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0%,3.2333333333333%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3.3333333333333%,6.5666666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.6666666666667%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,13.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
13.333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,23.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.333333333333%,26.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABl0lEQVRYhe3XQWoUQRTG8V/PNEMbRdLDQJLZ5QwJCAFv4MITeIScw3PEC8xiNq4DASE5Q3ATEhhmRDQ2Q0+Xi1QkiTCm2mhE5oNe9Kvqx7+quqq+l0lXWNKWpSbLWwCYHB78FBu8fNMmVRpxGINO8doiz+lmLAJ1TTXSRZO9SgPopHXXQVGNbA1LPr5/a1hSjWyhaJHv/h/E0ed4hsFmn6ye2eyDQYznsd/DA0TleI717Q3qxVfbG2A9xpP/qTYAOXp7O7sUL+zt7ELvRtsfBajjMz86Oab64OjkGOY32pKUSlzjM4rTC/LuU6cX4FOMJwPcewbi9qrxBZPzKSEvnU/BJMbr1G2YOgMNKtRnMxqlsxmYRrgmMV8aQBxdE8bmlxUhe+KyAvPUkbcCuAOCTLj1nq7kk+tf0r6rm3H/sQDC5PBdsPx6/qVWS/A7+j+WoBVAGF9bqSDzwyu0UtJBdG3JkK8VZOGbtQL0wvjqKP4rlgz9YUnHzLAEfStLtrJkK0vW0pI9emmWXM0iLClOk/O1AnjIfN8BGxar3yJuNGYAAAAASUVORK5CYII=) 15 15, auto;}
26.666666666667%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABdUlEQVRYhe3XQUocQRQG4K8mzdCaEJxhQHHnGRQCQm6QK+QKHkqv0DcYEAQ9gztRaGZCUDMMna4sphYDCROrmUQX/UMv+r2uv/73itc/FeQjbsiFXLKigwD19OK32OTz1y5U+YoT/tSFTlyDTrtXQkA9PRfSexceMo8gVliJLnZLQvxhtwTDWGnQhi95AnI7MECJ8eGIgbnDERineHZHX7wgVV/gAyYHY0IzdzAGkxQv0nfbF5BQ4CP2jvZpfj452gd7KZ49VV0EFBieHp9QfnJ6fALDtdw/FdCkZ3l5c83iyuXNNSzXclnIVdzgO8rbB4p3790+gG8pni3gxR1I49XgEfX9jFiM3M9AneJN7hjmdqDFAs3dnNbI3RzMkrg2ky9PQKqujZXl84IYdjwvwDK38m3gzMoTzv7/1ivEenoRbbbnv6KTGb0VvN4RxIpArKfnMRBz///r6O24t+Pejns77u341a9mXRbFDZfTbL5OArbJ9wttI7UA5JGd9gAAAABJRU5ErkJggg==) 15 15, auto;}
33.333333333333%,36.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36.666666666667%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,43.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.333333333333%,46.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABv0lEQVRYhe3XQUocQRTG8V9PGpl0VJxhQHEhuhc3CgEhniDLQFa5QRACOYAHyGrIDbLKvvdZBISAnsGdKMiMSDIOQ2cqi5QwJiJWqwkJPuhFfUW9/r9XfF1dmfQI18xlqcnyGgBOPn/4Tes8e1UnVTpxjKu6UCtXoyZAxqVO1C2kNsCdxQNALYBQXmx6kMVx3UiyYXxRA3nRJAvniiaYCqUK4+x5GkBqBxpoor3YoqFvsQXaUU/u6I0XxOpzTKOz0Car+hbaoBP1PHU7UolzzGJuZZ7q+zcr82Au6slf1joAOaY21zdoPrW5vgFTE3P3ClDFZ7S7v8fwi939PRhNzN07wBlOZwrdl2/fmyl0cRr1ZICkCKVGKE2H0tLastD/tBPWloVQWor6/bngaqJbrU4DmLBhgdmtVd0Xb3Zsrer66YDCn7Th2cD2x3evnQ1se7DhLWyYSnxhw+bBMfmjJw6OcQsb3rgD8ZSr8BUnRz1C3nLUAydRr1JPw9QOjDFEddhnrOWwD3oRbpyYLw0gVjcOpdFgSMgeGwzBKLXyWgC/gCATLo3T49/8J/yvAP761azOonDN5TQ5Xy2Au8z3A+M8kea53rXbAAAAAElFTkSuQmCC) 15 15, auto;}
46.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,53.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABc0lEQVRYhe2XMWvCQBTHf2dFQ1wcHLJURUeHbnUoHYSSqR/Bfqh+hvoRnLI4OBVcHRW0SwYHBwkSklyHnAXbIn1XbRH8L+H+j3v5vRfucqeQSx+IKWmyogUAq/HLF692/2STSk5s9F0XrHIVLAEU7HXCthBrgKPpAnABOE8APdytO40yY1uJdkLzogJQdB1QOsJ1ACjpIQmQqUcZgLQDBcAFvLYHhTSk7QHgGV/c0R9PMNWXgBrQ6jTgKn2j0wCgZfyS9HNIiR3yauv9HsHodUy/RwDUje8I81kBVIFqudL07259ypWmv/P+AuBDiaqB082fv5AUYAusgXW6mQTj8TPpZhLsPBM/OUAILAcj/IfuDYMRPrA0/ukAzPqOgRUwny4gUddMFwDMjR9L9wHpkSwDIiCehZAVPWYhkFefmPjpAEx1mR4SR1vQyiXKmy6u3ArgEwig0Htjuc7zb3gBuAAcU/9+NbOZpA9cTsX5rACOme8dD4Flq2qSMs4AAAAASUVORK5CYII=) 15 15, auto;}
53.333333333333%,56.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.666666666667%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,63.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
63.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,73.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
73.333333333333%,76.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76.666666666667%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.333333333333%,86.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
86.666666666667%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,93.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur21764 2.5s linear infinite forwards;
}