@keyframes rwdcur117488 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG2klEQVRYhe2W229cVxXGv7XOmXPmnLn5FtuNPYlN7DZJneDmJhQSUlSVBkElSlUhgYJAgr+AJ/4UJBAvSBW30L4gIdEbSepErYqTGCcktRMn48QeezzjOTPnss/Ze/FQq1YgaswTPOQn7ZetpbU+7bX20gc85Sn/Y2ingXnPyw+NjwybfmsgtmLTfthcUavhirQyw7414Fd7d/u7irad8Lo01MrDxZraSV7rSQEHpg5h9OCX7M1GczTfX/yWLsi5OA6/Etc7sTXhL8h6ptnm026f/6Nc3jlDoVi5cX9134n93ZFnRs2DhftfmN/egcgp282dGjq690zHiY50uNOjPQNGfkKvJCGAkAZyP1cVPaHLEfv9/uGKVzxDXfmgU9/8G4Bb//UL2LbNpZ5KdeLYodPOgP9Gxw1fDp3kaBfdqrLSojgogKhP1rOHiKXKA+5rqFj9UkAReR4A05Ah2Z1znKGJowfsslMM11bqwY4EOL2+wzlruHdk6CV/uHLOq5Zf63J3Uov2c2TBdmwRFjJaGB0JqYsR7rWfo5JNXtGD53pEFhetsjNWHuw9oIKkP9M6cccq9aQVxjrOzJNaMOgPV37Iews/Xk5XRqtx3jk+dgzlXBEiBsuby5hr3DRr8SrE4QlhYjCxm3Mx2TeJicExWGwjkhRL67WepWzl7PD44FQ23xoG8BsAK48XYBEjRxO6jB/EhezbQ74/emLfyfxXT3wNz1X3wuUcEwRB3MI7V9/D7y+cR8Ne6yNmzrkOvjw+jXNnv4cD1QkQETQMltaW+cOrV/zZxeuj9/KLb+iqZVPZ/Z3cSxYfFWARwBikonWWyvZ3+wYH9k9PHLG/fuxlHJs+jqHeHkAMiARujuDlXVxduI6P7jb9zMq4VKzg1KHT+Mbxl7BnaPizzESYam+i2rMbfaWefCvYmF7IPmXJSwsu/UFux+vbM1CyGITjNOT8LN9fmD75/Gn+/jfP4fnJKTh2DqlSiKIQSRKj6HkYe2YUSw9r+Pv8rJU2Eh7f/yx++vpPzNTEpDDT1m4h5N089o5UMTV+kBqNDWtuZX44ieIhePQJEqkhNMJbsT58fgUe7x8drOLk4VPoLfdDZymSODYqjqHiGEkcQqkENtuYHj8El3MQaIwP7kF/qQfGCGcCKANk2D7FUgWvvvgqXtj3AsPngxLoVwD0fN4CMrBBNMZExWKhhJJXhtEGcZKAiWAzoLUCiUYYRvA9D75TgCUMMYK85RitUg6jGDnHgQGBmQEmEAhGGH3lXRgo7wITFY2SUQDO5wIkNABTTCmpVClnbWMNw30tlIolWJYFiwVGK0A0wihGJ0rQCgIYLYAW0+12TbPV4k4YwdUGAgZZNog/67BSCquNBhKVgBRiKIkRaLM9hIIQkbkgm9nZ+7V7gx/944rp8fp4dHgE+bzHlkUQowAYREohiGLcuHcbsVKGhFFbX+F6s4m9SsEQAQKAbIAsGGPQbLXw4dUZ3Fiah2nrOjb1DDTa20NIJBCKYNBjRKpdHRVjrWCJC88rgW3bgC0RYmEnT/+8fwtvf/An3Fu8K9LKMuODewcGac/oPhQKJRhYyAwQRgoLS4t455O/4i9X/oy7tz9dT5Y7f0Sg34KgDgOxtl5AQBQgk9hoqSQ66etkUSHOUhKLoUmkG0dodzuoN+s0c/0iLl+7hHA9SGRTp5mtc/BtqlT6wbaNdthFfXMDt2uLuHT1Ai7Ovm9uzM+tdmvNd82GehMZriGT9NFFZEwM4F0J0thw6qxS7cV2FBTrccPZV52Exx6T1mgEq7h252NsbKxDlG5JZkwaJMUbC9fgXPRQW6sh7xfQzRLcrt3C7Nxl06rX2/pBdNmsqV8gMhe3PsfWB/xPijnPO5KvFF/3Bnq+Y/e4eyyfkekUOsugJUWkQmSRgjSyj6WeGSpZJ+xBF95QCV6pAMvOwbYdmMQgbcYPug82zkf19m8V0lkJVOfxq3ibDgxms26iEgSrWZycNo45qESNpiZh5ABigigDk+ibYoyxUj6RdVMEjRaCdhs5yzF5yq9wQvMSZO+xpveRyZxEjxbfHsJ/w+gsyVRSg8EdKNMUZTRSsY3SICFHtKQS6xUTpG8iNfeJ+TAxu0RkKKOmHVt3KJBLWTN5K2tH5zfr6/M6S5PH1fpCR2TnnHYUtOfTKJ5hTcsw5EJoEMo0TVu9Ld301zAyB8EAszVG4JRizEg7/WW4vvmrOOjOOK67qZLH1gawY09Idt4vDKRZsgcW7ReIMqmeJwu3JDGGmJ8l2zpCFjsQuZnz3Lsm1nUVhU/0hTs2pQBAzDaAMgAjIm2ImK17BtAHIhuCDTF6R4b0KU/5v+BfMOab4RmiHvUAAAAASUVORK5CYII=) 16 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAG60lEQVRYhe1WW29U1xX+1jrXOXNmxszYHmNsYxtDDViAYmoITUvSptBLVFWtWjUtkSq1/6CP/SftU1qpjfrQqGmQolYqCaEltJAEMC4hYLCBsT02c5855+yzL32AhDbi1qf2gU/aT3tprW+vtfZaH/AUT/E/Bj2pYRCGQXFkYAiDbjGmSLZu11bTalQ1LaU5sPuzI33D4eY+206oxg29unT5Wvwkfq3HGUzPzGDLrgm3dacx5hWDb6msORZ1u/uTardrTQaLZkNqdqxnvWLwYyfwvswxMjzur26b29keGxnTtz9efqR/+1GXRMQAdtme83z/vpHDbae7L3J6fdI3kuGP65WkBSCmTc7Pk4LcocKuHRSDfaVM8AXu4URnrXkSwOX/OgOu63G+uGnr5OzMF52S9/2O2zsSuclsj6KR1E4DuAiJqag35HUSGOUB9wcoWCWdNVn4VAShbAjDjuuWt8/tdkI3m6yvrDWfiIBfyrnsWCN9w4NHvHL2lcxo4TsddCcMdOCyDcuxoNnAaOOiq+s2MMZFew8CC34YIHAzRBZnrZyzNT9Y3CU6STmVUoTbS2txo5vIKFWPK8FwZij/E4x6P6yI6vA2mfcPTT2L0M5AK4Wl2hIWGldQizZgQpryc4DOGcB1MFEYx/Tm7XBtF7ERWK5V8ovJ6osDE/0z8qPOEIBfAbj1YAI22XBoOs3rl+Ns+tJQWBg5NHXYfW7uS9g+PAqbLDAZ1NsbeOvDP+ONM8fR7U+GiyWgG1mYGNyJV756DHsnd8JihjQat2qrfOqD0+6FpYXhirv0XTlq2WQ7r5n19Co09H0CNgGMIQqtb3De+XZ/ubxj9nOft5+f/Qqe2TuLgUIeRktYTLDZgB3G/I0FXOVaftMWwbSWxYHdB/C1gy9icnj00ze1um0M5wYxeHHAbXUae66oy7aqxw0M2K9hTVbv90DBsgEcoiH3Z0Ept/vwvhf45aPHMD05DYctCCEQRT0IkSAfZjFWHsa1W9exWL+I/mJsWckW+tGRn2L/9D5YdHe0EAiu42HrllHaOzWDVqPNFysL5YijzaaaXkCGbyAyhu9ZB8jyN+Hz5Fh5Kw7sPoRCWECaphAigUhiiDhGEkUQQiBwM9g7PgNLOVxfA8qZMQzlhqCkhjJAqoEUgLx3/CDA0eeOYnb7M4DPU7TJ/jpsKn5aAtLkgmicmYMwm0Po5yClQpIkkIrB0FBpAiKDqBfB9zxk3SxMRGg1DJzNPiA0elEMpT1oAMwWwAQCQRvCpvwABvvKYOZQ2TRGTL75hIDpKA22Yk4h0zS112vrGOgrI8yGsB37LgGZgKHRjWLYXox6uwUtNCd1oJtJ0Gg00e1FUNrAgECWDeK7LZamAtVaDbFIwCmEErpnGvLffoFBD139rm6q52/eXup7/5//QMHv483lzfB9HxYDSiaamRCnKZtuF5duXoZlpfAUY6VaRWVjA5OJAJihDUAkAbKhtUar1cSZC2dw6fo8TFtvmIY6DYXa/SZk0tAUQaOkjB7ryJ6fqNTY8CiTycFyXIDZwLLBjkvziwt4869voCNuag/K1NeZ8qUSJkankM3lYWBDaUYUp7h+awkn3v8L3vr7cVz76PJGdLP9B9NSv4dBBRrGupcBA6IWpE6V1IVYxv1d2fMTKdnYFhQMOlFE7W6HVmqrOHX+JM5dOgPiVuoYpTduGcv4jEK+BMtx0Y56WG/WcbWyiNPn/4Z3PzyhFxbOr7eW77yj74jfQOIDpEb85yDSugdNfzJtGSsWQYWXDzaiVr4q6jy5ZRs84wJaodqs4OKNc2jcqSEUumVI22k7dj++voDjp/6ISm0FYZhHTyVYrCzi3Px7urZ2u6NX4rO6Kn6JSL0NA/FJ2M/oAWIAoRP4c24u+J5fKrzkFjPDTmAhlSm0kkiRIk56kD0BTtKTTiL9uGXN8YCHoJxDphDCdhw4lgMjGUmtt9qt1N6M19u/TXRy1rRFC+ahu8BoAC1onFU9EafUW9UiPRh7ZibRyVCqBeCAiQkm0ZB1Na8ibQM8p3spOrUmOp22diwHHvlVRzoLqineYc1vkzQXTEe08Bk8cB1rKWMpxLJF9g0jVAPCGJMaRwtlCGRDGWEitaLb8lUd6WUi2k/MHhFpktSwYl6ijjmtG+J12Ypfb66uXZBCPFAhPVIROZ7f6LYa8yKK3yOJ29CUIUMDEGZDtcTvjDK/NkJdMQZ9xNYoETMlOGea8tVoo/mLqNM55XmZuoijh8Z4Mk1I5HqZoD+V6ThZmDJG93SqFsi1rphIAkQ7yLb2sM0hDK46gb+oI1kVUe+xuvCJRSkAEFs2gD4YLYwx9+t5dwEVidgFTM1oLR7m4yme4v8O/wJC2YxurrH8JQAAAABJRU5ErkJggg==) 16 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur117488 1.6s linear infinite forwards;
}
