@keyframes rwdcur12688 {
0%,2.7571428571429%,100% {cursor:url(data:image/png;base64,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) 3 3, auto;}
2.8571428571429%,5.6142857142857% {cursor:url(data:image/png;base64,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) 3 3, auto;}
5.7142857142857%,8.4714285714286% {cursor:url(data:image/png;base64,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) 3 3, auto;}
8.5714285714286%,11.328571428571% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABeElEQVRYhe3Sv0oDQRAG8E/nuhFsnZRilcIyoIUIWlgIFv7pfAZrayFq6ROIrSFFiqCCSSvaSUB9ArewErwux1h4d5y7MSbk9iKSga+42V3md3sHTOovFZMYJqkUOXO6R++4aERaTGL0BMokrbEgmMRoDaq1MSGYxOgLNEnhCCYxoUKz8Y2YsgHXXTNnb9oIpA3gMIzMg3fAXg8AAFx6RHwDQAP9KT4+h3MDYfes5w2ke4KDXG/CBdy99gUAAC+VckO4gN3fAQDAtXwQLmB2MAAA8PvoCAdQjgYHAMATjYZwAPUhAQCwPQLCAXxEt0MDAGCG1tthZNaGPRfYjVOU+x44+npbP8Uk5g2q2TBJaD23mGTTG0BR1yRMEjJJhUk6Vr/jD1CFahXp8LjfTPrxWtPLLSSA7PC4X2KSZ72CJmGSRx+Alj08s9ZYVWgSJrlgkuXcEX1w80xybyHOCwPEiBtoQ6EN3dnaVyZZLBqwEP+AK4UOntS/rk/WT/Ui0+TOgAAAAABJRU5ErkJggg==) 3 3, auto;}
11.428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 3 3, auto;}
14.285714285714%,17.042857142857% {cursor:url(data:image/png;base64,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) 3 3, auto;}
17.142857142857%,19.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
20%,22.757142857143% {cursor:url(data:image/png;base64,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) 3 3, auto;}
22.857142857143%,25.614285714286% {cursor:url(data:image/png;base64,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) 3 3, auto;}
25.714285714286%,28.471428571429% {cursor:url(data:image/png;base64,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) 3 3, auto;}
28.571428571429%,31.328571428571% {cursor:url(data:image/png;base64,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) 3 3, auto;}
31.428571428571%,34.185714285714% {cursor:url(data:image/png;base64,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) 3 3, auto;}
34.285714285714%,37.042857142857% {cursor:url(data:image/png;base64,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) 3 3, auto;}
37.142857142857%,39.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
40%,42.757142857143% {cursor:url(data:image/png;base64,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) 3 3, auto;}
42.857142857143%,45.614285714286% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABd0lEQVRYhe3Sv0oDQRAG8E8n3Qi2zpVilcIyoIUIWlgIFv7pfAZrayFq6ROIrSFFiqCCSSvaSUB9Aq+wErKdYSzuNpx3Z8yZ24tIBr7iZlnmx+wBk/pLJUy+MFWKnDmd0jsuGtEvYfKhJypMrbEgAkBNobXxIALAi9oUjhAmH0Y1GteIqTjAv/6YS8A2Sm0Ah77pPbgH7CUBACCX7hBfACWofhcXz5HYwJlJ34CtA853EwnAq7kbCAAAj5dyQ6QAdn8EBIhaLogUwOxQgADxPjIiCSj3hgYAgPdEIyGSgHo2AAB4279HJAC33ewAAFifobZvemtZ75XijfLp4AveEbWzDhm6hMnXN2g0wmRi3y1h2nQGqCvURpiMMFWEqRPrd5wBoFWFVvvDw37T9sOzppMtWEB0eNj3hOkZeqU2wvToAtCKD4+cNbCqaiNMF8K0nDtiAG5emO5jiPPCACHipgHVBlT3d7ZUmBaLBiyEP+BKoYMn9a/rE7kV9SK8/3nIAAAAAElFTkSuQmCC) 3 3, auto;}
45.714285714286%,48.471428571429% {cursor:url(data:image/png;base64,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) 3 3, auto;}
48.571428571429%,51.328571428571% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABqElEQVRYhe2WrU8DQRDFHwyKkCDmBHOSICDhwyEQfFoSNAE0HkNQSIIANIJg+BOoQNCABEHahNAEApI1PYGgNV0G0V5pewX6cXclpC954uZ2M7+82c0d0NVfkjAZYZqOs2dvndpe3BBlCZOBPqswXXYEQpgMrCqsdgZCmAxSqr7jgAiegdSXzUFhERGfiSDAXbXNWvQQZQmTwYBqPUc1jp5agHmvMPTd4ivuSwLYMZ69DRukDKD40J8cdhKBBF69rW8T8OXyYTRJFBMgbcRhJRFMYMr+moAvN01tJxEE2G4cAADc/fYgAgCZbHMAADDmtA4RANhsAQAAjh1KGs8uNbuvr7aw+/LzBneaks02aQogOVz9vO5Q7ixr+2uWHRnPnocBEBjBXMUIrh3KAVgAcDKXteMV9Xvj2YkwAKpU/CF5UuiTCtO7f8+FKeHXS+8SwrQcGUBl81LdFaYM3lR9C1M6jJ61n+MHcUZzABYqr5Tx7CuAR2cQ8A0gJUwzYUA0JGEaFqYbB6q+hek0NoASxIUir4q8bqyuqDBNxg0wUjqAs7E27upf6xPjrfdlVoDlegAAAABJRU5ErkJggg==) 3 3, auto;}
51.428571428571%,54.185714285714% {cursor:url(data:image/png;base64,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) 3 3, auto;}
54.285714285714%,57.042857142857% {cursor:url(data:image/png;base64,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) 3 3, auto;}
57.142857142857%,59.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
60%,62.757142857143% {cursor:url(data:image/png;base64,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) 3 3, auto;}
62.857142857143%,65.614285714286% {cursor:url(data:image/png;base64,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) 3 3, auto;}
65.714285714286%,68.471428571429% {cursor:url(data:image/png;base64,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) 3 3, auto;}
68.571428571429%,71.328571428571% {cursor:url(data:image/png;base64,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) 3 3, auto;}
71.428571428571%,74.185714285714% {cursor:url(data:image/png;base64,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) 3 3, auto;}
74.285714285714%,77.042857142857% {cursor:url(data:image/png;base64,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) 3 3, auto;}
77.142857142857%,79.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
80%,82.757142857143% {cursor:url(data:image/png;base64,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) 3 3, auto;}
82.857142857143%,85.614285714286% {cursor:url(data:image/png;base64,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) 3 3, auto;}
85.714285714286%,88.471428571429% {cursor:url(data:image/png;base64,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) 3 3, auto;}
88.571428571429%,91.328571428571% {cursor:url(data:image/png;base64,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) 3 3, auto;}
91.428571428571%,94.185714285714% {cursor:url(data:image/png;base64,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) 3 3, auto;}
94.285714285714%,97.042857142857% {cursor:url(data:image/png;base64,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) 3 3, auto;}
97.142857142857%,99.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
}
div.testarea{
animation:rwdcur12688 2.3333333333333s linear infinite forwards;
}