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5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,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) 18 18, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,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) 18 18, auto;}
16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,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) 18 18, auto;}
22.222222222222%,27.677777777778% {cursor:url(data:image/png;base64,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) 18 18, auto;}
27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEEklEQVR4nO2aTW8bRRjHf2M78hrlkLUqZ9QbB7CtAgecc3uoYoSKOKCq5K18gHDmE/AZyCdoXi9ISFxsOPTcNFBoRQIScGqnAWmD5DRrss5y2F17X5xC4jfszk+yNt7sWvP/zzPPMzO7ANcBt8fPj8AVxpRexQef7WE3vB+kRt2AUZMJf7n5mYsLnAGu8I4ALq7fzQIX+LtpqSebVezDXRm6/f5wmtxfukaAK7yYhrB4cIXLaXfxnwJrA27rQOhqgIj8LRD+Occ+mijxEBsCbVzfhHYkCBzbUo+35jk5fDgx4uG8JBh0efury09frTyNid9hzMXDeQYEgz5E+cN7V3OFigqdugOsDqphwyJhgJu4xEuCU8aMfGehTsyELxhzE2IGBIUOnKalHu18sOfYRypIg2nDlG8t1DEmyISYAZ7Q06alvtuq8tfvX7/7aKvKqW21BWeyprw2QSYkhsCpbanvt6q88Evdi8Nd+UPIBFdAJjcjy4s1shNgQsQAx7bU3naV42idb5vg2JYSAK4gY+QnwgRBKO9NF+ZUIyp+By/bA5ArzKlrCzXShilbwkuOp01LHWxUaY7p/CASAY3kDO9j/wjAyeGufLJVxWn6kSBgyjBlaWl8IyESASHiPbiKJwoAo1BR5cU6qZwp3aBq2OMZCWngNlAInevW6AfAH8AtAOf42fTRb9828uXbjVQmNw2QyuSm8+U7jaNfv2m0jp9N+/fd8u97MEgRvSDwdnKC3r3Py3ssEgnZQkUVl2pkjHy7152mpQ7W5y8aCavAjdC1f/53Cb0h/v2SBF1MqJMxTBn8omNfyITI7wGPgbcv0a5LcRkDIG7CbEUVF2tkDFO6wps3tmxL7W/M03z+UhPi4ntt14W57JbYGqHq0Hz+UB5svodjHylcL6umDVMWl+pkZ8+tDueJHyq9Oh2LhDlVXKyRzpkyKJMt21L764lIiMwvsrMVFfv//z4CAmKRsCsPNr0ZY1Bb04Ypi8uJSIiIL35S77EZl6cfu8IJE37eqHIWWkBNGaYsrSRM8MTfDSXQEdCvbfGECfsbVVrBAgpIGaYshkzIzlZU6W6NTG5GIrrNxYZDP58LJE1Y7wyHwIQ3V+q89vr7e8WVOmkj7+WK0ekfSLJJJMbSspcYvTMhtUGmFLD3eaQpY5MEu9E1Elon/gLK33RxIzuvkzEEwqzhlTrAM+GXL1eenhHdb+3IHlqHJ+j+XKB3VomVujc+unc1RUi06BxGmAIGYkBimlxarpM2TOkJ9eUGh9F1PtD/IZBcIyx7db4z4kVnGIjYE5gR0M8ISKwSg56PXzjiTh8Y2/TvZYuh8cq/INFPruC9K9Rr718fdsM1Go1Go9FoNBqNRqPRaDQajUaj0Wg0mleAfwCCXe5LwBdm9QAAAABJRU5ErkJggg==) 18 18, auto;}
33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,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) 18 18, auto;}
38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA7EAAAOxAGVKw4bAAADy0lEQVR4nO2aTW/TSByHf+PkSJGKCnGTOLHUpB8AV9zgRqTV3jmxXyBcEWhhpb0gIUSB0/YL7EqoL7TAIaRJOay4Ui49wrUd767iHBouSJk/h7Edv6RbIHGCwzzVKLEzVeb3zIxrzxQArgCgEcsBgAWklFHDe2V90g0fB9q0GzBtssED8yUBTFoh5p5ksnv9VwDiY9c++vUq+h/29cCv/518c8dPNnwoIwoALHCWBY5Er2sf3alFw98AsJZUI5MkJEAGJb+ngxoIMvzhnVjPpzY8ELkGEAhEgdjuG2Je+NnpeY+QAAYGDWzwMxgK4A+uH/U/vA2G30DKwwNDRoCQ4wCCvPcACFi8/Vc+s2TZgerXANQn2dgkiPwZZH5hzBsHbsUz83r+fhsRCX8g5RLCAhgAJkdA/9ixD3//+V2/17U9CRlPQmV2JIQFuHNe9Lr24W81fNpvXDy8W0O/17W9j2dRgn87a74kKj11eHbJ4sHz2coKL6073GwQmQ0i8xWRsenwTCVcDymV4AcYFt4rmYrFjQ2HlxtE5VdE5SaRsTUbEgY9vbQSDbOOiITSRoebrgApoZN6CSc93Xkh6ohK2OxwsynIbAoyd4mMZ+keCf8X3iMiYYWXNh1uNonMXUHllqBiiiUc4MsaHZNgbDm83CQq7xKVWkSF7XRKWICc6+s4vbGx6WBsOdwTMIKEeqAN3/3K0hAJHV52BRhtosLOV0moR+odJB9hdGLTobjt8FJbCpASOlw7XUI0vFdSQUxCYdvhRpuo2BZU3BOU3+lwrXqihJPCp0YAEJVQXeGFHYcbroDinqDF50MlhO4vtOXY56kiIsHi+Z0OL+4JKuwJyr8WpA+X4IfPNZxUCwBOkOAJyL8WtPgiLkFbtrje6PDFNzS1KTCuZfE1yOUxAED//b7+z60a6HjwKM3m5vULqy1oVfkUqS1bdu5JC9qZeX2anT7OfYGhEsRx139szpw9p+uP2she+uld7nEb2tw5HaFll8mTxDfXIdcHAABa1bIvrLZk2MBeg//KAGIAvxxqysSMJLEzFBoJ4v2+/u/NGqjn2AyA5m68MBbwMMXLXlJbY2uQq8YApIT/7v1yBABE8BdaPWh6MyAxAXXIVWP5JVXLPn/3z7wfOtbj0xsC2dOrfDWxa0ButQVtbl4P1WI01Z73GLeAcPiKZeceDsIzRgCYu9H6HaTHeAXEwuurLbBAz4dCu6OemLwuzAKh+/sRy8T44f9BYpwsIL689i3lyqQbrlAoFAqFQqFQKBQKhUKhUCgUCoVCoVD8AHwGYv+Q3X7GfC8AAAAASUVORK5CYII=) 18 18, auto;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
50%,55.455555555556% {cursor:url(data:image/png;base64,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) 18 18, auto;}
55.555555555556%,61.011111111111% {cursor:url(data:image/png;base64,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) 18 18, auto;}
61.111111111111%,66.566666666667% {cursor:url(data:image/png;base64,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) 18 18, auto;}
66.666666666667%,72.122222222222% {cursor:url(data:image/png;base64,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) 18 18, auto;}
72.222222222222%,77.677777777778% {cursor:url(data:image/png;base64,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) 18 18, auto;}
77.777777777778%,83.233333333333% {cursor:url(data:image/png;base64,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) 18 18, auto;}
83.333333333333%,88.788888888889% {cursor:url(data:image/png;base64,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) 18 18, auto;}
88.888888888889%,94.344444444444% {cursor:url(data:image/png;base64,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) 18 18, auto;}
94.444444444444%,99.9% {cursor:url(data:image/png;base64,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) 18 18, auto;}
}
div.testarea{
animation:rwdcur154171 4.8s linear infinite forwards;
}