@keyframes rwdcur182571 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 15 18, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB5ElEQVRYhe2WP0hbURSHv/eSXI3y8gfjYBAEibQE26pQLMpFRVvQWVwdujk5dijopIVSOtqC05sEl5aOFqIUioilgqi0SgWhKCoatIiJvOhi4CnGd9MXM0h+2z3n3HM/Dr93eFBSSfdAATeX9QIARAHxv5c9bl42pRhujVjy6zbrwGFRAUwpBoDJc81qf1bNVmKHTeBfUQBMKTqBT4Ceylj4vXQ3h1n7tssGkL5TAFOKRmAG8AOkMhaAbgh64iF+fN/lD5C5EwBTilpgDohkY5cAACLoo+dBkNn5Pf4WHMCUIgQkgHp73AaAplEZEnTFAnxZ2Cep0lfpMzSlEMBnIO7YUCMWM5geeqi2HxwnYEoBMAX03pS3T8AGEa0q40mNn6mfB5zfCqwA+R7oV6i7DtHXEuGjU53XqWA1mW46Psud3zzKnaszaHLq7ziBcg+95R62nOquq9rPfljQ4RpgdInTgI/nXl19y1X4SNdU0DG2zIlrAICRJX6HBYOa5rxgPDrUG7x8s8yqSm/lPTC7w9qLKMapRZs9nkxdrWsI8uHdCuOqfTXVwqxePSJxfEZn9mw3YZ3B4sQvnubTL+//gVymVDWda4CbTJmP6VwDwFVT5mu6gur1Y94Ox5ko+sMllXSvdAHVsX5IjeOc7wAAAABJRU5ErkJggg==) 15 18, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
20%,22.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB40lEQVRYhe2Wy0sbURTGfzPGMQ81GqPFYNEIcaGCFhV8tPhG4lrcdqD/QLvsQl2JCxGXKnQ3G90JPlAUohZKpS3dqajERyndVBQUm6ioGyNJMM5NJ2Yh+XZzznfP/XH5OAyklNIzULaRw3ICAFyA8r+H04zcrKm8ry/hzfIWO8BxUgE0lV7g0w00Nbg59G2zB5wlBUBTaQGmATl4BRaF9ldFbH7eZRe4eFIATaUSWAIsAMErAOSsDDoqXPz44scPXD8JgKZSBKwCzlDtDgAkFLuFjrIXrHzd43fCATSVHMAHlIbX7wEAScKWa6XVU8DM+j4nCQPQVBRgHqiN7oUD3EE4cq28ducx9e2AoGEATQVgEvA+1I8GAJAlXE4bVYV2Jn/+4uax+SKLaBToEfBFDpbprnnJhJ7PpGfY+EP1aSB2338Uu1fsoFpvvu4LmE14zekc6vmilZ/JX4eVZsMAA3MEss10mtLEt5xN4cJlp3lwgXPDAAD9s2znWHiLwIIxSeB28m5okQ2R2cJ7YGWHza5ysgKXNIbXj/9F+jwFjI8sMyQ6VxI1hvSxC99pgJbQd3gIix18H1ujLp55cf8PxAqlaOgMAzwUynhCZxgAIkMZb+gSqj4vwx/aGEv6xSml9Kx0C9Ldew7SfZSoAAAAAElFTkSuQmCC) 15 18, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
35%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB5UlEQVRYhe2W3ytkYRjHP3OMYXaGYbJ2DZFfS9liQ+0uQkjcqU25cuEfoM6Ni929kgvJJVvu3rbYi21r44Ya25ZsS4SMXb9qSrlQtmyYUbgxdZyM844z5kLzvTvP832f99Pbt6cDccX1CJRq5rASBQAPYLvv4QQzNwuV3tcl1M2usAUcxRRAqHQC45dQ86YUv3eVPeB/TACESgPwDVAC52BPoulVIb6f62wDwQcFECovgRnADhA4B0BJsdNclsvSvI9d4OJBAIRKDvADyAjVrgEAbC4HzS9ymFvYZD/qAEIlDfACBdq6BgCLBUe6k8ZiD99//eFf1ACEig2YBqr0PS3ANYQ73Ult/jMmf28RMA0gVAAmgLbb+noAAMWCJ8NFeZabieUdLu+aL7OIRoB3Ej49RHtlEZ+MfFYjw4afiuPT8P3dg/C9vEwqjOYbvkByIm3JNvxGPr2eujh0O6k3DfDxM2epT2ixJshvOUcSQY+b+oFJTkwDAHwQ/E1z0I3EgrEqkP+cnsEvbMjMlt4Dc2v4WitJOQvyVls/0r1LcTZjw18ZlJ1rkTWG1N+J9/iUhtC3NoR5mSyOTlEdybyI/wfChVI2dKYBbgtlJKEzDQA3Qxlp6KKq910M9XUwGvOL44rrUekKbp17YGznRp0AAAAASUVORK5CYII=) 15 18, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
65%,67.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB6ElEQVRYhe2WvUtbURiHn3uNl4Sr0QQ/MIqiRR0s1FYLfqKiIrp0kXZ08B/wjB3UqTiU4qiFbhf8oB2Egg4KUQRRWpGixFYlglLoULBgqSYEdTElvZjeE2/MIPlN57zve97zcPjxciCttO6B3HYOq0kA8AHabQ9n2LnZEAw1VNO69IV94CSlAIbgOfDuEpobqznyb3MI/E4JgCFoB+YANRQBl0bn4wp2VwMcAOE7BTAED4FFwAUQigAKaraLrppSNte+EgQu7gTAEJQAK0BeNBaKXC8UtBydrqpilte/8T3pAIYgF/ADFbHxvwCAoqB7dDoqi/i4scevpAEYAg2YB+rNuViAawivR6elvJDZTweEbAMYAoAZoPemvBkAQFXx5bl5VORhZivI5f/6ywyicaBfos4M0Vf3gLdWdQ6rgsAxtadn8fPBH/FzZQXUWvW3fAFnJr1OjSOrOrPyc/jpzaLNNsDoNOduF90OVX7K6U7CPi9tr97zxzYAwMgUe7lZDCAxYBwZUF7I4NgHAjK9pefA8g67PU/IPg/TFBs/Mb1LZTGTb+YYk+2ryBZG9bIf/+kZ7dF9rAnLCvg8scDTRPol/B+IZ0pZ09kGuMmUiZjONgD8a8pETZdUDb/gtXjGRMovTiute6UrMY17Yi6PciUAAAAASUVORK5CYII=) 15 18, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 15 18, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
85%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB6klEQVRYhe2WTUsbURSGn5k7jTN+xCSkVNOCRNCNgooK1rZoqUVSmF1x68I/YJddtK7EhZQuVXA3G90JgpsWYrHYT3GXgC22pqRSWlBRxISm46aB6VSdiROzkLy7uee95z5c3nsYKKusSyC/l81yEQAigO+8m4WXkw1djPZEzDsvv/IJ2CkpgKGLIWDWxLx18zqp+BZfgIOSABi66AcWADmTM9EU7nVcI7nyjc9A9kIBDF20Ai8ADSCTMwHkGh8DLWHWVtNsAn8uBMDQxQ3gFRDOr/0FAPDVqgw0h1h++5100QEMXQSAONBoXbcAIEFVUOVuU5DFd9vsFg3A0IUPWAK67DUrAIAkEQpq3I4GmP+wTcYzgKELgDkgdlLdDgAgS0TCGm311cyt/+B/g9XrBAA8Bx668NkhHnTWMePkU5wMiZ+59v0zHtbm3um1Bj/tTv0db0BViKkKKSefXVcr+RXS6PMMMPaaI38F9xXZ/ZSrukI2Uk3f+CqHngEAnq6wEVAZxsWAUSSIBhiZeEPCTW/Xc2A5RXIwSs3Rb3qt6zu2h9YUYvrZeybc9pXcGvN63EN8P0t//tsawgY/H6fW6S6kX8H/A6eF0m3oPAOcFMpCQucZAP4NZaGhK6qe9DL5qJupkh9cVlmXSsetaYPTDSUEWwAAAABJRU5ErkJggg==) 15 18, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
90%,92.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB5ElEQVRYhe2WP0hbURSHv/eSXI3y8gfjYBAEibQE26pQLMpFRVvQWVwdujk5dijopIVSOtqC05sEl5aOFqIUioilgqi0SgWhKCoatIiJvOhi4CnGd9MXM0h+2z3n3HM/Dr93eFBSSfdAATeX9QIARAHxv5c9bl42pRhujVjy6zbrwGFRAUwpBoDJc81qf1bNVmKHTeBfUQBMKTqBT4Ceylj4vXQ3h1n7tssGkL5TAFOKRmAG8AOkMhaAbgh64iF+fN/lD5C5EwBTilpgDohkY5cAACLoo+dBkNn5Pf4WHMCUIgQkgHp73AaAplEZEnTFAnxZ2Cep0lfpMzSlEMBnIO7YUCMWM5geeqi2HxwnYEoBMAX03pS3T8AGEa0q40mNn6mfB5zfCqwA+R7oV6i7DtHXEuGjU53XqWA1mW46Psud3zzKnaszaHLq7ziBcg+95R62nOquq9rPfljQ4RpgdInTgI/nXl19y1X4SNdU0DG2zIlrAICRJX6HBYOa5rxgPDrUG7x8s8yqSm/lPTC7w9qLKMapRZs9nkxdrWsI8uHdCuOqfTXVwqxePSJxfEZn9mw3YZ3B4sQvnubTL+//gVymVDWda4CbTJmP6VwDwFVT5mu6gur1Y94Ox5ko+sMllXSvdAHVsX5IjeOc7wAAAABJRU5ErkJggg==) 15 18, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 15 18, auto;}
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}
div.testarea{
animation:rwdcur182571 5.3333333333333s linear infinite forwards;
}
