@keyframes rwdcur236485 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 4 0, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 4 0, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 4 0, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 4 0, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 4 0, auto;}
50%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAERElEQVRYhcWXX2hbZRjGfydEEIVukHVtV2ntlnZWQ7sk7VpXNlukOsV1FgdFxagTXWGdKFQvBMdA640DQTbpnFgamHhhobSD9s6oWFlPc8pinWJDamOzrmbNluqFSOF40X6n55ycP1EvfCDk+973/d7n+d7vPf/gf4akn6iqqhqckiThgGAwrNr5ZmfjjmsFvHryUKjJ4FRVVbUTEQyG1QpfmYO6sFqMCK+e/GBTm+ao31tPKNRkENG1u3Frx/l1yGcsk/7Cn5pINxGSIBe7WV5dAaDCV8aRw0f4+NInKMoMR/fsI+Lzu20IgOhqEoBft20U2EmEVz9ZXl1BUWYAMB9HseT6WCFk1iHWK0mSZD5/UZHxyfGiSZ2EAOpY6qplFTSjuALMx6EoM4zsP/afhMBGNaxEePQTJ/LkWpbkWtaWwM0f8fmNTbwJr9kgmtCc/OH6IIuZJaor7wFgMbNkiPGXlGqxYlwMPGZDha8M/fUtyK0gxJiF2FXCqgpaBczNaD77xcwSi7dvbIxv36B6e7lWBTH/NzBUQJIkSVFmNPKJ9Bz+klKNXJBcW7tpSHJt7SYT6TlNoL+klIn0nOYXY+G3FQBwdM8+y643k+qT9wycomfglG2MIBcb0B9DgQAnkon0nGFshp0dsD2igqvAivzs1CUAmqda6T/wLM0drdoYoLmjVYvX281I5gub07UCgtxqbvY52ZP5LFPr+X8uINBySPvNyzFLsnk5ZogLtBwqiJvPr/DoI40AHLhjm9YHRfWAQHff6QIR83KM7r7TrmvtquXaA5dfG+aLy6N0PNTOl1/FqG1uN/gr1lt5wd+t+Y898ST3Pl1j2wdmuFagqrORF4OPA2j/etxVu9Pgr+pstMzzfOdLnByMSoDhVu1agc+H3qW5vYESIEceH3uNO9ixhq9/Lzk5Ro48uYUx5KGEISZ7952WT0JLAZuBqniW5yprkGNbCeVYgrr7qg1rfv5p0TDPVdYAVwD7x7CtACvkKmsIB0MAxGcV/qoLG/2/ezQ/QG5Wcc0pXsAtBWhVqAoQHRqlJdBAXOdvCYeIvNzH2ffOsLN0B0o8TlxHKg+NEqkKFOy+a3ejGvH5ia4mGV9ISODQhGOpq5J4pwv1PoVHTnGifGOX33z7HQD9b51h7ocfAThRHsIjp2gKbzy63Uov4HgVtAQaGJ6eNC6QUxxse5DoxXNEL54j8EA9HjlliBmenmR4epKBrudsP1wEXHvgo+NvFtjCbYcBqKzYRWb5Oq/cv/XCogyOoAyOFKzRl19fGUcB23dJ1DbtB+DKb7e4kE3g2SQGyCxf18YXsgloraOv5zFt/Wfvf1iQ0/T1h+sZne+NGFY888arWvKTg1HpfG9E1dv0EDceu91DEUcgkgC8/vZxNZH+A4BkqVf719s+eOdTA4ETeVEC9Jj6eoGlW9MApL9fsLXpoaISXU0WlF7gb8YHFII5FZK4AAAAAElFTkSuQmCC) 4 0, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 4 0, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 4 0, auto;}
80%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEJklEQVRYhbWXXUxbZRjHf6dgQsQUEtYNxkIzLDDMBNvCiiPMLQa/EjFkS5a4gPODj2xMd4FemMxMI14gF844AzHZMpIZb4gJzMCdiBmKpSWrxc+mCBtDrFSLXhhDc7zo3tPz2TLc/jfneZ/nfZ///7zPc855j4QOsizLwpYkSdLH7zRy9eQeT51mfLdFKAIEeVNdIwDVVdV4PHV3XUSumrykaAeRhQgra6tEFiJ0HnvJUoTb7ZXNU6YwNxfYlOhcvWNlbZVgcBZ1KQRaymvTpIkNy6S/8A815VVyTsF9WYXkQqrZ9PUHGJsY05C3F7ky5VIwvBZJCUn8TU15lRyK/mgpQhMQT4Aoh9iNkX1HNkVsJWQ0es1SgKEEd4ocQLVjspUIm5lzZW11y6RWQjT9o4JBlegF/d1H1mMAuOwOU5JscUiVRL8Thh4wK0FkPZYxsV7I7YjQlECSJCkYnDWQP1rtxlm6CwBn6S6NrYfL7lB2wwrqchh64Jn7H7JsvsU/fwVgan42NV6+ofFvBaZNKMjHl8K47A4Wl28wNT+Ls7BYITWDEOKyOxhfCit+YZsJNRVghu/Wfze1xVhNaCXOWVi8dQF66AmP9p0yCFPDjHzTAsaXwgxMX9aQ6sf1hxoMPj0iCWNzGt6EZuQTyetM+A7w6QdvMfTKRxoRvfuPAbDXdyC9aMmcfHojYfBn3YGJ5HXFbu15g65zHQxMX1Z8Xec6NHP0awR+Tqzy+GO1AOy/p0B5FLMKuHL6EsddrewocHHc1UpF/UFNvGSjQRO/cvoS4ZkpQx61aDU23YT9R079r7ge4uiZVUBZcy3Pu58CUK5q3FuxXRMva641zfNc84ucHBxWXsHigJW1CT+5+Db1B2uwA3ESFFGlidu2rVPUW0XcP0mcBPGFUfwXQ5o5sfw8w0dI7EBWAfHS3fgn0wn9kyEq9zg1c376YdGwBmaypTYXcEup5vgVL92N1+0BIDAX5N9Kr5bwL5sSB4jPBRVb/fUTx7rhtQhjCyHJVIAeZ868KfW1tMkBlc/n9dDe0cPAO2fZ7thGMBAgoCK1+aMZcyaTyfTcTBNj+Xn0tbTJnu7D2PxRuopTd/nl1a8A6H39LOH57wHoKvZg80ep87o5caGfWH6eZd6cnBzFNt0BUQZZljlxoZ+vv0nX0+aP0tTZQVPjw4rv6nvD8LTHkMfsBATpBrQUIET0tbTJH77wmiHmbXwCgNKSnSyv3KTzAbcSCw6OEBwcwbe3RuRRUwOg/sXJ2AOFOyUq6vYBMPPbHwzFQthuEQMsr9xU7KFYCBoq6Tn6pLL+43ff12WUdFeTQ6ke57vbNafZZ199WUl+cnBYOt/dLqt9aqhfPALqJ2E0eu32fjp9jxySyx5M3eHSt+PMfPG5ZObLlEN8hJLJJJ8thqX/ACsQ+bNoeTxVAAAAAElFTkSuQmCC) 4 0, auto;}
90%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEcElEQVRYhbWXXUxbZRjHf6diYtQUlHXAukDAwsQ0q/1gRQnMRdGxBAzZEpIlbkPDWBzoTKYXJiwziheOZGpiwozRrAmLF+4GFkGvyJZhWGkJXf2IVD4KrMNaNqoxZg6OF+Uczlc/jPN/0/c8/+c9///7vM/bvhXQQBRFURoLgiBo+XuNPK24y+VRPf/fJmQDkni9pw6A6h3VuFyejCacTrdoFAeYnAzkZFxQipcUFgEQSyxTUlhE895mPh34jGBwAkEQhJYKR1pBJeb4C4D78h/OaiRPG4gllgkGJ1BuBUBLhUM8VGjLRR9fIgLAAqkqZTKRB6lm0+4/wNDIkDzOVVyZKxmZzJCrciadAGk7pGpc3HUgZ3Ej+BIRBmemDKtg0gbutTikKpKuf3QGINUHWkSScSLJeFqRbHw6EyoDgiAIweAEgGr1kWScZ6ud2MwWyqzbKbNu1wnYzBZsZktGE0ZQGVAeR5fLw/5rX8niRkhnJJ0JoyqojqHyNGj3f35pkfnbN1Pj2zcpKyhmfmkxp1Vmgq4HXnzsSVl8OBrGZrbI4mUFxQD8kPxNNUcyJsFmtjAcDcvP0ljKU1bBsAmNOl8rquWGo2GdEa1JaQFKGBrQYjgapq2323BVEtfW253RpJF4zgYAavbU0jc2IAsrxzV7anW8ESKr+ubMamA4GmZkbQG7t4Fp/yh9YwP0jQ3IJgCm/aPYvQ3YvQ2MrC3w9fx1Q/Gxu6sAPH1/vtwHWQ2MrC3I49auU0z7R1V850cdtHadUsW+WdefjunVZV543qGLZzVw6cR5jthaKcq3ccTWSmXNMyq+5G6tir904jzh8cu690jV+tcGJHxwoPs/8emguw9oUdrooH3pDnP8Sbtzn45/sHIr7c59Mv9IowNI6vION74CpPZ/7O9V+dcxawW+/OI9VnbHMDtXWdkd0/GmLUkKT+6Q+V9mB7lw5mNVTvyhB2RBm9mi4nQV2EiUbz8r1nL8oyGZ94+GqHq8TDXn55/mVc8r1nJgHDC+C6yvr6c3YIQVazlupwuAwGSQO1VuNf+7SeYBViaDGd9nMm0WPquBnp53hN6Wl8SAIuZ1uzjU0UXf+6fZatlCMBAgoBA1+WeyvXYz1yg4ODMl+BIRmkrttFQ4RNex/Zj8M3QWp1Z55ep3AJx8+zTh738EoLPYhck/g8ftZDwcoqnUnvYqpvjvk74CUi8ok6XV1R/toL7uKTl29UMfNLtUeb5EBK99J4MzU8DmrdqXiDA0G5JNZdwCr30nAMH+i6q4u24vANaSbSzFbnD0ic0LS7D/ojzPCMoGzGqgYJtApWcXAOO/3uJcPIRpQxhgKXZDHp+Lh6C2iq62Jnm+9jiCugGzGjje7xM+OYYI8OhG7ODZ13l14+XHr3wrvPWcSzz45muy4IUz06r50lhcF1WfORnQvuSNnpfFUPQPACKWPPlTGTv77ueG9/+huZAgmATxsKUSwSSIUnPm9D0gYezyLIu3rgEQvT6bNpYOIiK+RETVB/8AXFEXPiAhwkcAAAAASUVORK5CYII=) 4 0, auto;}
}
div.testarea{
animation:rwdcur236485 1s linear infinite forwards;
}
