p0Ht36/rSZUy/qvf5cDux9ClcGrQKrEklwRuQzetZu/zR3LlqPpGjvuX09taZDauz5DIZ8nEo2iShI1LtBVKFtOBLIlRiUJq87kUCbDRrk7ip53shu3yu9Pj7NrIkvbXR/8ELrLxf7vPYRtgW1DGag18Nd78DZ7IFQTQtNU4pcv4ysMIklQKpZIJ5OMxOMMXbxAwXJKxZ5J3iyQDnk4hkggNQOtAOkSPzt6JuYPBoOUSkV8Pj/PHD7Ja319HP/rEfr/uI+w29kSQ4Z8Lkc2myUQDNL1tT2MXY3THG1laOAifz74HMmBv6DIULQgVwJdocI57lZ5pfJSEtlNyIU/lUjg9ZooiorX58W2beYtaCd+aYhzNlzNON7kyrB6/gLGR0fRdZ3MVJp5He9C1TQ8pklt82zGLzjJ61OhyYAiMJQhAeQ8ClcA1N4YBREWr6nAq8f/weuTE7REWzHcBpMTE1wevoThdtO+8gFKxQLNc9p49+JOakI1TKVTKKpKpHUOPp+f5pYW5i1ox3B76Li9k9/s/iouDYIGqDIMZ7nNsglN5vFWIgBwAXivpvLbJ79x/907fnIYVVVJJZJ8bnUnsgzrvvgYH+hZjWG4MX1eTNNLoCaIJMnk8zlsG+obZqHrLgy3m3kdHbz0h8MEdNAlmMg70bBs5/7IlVkCM6fgUYCLKQZ9OnO2bNmCyzBIp1Js3PoDbAt+/cOt7Nh0D1/5ZBexWIzacB0+n5+OhQuZ1dhE8+wW/P4AgWAQyyoTCAZZ0bWKwRRcycJkHi4mAfg5kEjl+XC1Ac8DxDPc2xtjKJx4tXbDx9chKzJ7H/0SZcCyYNqCRg8fe/bhDe9f1Nj08tFjxzhy5AhNkQizZjUQqKnBcLuxLAtN0xgYGCBbhIkcxKccI4DTlk3u9Yxz01YMeBHoxzn3PwsktMGXozu2bePeL2zHtiBnQSILwFngeBxWrFy5UvpUV9fBZ/c+g6bryJKEBLg9HhRFZdnyFZSA6TJIEtjOQZa4mOT2DDQJzjewVpRrGmjrjiKHwG4ysdtM7Nmm0++Ozlzd1+BpwN6zZ49tWZY9PjZmX+jvt98ZwJ4bwF4cxm41sReGWMLMdb722kWeEwPnePPNd6vYtXPnTtsEOySaOfOZdk48f3k9RT/QVzWx7f8w4lq0VZH3Ca7ror7KiCSw8S0g38hM2PsEx03hx6mMSthOAOu4tc94VeicqFrneW7i+fWwHohXLTAB/BS4D1iMkyeqaHVCdp+YM1GlFxdr/U8wcErzVNWC/207JXRv+Nck3WjgBmgHeoCloj8bnDMd589oCOecOAa8IPpv423cFP8BwAOPBA584dIAAAAASUVORK5CYII=) 1 11, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 1 11, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 1 11, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 1 11, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 1 11, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 1 11, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 1 11, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 1 11, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 3 13, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 1 11, auto;}
}
div.testarea{
animation:rwdcur45220 2.6666666666667s linear infinite forwards;
}
