@keyframes rwdcur98749 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 12 12, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 12 12, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 12 12, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF4ElEQVRYhe1XXWgdxxX+dvZqdXsl3UipZQtLFVIk7Fao+mswxE4s40htxY1LbEhqkzq07kNoS0hDCIHShDgU2gQCTfoQaChJH1rah9q4Km6T/qCoQUYoNg5GiewYR5aJJaMbS7m+Ws3OzDmnD7vXkUl0ZUHbJx9YdvfMzn7ffOebnVkfa0cngA4AlwHQinwawN0AsgCu3MR7Pjf8csCDPT0/f2rv3hdzd975yL+npi5ExpwuNXY3Nr7y0oEDL29rbT2YVmr31TD0QmMuAtDrIeCtku958dCh8f333BNszGYLEMEfR0eLR06cmAIAFsG3uro69/X0pK9pDaN19sjJk3jy2LFBAP9YD4HUKvkLl69endpQU9NeWF425Bzu6+urvrejYzeIQM7BZy7kl5aMEMETCd+bm5sCMLIecABQq+SLhTA01jmIiBJAaWOcB+QB5D2RvLHWQUSJiIKI62tqashmMrvXS2ClBxoAFAEEP8zljj534MD2Ct8vErMnzAARJL72hNkjIogIhBnknOuor6/6Ujb70Nj09LuRc+cA9AAoALA3Q6DjsX37Rlo2bcoNdHc/+tMHHuivq6paiJxTlICDCEgAxTkwM5gZwgw455G19iv19anmbHavEN37cHf3z4pR1HS5WPxzOQIpABjo63vi8MGDzYFSzXDO+CL5yBjFIgBzDCwCJAeX7pNI2tSyteFgW1uwo7FxoCaVCq21D07Mzj4P4NxqBBSAnv27du3P1tQUPOa8MBeNtUpE4hGKQJLRA+CkH3OiBj5tA5hVZK3zRPKhtWFnfX31l+vqdpZTQAFo2NLYmEFFBcS5WGIRUGmUSa1TSkFEarUxtUJUW+H7XPIAkj786VlBRDVVV6MqCH6wlgfyVxYWNn7B8+7YunlzhXNORAQuqa84h0rf53yhcNsvhodP/25sbPLdmZmlrsbGhrRShp3zrpcp8QaYcTUM+ZcTE0f+dfHiTwDMlvPA4vGJie97Im98o7NzF4sUHLNiZggRPABXPvmk+vnh4b+8Pjr6bQAGQBBZO/7M0NAWYdYAYrLJEfg+Ts3OZo+ePfsSgFNrlQAAkKmsVJzIyCucX+n7fOLcufTro6OHE3AAMGcuXZrTWqcA3CC/MINFStMrUw78BgJLy8tMzLH0RNf9oKNIbWtt1Q9v3/40gCB5PPjq5s0NgVIOpZETxcQTNSi+Dtci4AOo/Xpv76++NzDQ37ZpE5MxMYGklkyEbBBEXU1N3cba3Iaqqn397e2PPbpz59a0UiEze+xc3IcILAJyDrW+rxe1vv3swsI0gLnVCHgAvvnGs8/+dbC3tzCfzxshUqVpJ0RgIjhj4AOInMtGWisf4BTRojFGCRHIWlBCgpyDOIcKZlzT+vYfv/XWqVPz819bjUAKwNwHH30U3r1lCzgeOZdqyskLmRlRnFtUngeyFtY5sAiXnmMiUPKRKk3dS8UiQudeKVeCFIDTR8fG/vCd3t5DWaXgOYcUUWiNiWdC4gUQga0tSc1CBCndl0rgHDwRFYmkqz1Pv5nPF6cWFkbX8gA+nJ8/X4iiPX8aHz85fuHCtZbm5g0VNTVzRZEwBJY0sBwBYeR5oQbCCFjWIpEGdARoI6IJCD3f90amp+XVM2dOhFq3DM/M/P7DpaXXyhFYuSFpQGyW9GB//28fv//+bZl0etEkpiQiuEQF5xzYOVBJemu5Eki/OTmZ+c3IyI9g7XHEq+F5xCvsTRG4oTT777pr/Jk9e9rJubAEdN3pJfCEiMec+uf58+HLb7/9yMfW/q0c4GeAVslnan1fZZxLRVoHQoQKpQJjTDUntVYiRW2MYSIo5vQHs7MzH1u7ru1YOQLtG7PZznyhkNqYybiU7+PY5GTh+PvvvyPJEj3Y2tqZa2sLlplhidJb6+r6AOzCOveE5aKrv63ttRdyuWsv5HJyWxAcWtnYWV//6q+HhuTwjh1LQy0tf/9iEHwXQO1/C/wGIgB2I/4PWBmZJN/zvwC9FbfiVvzf4j8p0RdTUe9NQgAAAABJRU5ErkJggg==) 12 12, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 12 12, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 12 12, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 12 12, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 12 12, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 12 12, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
75%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF/UlEQVRYhe1XbYhcVxl+7pmZO7OT3dmPbJJNN0K3mxpctruTWPojMR+uWesy0rQFSVOo1SiIP0SpiCBUuvijWihSBYu22P5RWqwpYUskVIvdfLXELGHTmE2aNpvUJhN2zOxMZ+7cuef98Me9k27BmXVB/ZUHLmd4z73ned6P854zMSyPYQBDAK4C4CX2FIDPAcgAuP4frPNvEWtFPJ7NPvnDBx54Onf33d86Mjf3fj0ITjcmR/v7n31m375f3DMw8EjKmLEbnud4QXAZgL8SAU4Te/bp/fvffmj7dndtJlOGKl6enq4cOHFiDgBEFfeNjAw/mM2mKr6Puu9nDpw6hR8cPDgO4M8rERBvYn//6o0bc70dHRvLtVrARPjyli3tXxgaGgMzmAgxkXKhWg2UGY6q9/d8fg7AX1dCDgCmib1S8rwgYBZF6LFPFChQUKAgqgXf2kAACABWDUY3bOhzXXdspQKW1kAfgAqA9GO53KtP7tu3M61KiSBIpJgTKaJEWzSusjaRJkp2MLsZa90Oa83W3t6e0e7uvbPz87MFovMAtgAoAbCtBDRqYOiRPXumrhWLs+t7enoe37s325NMVmq1mlFmEBHALMosSgQhAlsLjsbIJql43Lx85gwdfOed2U91du5449y571er1d8uK2BrNvvrX01OPryms/MGABLHKfv1OigiowYhM8ha2CCAMEOsBVkbzkVPSiTleV4mnUhUXjl2rP25I0c+D+BCMwFxANlHx8Yeuqu726+USi6YXWFOtxFBmMHM4RgEAPNNQdTw3FpINHIkuIcIsVqtfdvq1X1Hurt3zBWLLQX0DfX3ZxyRcqJeN8IMhzkkY4YhgkOEJABLlKnVasZVlYRquW4tjLVQa6ENcdZCrEUCwKaODrPKdb8N4PlmAmIACteLxbVtxtyxaf36OFmrqgorAhWBEsGNxWShXO786dTU6d8dP3729JUr1ZH+/nVJYwIhclQEqhpGQgSOCAqeJz8/efLAG5cv/wjAtVYRWDx08uQ3HNXD9w4P7xKgTCJGRKDMcABcL5XafzY19dqL09N7AQQA3Lq1b/94YuLTKuIDCMVGjxuLYebatcyr588/A2CmGTmwpA+kk0kjqhARiAgQpSEZi8mJCxdSL05PT0bkABCc+eCDvO/7cQCh91EUVASi2tjf6VbknxBQrdWERUCR50oEFYFfr5t7Bgb8r27d+jgAN3rdveu22/pcYwgNz5lD4VE0OPztLScgBqDri5s3//Lru3fvHFy3TjgIQgEigAiEGRnXrY9s2DAaWJvrXbXqwZ0bN373Ozt2bEoZ44mII0ThN8wQVTARumIxf9H3e84Xi/MA8s0EOAC+dPiJJ/40vnlzeaFQCJTZKDOgGi7IDAoCxADUiTJ13zcxQOLMi0EQGGW+2ZQ0OieECAkRVHy/53tvvjkzs7Dw2VYpyL/74YeeX63ezDsaIY0WF2b4IcFiwphFEC1aaw1Uw4bU2LZROgyzQET+UanAI3p2uRo4/crx4y8tFIsZIepVkXbjONIgZ2bwx9EwUYqMRqGWKF0SFqAkgDiL9CaNSZ8tFCpzxeL0cjWA+YWFi/Ug2POHt97626lLl8qj/f2D6Xi8GgSBw1FlKzPU2jBCDUGN3Ic7QFKq6b9cuiTPz84eW/T9Ow7Pz//+que90ErA0gtJH8JiSX1z+/Y/PjY+vjuZSJSZyDTINUpP4xxgIigRWFXagNThixfjk0ePfqVk7WsAsgAuIjxhW0cgQuNFmrly5aWy79+/68471wsRNcgdERFmFWZlIqdR9UYk8fp77330k6NHHy5ZeyhaJ4+P+0ZTNLsRtbfFYsaIQK2VqB27vrWZRo9IqJZ9kUBF4BDFZ/L5/KK1K7qOtRKwsS+TGf5nqRRfm05T3BgcPHu2cujcuRlVBUQwPjAwnBscdL16HSSS+kxX1xYAu7DCO2ErjOwcHHzhqVzuo6dyOe103f1LJ4fXrHnuNxMTOrltW3Xi9ttfX+26XwPQ9d8i/4QQAGMI/wcsRTqyZ/8XpLdwC7fwf8O/AHrdP/CeIYYPAAAAAElFTkSuQmCC) 12 12, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 12 12, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 12 12, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
}
div.testarea{
animation:rwdcur98749 1.0666666666667s linear infinite forwards;
}
