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0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,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) 7 7, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 7 7, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 7 7, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 7 7, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 7 7, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEMUlEQVRYhbWXT2gUVxzHP7+y2EVySBPwJNHWENNQdPUQQSQW0YS4F8VLbjZqwINIJCAL9lBokYUipMEmhVCq9DKnenFL92ZLaY1IK2lIE6kixtNirLQShrLk28O82Z3ZnU3WpnnwePPe+837fn9/3u83YyQ0SSlu3uzm1asOWlqecvr0gpmVk2Q32t5osL6FUqnPLlwoUCr1AVs2AzyRgCSArZTLuwDcuNWtbz4BIEWh0MXycjcAy8vdFApdQGpTGIRNEpJSkrZpcvIyIIEAaXLysqRtbv9/xU1JShH4eCuFQhdPnx5ibu5UTGpu7hRTU9DR8SPZ7ENJK8A/QBloBXY6yVdAC9Dm5i+AJ2b2shEB040b71Eq9VEu72J5uduuXTsOgeoVITdqbOxb2tsXSKUesXfvHP39K8AeM/sSQNInZvZhFEDSSeBOQxK6fv24wwvMHe3Sz9F5TO7u3c8qz0U0M4GmR9HqUk6rSzmpGKwHHHRCUuvGLXDlyg90dv7F9u3ptmPHjr4o1ijTk8Pm89iAm7t9G2hsCWsUAzY52SsHrkuX5jh8+D779/vW0XEeYHUpV6+NA/d9n/RHacjXkdhnZg+i76RchitLWiGbfQn8wdQUQG9FanDwmfX3fxBqpZ44uM3nY/N0Og3fAfFlgP2S1gzK4Crevn1QY2MFQLp69be3nJ9r/ZvUcXHh+34lPlQM4iM4XpkoXlIiKpPNPqS9fQGAHTue/+lMaPP5mI8TFShWrZDkJqpXFEjIbmaGpBVSqUcAtLQ8A5gercpEn+sI9ORYXXJnzdf7oA4v8ZBoNTx0qM0yma9VTJKsb/cW4cDFqiXCtdnHMDKeHIhJBMK0vMWl4HM4vzbj9+nR+H7E/2dq80FigTEzCNIsQEnSfQj86vt+EOWu+b4PpJmZgDe/T1NrqXuLsekvdXlgTVNULdIKvG9mt2YmoHd3M29VCRy4CJLOAt/UEmiqxJrZS0l3JJ00s1vRvbUI3VuELwrrnN0MgbBJ6gT6gBCyw8yGhgfg4Luw552q7OzjYDw36IDWSMfNgrdKOkFNUQr78EB98A0PBEWqJhBjhem1YyCXy5HP5/E8j7dLQxVtR8YDd0S1B/jpdzifra7VXsVGH6WJ4J7nVcCHhoaYfRwH690d9NDsAF8Vg7Woe4CjkjKSWpsJwp0h+IMHQf4Ix7CNjFcTT3jtRsadAgkJzMw+dcrtWxfdFQ/lcrn4B4n0cXQ+M1HtUC1ctR8noaw740gzBGLB57JZRlKnpCOSPscF4fBANSN6niff9yvZMwSdHm1cGdcjkQn9VmudqOae58XScpRQSIB1PtNeh9QZSL6WIWA4bgZ4xS1RC/i+X3mOAm8oDyQQyJjZr57nAfD33aHKXhj9Dd6ry4QbIrCOzFngSWQp8SflvxII/4baGois+0cUtn8B95VGZZEyMZUAAAAASUVORK5CYII=) 7 7, auto;}
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75%,83.233333333333% {cursor:url(data:image/png;base64,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) 7 7, auto;}
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}
div.testarea{
animation:rwdcur97715 1.2s linear infinite forwards;
}
