@keyframes rwdcur27137 {
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3.7037037037037%,7.3074074074074% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.4074074074074%,11.011111111111% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11.111111111111%,14.714814814815% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.814814814815%,18.418518518519% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.518518518519%,22.122222222222% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.222222222222%,25.825925925926% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25.925925925926%,29.52962962963% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29.62962962963%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,36.937037037037% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACw0lEQVRYhdWWvU8UQRiHn1nug+OQAxIUlsRoQiIhsZAAxlipjYnaUFiZ2NEYKexsjDGx5A/wOmOjidLYGGIsTNTTkCNIUAzERuAwEPAUOQHZ12K5u93bvWN3rvJXzc3H+/zmnXl3Dv5XzY6JPO0ReTks8rBFRDeO0ln09obI5gLsbMLKG2juhp9LMIIKHc8IuyAzKrI+DRufwYhBe68NT6QgTfhMhDKQGRVZy8JWDlQcYm2wOmePFfJ6JgIb+HCrDDfiYAjINnQOlufomAh0Zs6dG3G7z9qFH/P+8xMp20yQO3FgBvzgYMMnRTEpXkaYTNR0WA2+/smGDyg7vrPtVJBMVM1AEPjxS3BkEAaUaGfC11nQnVdKJxOejjBpF0cA3eNw/QgDTyv32hFBdEyUGvXA6zGhADI3Rdam6oPrmjAArAbY+g7RmD+8va8WsroOqg7YL8O1DMRbINIBhgLD0gMG1R7bFPJ2OwKwnIF4HGQXzHP2MURT5R1UK7uD5Lf2I49p4jA9nAcclzCNSCIFe9sgFjS2QnMv5F7XfwkXeE+BRXZooAOTowwxYodw16Tzi/WVdzRiH5RJn1YZTnB/f5cGvVymgT+YDJbgrgwAmFeQu8+FHHMleFFtdHlMOFUJzzLuGi/wi7Ncd8E9BgA6+5F7WWGDXOWQx0SlqsEB+hn2wMHnMVrJou70K9ro8gTZIOcqrSzjZHmkDfftKKpaJmIISUzf53iSJxhEA8OhxnNcKxNQLtEi/BvTKP6GgtccKKoyE0lSLDJFniVOcRWAWSawsMiTo2n/8gaBBzLgNPGbZZKYzPAMIYLCfjgSxFhlnhNc4AsZznAtEDywAaeJKMIrHtDKMdd4kggWh+jhdGA4hPhbvpJF3R5S7KJI0e0ZtzBCw0NNdEjSCDO8cHWe5GJouK6BkgmndOD1GACo/BxqxfoHfJ26pHGA5ioAAAAASUVORK5CYII=) 15 15, auto;}
37.037037037037%,40.640740740741% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40.740740740741%,44.344444444444% {cursor:url(data:image/png;base64,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) 15 15, auto;}
44.444444444444%,48.048148148148% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48.148148148148%,51.751851851852% {cursor:url(data:image/png;base64,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) 15 15, auto;}
51.851851851852%,55.455555555556% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACv0lEQVRYhdWXPUwTYRjHf29be9AUDmPA8JGAHwkENww4q4uJujCbOLloZHBktxuLg4lhdFETWVwMIQ5GAsakBhMQRBMDhSIakgsVKNA+Dtev467t3dvJZ7q+z/s+v//7f+69u8L/GvJpQmTyosjUqMhEq+jWUVrw6QeC9R2yGUjNQks3WBuo8eD1QoHhM2PC9gL8+QrhKLQPgLUBMRNJENiJQAJkZkzYSsLfNCgDjNOwtWwn9ywtEb4FyLtHZXjIgLCAZKFnuDxJQ4Svnjl2HjLswdwR7Kx6L4iZsGf5uifqOuAJB9hZRWUElfHYbAAnaiqsCv+9hMoIEreXV147wocTVR3wBe+/Cd3DSFxpO+GpzO/OXcU0nHANBLEdKVfQbYfjRyB4Qjkp4yI6IkoXDcEbEKFs+ENh63NjcE0R9imQMGR+QSTqDW8frMmsFvVOBxSPYXoemlrBaIeQglBeC+g3srmCCCACwNo8GAbIEfRetdsQNZF1ewei99b2bMGLZehohmu9hTnFhCQQYibkspDPQ6wNzAFYe9/wTfjxJ6SyED6ErjMw0gVq3J7mPIYVT6y5NTAL9+PgWbSO4eMPdioE3LoAB2EY7ijDHQ4AcO62yL03LG+X4cXoND1EVIo/AZ9adK7fPYC7l51wtwCAniGR+0nSlivjEnEyqsEBRi+54eD1MkollXo6RKfpLpK2nEdrahGeL+rDPQdKUcUJiUJXs7sdEle8/AKnwv7hUOuDpIYTUHaiCF/YhOMT1erBawuoIqItDLPr8GrJFiFxxfQ3SO/C4X4weN1kKQrt2Ny37X+9AhEBo7A62gSrO3D9PMz/gDtD/uD+BVSIkAg8m4O+Vmc6EoOWHFzp8w+HIP8LUkmlnoygjqG7xaNQPjg80MSKEEnA2xXn4I3+4HBdASURjkIa8EYEAK4vXa1a/wDf8Ll2lDwnZQAAAABJRU5ErkJggg==) 15 15, auto;}
55.555555555556%,59.159259259259% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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70.37037037037%,73.974074074074% {cursor:url(data:image/png;base64,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) 15 15, auto;}
74.074074074074%,77.677777777778% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.777777777778%,81.381481481481% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.481481481481%,85.085185185185% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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96.296296296296%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur27137 4.95s linear infinite forwards;
}