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0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACoklEQVRYhe2UT0gUURzHPzuFIUjowYhlW3VLpJQ2cdNDh00oCVcihPDqTaI6L4TVIck6J6idPHSJoNMqZsW4hw7Shm5YYNiuikjgYSUWJJf2dZh5s7OzM1qx60b4g8cb3vu93/c7398f+BdMgCgXtmImoZaLiAAhhoeFAJEsFxEzibIQkcCN7SERHiCPyL4QUHXA8ECOhLrfakgwM4nG9pBBouRqJC1psO4lV0NKru5CQvqUrG2d0mCXFrmKSmCvNFj3ZLHVsOuGvXa12GrIPzKD3NfPkiYwu1WUTpEtZwYvVc4P2x2uABeB3tZJXs6HeMokK0ADuKTPx+WsAGjxAaqSexxuIxZT+Ob/wUw6CMDI1ycuHMzxQoCYBaYH4NE4uHTfu4MR4T93CYDe3grNWRIItwEQyWSYSQeZPQF1cwkAJrddQKQAT7EemK0euDKuKSLBAeILbwBYTOgXnVnjTSyWC2kGdzODm4qC9DkqkARRD4b0V29q4NTkfPzA9f5uLQ0A7eeJZDLcqQlSN5dgfvs1AF5PEwAtzUFq01sMv3tm4Doq0OBELpVbcWBwYsq4isWUPHCvpwmvp4mW5iCddX5q01sF4WyL0I7IseXpgrtDR88AcKNvDIDR7BwX+sag5zQeQgD8/P4ZgM2qatv4uxJwmVQws9+sqmbxUxSIsra+RGvlZVY7fKAqjD7X6uHaPV2ZlLcw8KuR3yNgNXU1bnyvrS8BGOAPU9E836H+bl5MTBE31QypwpiORWhnsoo36CJUqdVkg9tHV1WU4/EjBN6+1xz1rlhMwJeFHaNrAB4M9eRh7tqGVttgx2UGX+3wGXeBQNaYA3IuyO6Qc8MKDn+ogNlunbwtgNzfB/RZ8PiDtndmjTlx9pTy1zgHdmD/v/0C53GghGLvn0cAAAAASUVORK5CYII=) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur238333 1.6s linear infinite forwards;
}
