@keyframes rwdcur252434 {
0%,4.6619047619048%,100% {cursor:url(data:image/png;base64,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) 6 6, auto;}
4.7619047619048%,9.4238095238095% {cursor:url(data:image/png;base64,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) 12 4, auto;}
9.5238095238095%,14.185714285714% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADOklEQVRYhe2XQWgcVRzGf293dmcbVrtNNu2umlgsFNuSSEKRGhBSSUCLh0JFBC+i0KMXD96E4kFIQeipAUHoxUuJXqpFIhSFHqokFmvWkkrYNnXatLpNmm6yOzszXw+7W3STrJMyOQh+8C4z3/D93puZ//89+JskvSHpvKQFScuSrkj6RNJOtkimEZwBzmqFEbcA/jxQgVgWrOfB6uE+8LYx5lzkAJIAznsOr1bPgaprTdYBSA3jEuNlY8yPUQLEgDe1snE4gDcD7mWSwOkow5sA77mFjcObcn8CeQxK6o8aoD+4FcLpQrAIQOQAlryQ7uDRM5ECzMV3hXPGtgMwGzXAmcR+/nVeiRfA2MwBkf8Fn8cyFOxRGlVhHdPTkHwRgA+MMUGUAM1C1AtM+nfY606BXwQ8iHWC1QfJA3jE+dAY82mU4f+QpLSkE5Lm5UvyJElVSV9LOrRVuesuuqQckAIcY4y7VeH/DUk6KGkwpPf1xvcUKcBb1SnV/CWdkvTkBp5eb0FfVX+RNluqQ1W1WgFr9Szvezf4TdIwwMThyf1fvvLdO5LedWeYWZ3gqO9sJrouK4wpngNrLxWrBw84Iemp65ecjuCbZO7KF9d+yB/sLpVtN71zW5bAIzZxeLIf+P3YhdGVKABupEaYpt6EehuD2l2fXDYLVzW8VKiSyWS4OnWNxLf2ZP65XPLW3O0dYSYX5hUcAgZbYcuzVZw/HRa7SqTTaWzbJnEzxe7c7qyVsKaPXRgNVTHbroCkTuDjtddh12sZsnt2ELfyFL93WL5Xwt4Di9OL/HW7FLpftAXwihwlRkdsO5gnACOMMRgDuX3ZR778S13Y8RTBEszfW8D7tXYpLEBb+cs66d2R3Fnp54uXNTY2plY5jqOhoSFVbnqqFSW/JAUVHQmb0XYFgrt0EAeThJ5nexjZNrLG093dzfj4OJYdRz4Ey8BK+E1LW2Nwn+sqg1ahK9/JwMBA/YYCKF6sz8Cy6OvrwyRB5cZY5TEqwjqS9EyjI25Gf0iKbtsm6eQmAY5HFt4AsCSdCRHsS/oo0vAWkCOqnxvLLcHzkj5TyI7Zqg12gW1BAJpFoGKMefA4wf+rqYfYhS8BdvNzhAAAAABJRU5ErkJggg==) 12 4, auto;}
14.285714285714%,18.947619047619% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADJElEQVRYhe2WTWgdVRiGn2/u5CZKlEtMQkkTrUFDK7YWEXFVW6XBVUG6FbTgUiiIC9GFCyHbLMRCCboTBIk/iyg1YKBQURAqtbnVamqisaZNQ5rk/s25M/O6yIQ2vffGm9sJuPBdzc8753045zvfGUgkyZP0iqQpSUVJkaRfJI1K2sUOyZLwHPBFvMah6jREcyAHXg+07QP/IVaBl83s89QBJAFMhfMcrkwArtbk74WO53F4PGtm36UJ4AEvqcjh4Mv64QDhz+DOkwVOpxm+AXDCTYOCrY3uB1DIAUkH0gY4GF9twukgvglA6gCeoibdcZrRtwDymb4mnD54OQDyaQN81LYvudpCbU+AZbkM/Jg2wIdejgvtw40hMgOQfZoYOGlmqS7ERiN6EJiMbjBUPQ/R7Pqu8HrAfxyyewnJcNLMTqUZvkmS7pX0pqQZxUkjXm/J45Ke3LHgBjA5Sf2S/qUy/tcOSVJns0ewpI6kiFtSozXujf7mUhzoteS0rB8e64Vwlp+A4VYB6g8sDZa/kYofS9U5fS/pqY1340cmn5PUFy7qk9KEVPhAkvRqq1lbVrnXBdbOIPC2pNGVhbWx/qHdZ/KfzoyS0WMucpC55R8/MulvF8DqPZQ0qAqfWQd7gM4N0IX8Iv7EfVSCgIXgKl3WTaW/QLWtenbtbHnX9bnFE8enjn67HYBGM+Csg17g/ts9xfkKZsZqcYUHrJvenh741efh1UcOdfd276GFc6IRwPtA7S5oh2B4hUff6cPtLzF/Y57y7gLlcplSsXTx+NTR0nYBahTdVF9cSRpxk7ry9V/66sVz6fyuRQUdq85IwbS0+mdBY2NjiuN4U2AURRoZGdHS7LKCi5KbkcrXgrdayaup2vAKOfPBDCIXsbS0VPORmTEwMIBvPuYBAWTC7D2tANTI/aZj7pLk8lJcumOuF6Y33cbBus/lpeofeiMVgOrv6lSstbqLXVpuWAdxSc+kAgAg6d3tFKGkc6mFJwC+pDNNhs9JGkwVIIHwJL0u6VqD4GVJ70nqupucuq34ThDgIDDE+q4JgcvABTML7yb8P6F/AI1WnHZ66cYMAAAAAElFTkSuQmCC) 12 4, auto;}
19.047619047619%,23.709523809524% {cursor:url(data:image/png;base64,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) 12 4, auto;}
23.809523809524%,28.471428571429% {cursor:url(data:image/png;base64,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) 12 4, auto;}
28.571428571429%,33.233333333333% {cursor:url(data:image/png;base64,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) 12 4, auto;}
33.333333333333%,37.995238095238% {cursor:url(data:image/png;base64,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) 12 4, auto;}
38.095238095238%,42.757142857143% {cursor:url(data:image/png;base64,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) 12 4, auto;}
42.857142857143%,47.519047619048% {cursor:url(data:image/png;base64,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) 12 4, auto;}
47.619047619048%,52.280952380952% {cursor:url(data:image/png;base64,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) 12 4, auto;}
52.380952380952%,57.042857142857% {cursor:url(data:image/png;base64,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) 12 4, auto;}
57.142857142857%,61.804761904762% {cursor:url(data:image/png;base64,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) 12 4, auto;}
61.904761904762%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADEklEQVRYhe2VTWtcZRiGr+ec+eiEOIax0UDqwIRBEJogEcVWKEalBVcuFKQoulEEQbD/IGThSrr0B9hVyyxcCEIWEqkFkbRprSmJtNJJpGns13TmzMc5c87dRSZDMh8hhSxczAVncd7nfe775nk554UDQJIj6bSkXyQ9lFST9KekWUmZ/QgceQqzbMd7RtJv4WOpfknyzkveOak2LwVrkqS7kk700zOAsKQfaVJxMnxjZpt9jNNRiTki3nYzNtlaSwALzSJv1H8Cmt198VcheYwqxmtmttxZdwCiElTPc9pfYiVq6EtJDkBhZn66MDMfU1Mf+X9xo3aBr8O7Wz0tvohK/c0BgkXwlxkCvutVj7VHkQQchhGfAzlJ0ZWzK+/VbjYe+dVmM6xbWuZsD43CzDzAp8H1/ubtEL9D4mVOSsqaWbErgDvKg6GPKVqcMWC69XAoSDGRz3Pt7CrDjTRhIiC1Hj988bOrF8q1ch2YCm/vbQ4gD6IyjvMsU8CuAA6AHeKexckCie1Co+ITf5ykUqnApsORsXFeHMlS/zl8fvKVox9ERCvb/fsigp367QlIOg6c6SzUSnXCN6sMTabIeodZO7dG+EwTSzl4nkd9s3ERuOW8wEvR/b29LQlOGoDr3QF8vrI4Tuto24yMpxkZT7ffR2czmBnl/zyW5lYj4DLwQ3yKueYNQP0DxKYBlyUzW+0KF6zr76hE3hJw6d8Fcrkc2eyuT53FxUU8z+PY2AloQjgUPEjlEs9JGgau+teY8Bd6m7t5SJ2kics7ZvZrZ92JHpExA0LY2NigXC53i7gurhvbOkcDtx5PAJhZBTiVmKKY+hDcCcDd2uOMQvJdSJ3Cx+WTXuYABDf1j78sBevaTfWh5N3ftRQUJX9ZCm7rzk4NSSOSvpV0R6GkUJLkSSpIOtp7Ni2iqr5XL/yq1Kj0LEU1FXppte6EMUlZSbFee3o1TbQuj6fhrX2J7xdt3WThPs1nD9R8R4jjkv7Yw/iKpPcP2tc6FyTlgdeB7Z/APeCymd06aPMBAwYMGDBgwP+CJ4dhSPSTUdYxAAAAAElFTkSuQmCC) 12 4, auto;}
66.666666666667%,71.328571428571% {cursor:url(data:image/png;base64,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) 12 4, auto;}
71.428571428571%,76.090476190476% {cursor:url(data:image/png;base64,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) 12 4, auto;}
76.190476190476%,80.852380952381% {cursor:url(data:image/png;base64,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) 12 4, auto;}
80.952380952381%,85.614285714286% {cursor:url(data:image/png;base64,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) 12 4, auto;}
85.714285714286%,90.37619047619% {cursor:url(data:image/png;base64,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) 12 4, auto;}
90.47619047619%,95.138095238095% {cursor:url(data:image/png;base64,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) 12 4, auto;}
95.238095238095%,99.9% {cursor:url(data:image/png;base64,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) 12 4, auto;}
}
div.testarea{
animation:rwdcur252434 1.4s linear infinite forwards;
}
