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0%,4.9%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
35%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC10lEQVRYhe2WP0/bUBTFfzxiE8cmlRVEUKxWMMDWKsrE1q1IVaWqO0OkfgIGPkOkMsDICBLMXRjagaEDouqQVO3GQpTIUkFGlkKcSLZxOiR2DeGPoYWlHCl69713b8551/Z9Fx7xiEc84nrMARVgHzgBzgbj/mB97r6Ip4BtoJfgtz3wvxNGLlmbBz4CU6VSieXlZXK5HK7r4rousiwjyzInJyesrKxQrVYBfgHvgK9/K6AEfAG0tbU1Zmdn6Xa7VwYrisLBwQFLS0sAbeAlUL2rgCzwE3i2ubmJpmn0er2b/2BkhNPTU8rlMkADeA60kgoYjdkfgFeVSoVCoZCIPEQ6naZYLLK7u/sEUIFPSWPDDEwCzYmJCXlra4t2ux05SJKErutkMhlSqRS+79PpdLBtG8/zIj9N01hcXMSyLBd4ChwnERBm4D3wZnV1lVQqFW2qqkqhUCCdTiOEAEAIwdjYGNlsFtd1IxGu6zI/P8/Ozs4o/UfxLYkAMRgXAKanp8+dPJ/PR8RDgUKQz+eRJClam5mZCc2FJOQA4XFfAJydnUUbuq5H5JIkYRgGiqLQ7XYxTRPP8xBCoOs6x8f9bMfii0kFhMebhH4aQ2Qymcg2DANVVRFCoKoqhmFc6heLn7itgCHE3wVFUc7txedxv7sgFHAMIMtytOH7fmRfLEbxedwvFm/dVsAPgNHRP2Wh0+lEtmmaOI5DEAQ4joNpmpf6xeK/JxUQ5u8z8Lper5PL5QCwbRtN0xBC4Hke9Xp9KDgIAmzbjuaHh4eh+TmpgGsLkaqqV36KQRBwdHSE4zjA3QtR/B1YtyyLWq0WETqOQ7PZpNVqRc/a931arRbNZjMiF0JQq9WwLAtgPSl5PAMQu4w2NjYYHx9/kMsontsW/Tu9XS6XaTQaQ5/fRSiKQqPRCMnbg/jE5PBvG5K3JKz/SfBgLdlNCJvSPfrNqDcY97jnpvT/wW/9KDRk4UXyGAAAAABJRU5ErkJggg==) 0 0, auto;}
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45%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur116538 0.33333333333333s linear infinite forwards;
}
