@keyframes rwdcur53134 {
0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,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) 8 8, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 8 8, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 8 8, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 8 8, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 8 8, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 8 8, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 8 8, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 8 8, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 8 8, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 8 8, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEgElEQVRYhe2W3YtbRRjGf/NxJicn2TQb0w/bbY21LnXVQkFUZCkK3lRKxSsvLIL+A732Qoj4J/hHiOAH2Msq6Eqx1IrVYotSJK3rum7XbbqbZk/Ox4wXZ9KPpaxJLXjTB4ZJ5px53+d93mcmgQd4gAf4nyE2e3jyMFIJ6gLMQyErBz4lud8E9GYPhWBKCY4qya7U8sPcEc5KwfzsiftHZFMCmWXaaA4GkueNYsYoDg5yvv3mCF/MPtPKgCqQAT3R7th7IaA2e/jmPsJqwJ6yZl+tzCNGM62knHbKvZznwWTm0FFJBcBE+8V6972vum5cApsqUNF0gPPGcKhaa+zXErk+yJsV6CnymTSRV/6+NjhnSupitaxqrt2aB5bHUWNTEwJ89yrVNOfrx3ZumQlLRjsdWB1IsjS1uWNVCrkqpFjKc/eZDNTpaqgWg/cvX7pvBAC+fIXzrbqK6pP1veX6hJVGW+0yKZ2TAPEg78fr6bx1sqMDcSos6c9LRv4KxP+mhhyFwK6tjbekDrupc0muFSpQUh2qSbGvjHi6QhiqKCyrVikUL9SqwbtJZj/6uzs4NkjtAddu1f4zgb27q3VnomousIB1gYbOAJSA2CImA0qhMVEYVEWkdKCYUorjWWZfB5517dY2125Fd4u9qQmHCLT8ael60nh0q1qxed50uZXuLxCDdXg4gOsWGQpcDEwo9JoMTUCzP7CHotBdFkIsA7Frt7pAF8hEu5PBiB4Y4udjle+3ba/NVCcrJigZZJZKkaRQV9DNsQIrIymxDizkfXtGSTEHnAQWfJgOFEqKdiceqQUAp46K6nocz8c3BpIkRfb7UkQOJhRECiY1ubVZvprHtEJoBihJA2gAU8BOH8r4Wbp2S49MoG5cPEjyWAoW8zS1OCAQUFOQWOxKaqXFKknI9gB2lwCxB8HbwHHgJaAFd1zjoxN48mOyxkTlnXiQL6dJnjjniiR1jV1KrdRSqnoQss1Az0JZwI7A4Fj2KswC4YawciQTDrH/8a0LP/5yNSmZNInCwJiFRPPngDTNV/NBHpdTdUk4PUtnUGy4ml4BYl91H1jllvEtkIxFAEiajaqJjIxXr/flRAejtaRU0nXn3JxAfMJanrCWt4AIuACs+MoXgGVueQAY8RjehmYUqg/Xb6RvBDqYtpa4H2eLE5UgE4gZiiO25EfT74n9+kU/D5EB2bgEGkrK09d6yWuVslkxJbsahXoORJ3iUjsCnPXVzgPn/T7jE1Yp2pDhzTiyCYeoVXS3l7JnbZD3jZEfBIE44SsLgd9uGzGwhaL3ixTnP6JQ/eZJGFeBLtB87onJw76aPb6i34EzPtnQdNcoWnHF780oCtYUioyvgGh3Fink7fnAZ33geQqzdT2hPyhcvuITaT/6fv1m4WNdxRvh2q2Q4pabAp6iUKXjSdU8SUtRaOa/D0n0ATtuC+6GHRQVdTyBoQrnuFPuhKI9w/8H93QPbETdJ6xSVNmjqOyCX9O3JU08MUnxaxjD+CbciMzPPZ8o9J8TP5u7vGv9uwD8A76xvaPjOZ02AAAAAElFTkSuQmCC) 8 8, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 8 8, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 8 8, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 8 8, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,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) 8 8, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,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) 8 8, auto;}
79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 8 8, auto;}
83.333333333333%,87.4% {cursor:url(data:image/png;base64,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) 8 8, auto;}
87.5%,91.566666666667% {cursor:url(data:image/png;base64,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) 8 8, auto;}
91.666666666667%,95.733333333333% {cursor:url(data:image/png;base64,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) 8 8, auto;}
95.833333333333%,99.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
}
div.testarea{
animation:rwdcur53134 2s linear infinite forwards;
}
