@keyframes rwdcur167797 {
0%,3.025%,100% {cursor:url(data:image/png;base64,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) 6 4, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,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) 6 4, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,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) 6 4, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 6 4, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 6 4, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 6 4, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 6 4, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAER0lEQVRYhe2WT0gcVxzHPzszO6u7i92uIo4tKl0wodYYglBqFFGqLK2aQ6EHW6GIF3OrR1vooYiXLgg9tViohxJ6aSE9NRYbmpZUAsVUNF2DsUVqXN0Eo6vrrs57PbxZshWdNWL/HPKFYWbee/O+3/n9ez/4j6EXmDeAMmedBOx/U4AGNADPAxeBCqAceBHYN00zZdu2qKurI5vNkslkTiTA4zKXIwsDVUCp874JLAFX/X7/wu7url8IYQKVzncvACbwi6ZpC0KIfTcBhsvcrnO/CLwKnAsEAmuWZd1Lp9NlKysrmzs7O5vADtAIfIZyVw4fCCE+9fl8yUwm4yriKJQBH6N8L+vr62UsFpMTExNyfHw809zcvAXcBL7IrTFNUzY2NkqfzyedsQ9RLjwRXgJuANLj8cixsTHZ09OT8Xq9EkgXFxfLaDS6BzzKCQBkKBSSIyMjUtf13NjoSQWE8zcfHh6WtbW1EvgDuAUsOvO3gDvAXL4QwzByz5+4kbhlgQ0EgWaApaUlEokEe3t7aUAA244AD7AP+JwLQBdCAKwC7wAbR5G4ZQGoTPgaaALQNI3S0tLrlmVh2/bDubm5JCqQQ6i0rQDOO4R+4A3gOzeCQoVoG/gNOANUSSkJBAJFly5dqshms8+lUqlnt7e3zwLVQHUwGDyTzWYN4J5D/mOB/Y+FElT+X0b5fR14MDQ09G1VVdU3wDRwf3R01Hbm/kRZ4VShoUzaCMQdku9RBWmrpqYmF3B3gAunTZ6PEBAFbqPc8xOw5ZA/AF5zxB4bhWLgIPyowM0ALzvvO4AXeBe4Cuz9UwLKUWdCExBua2t7xrKsEl3X05FI5KuGhoYJr9e729nZuTc7O3vqAoKA5TyfBy739/dXJxIJ4ff7fRsbGxemp6cbkslkYn5+/mFPT086Ho8/wb8VRjnwPsrncnBwUKJMPQvc93g8sr29XaIKU61hGGZvb++pCmgEEoBsamrKRfwScBeVEdIwDBmJRCTq/HjbMIzy+vr6YKGNj+uCTuAtgOXlZYB54HNHyBqwLoSoMk2TSCRSmUgkgkKIhbW1NeH1elNCiCM7KbdSHEQVn9dRxeicruuabdsAv6MaE1DNh4ZyU6ijowNN05icnEQIcQ2IAdeO+aN/Q5S80y0Sicju7m4JJMLh8I2WlpYrwJfATcuybgOTqFogW1tbZUtLS+7bIVT9eGILnEVVNkAdRF1dXei6TiqVSs3MzOysr6+HTdM0+vr6CIVCm7FYTBxC9h7wEZA9jMQtBpIo078CIKUkHo8TDocZGBgw6+rqAlNTU5pt2ywsLBCNRn2GYRQtLi7u8rjV20RlznUXHlf0o8yaJs8dedcjVDoeHM+tnwPedCMolAV3UUfrDFCEqoT5uAL8jCrFFajg/AF1Kq4CY6jyfKj5oXBDchBBVK9YgkrFVVTrtgHUOESVqKz4lceZ8hRP8f/FX1g6jWfu/zSnAAAAAElFTkSuQmCC) 6 4, auto;}
25%,28.025% {cursor:url(data:image/png;base64,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) 6 4, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 6 4, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,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) 6 4, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,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) 6 4, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,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) 6 4, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 6 4, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 6 4, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,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) 6 4, auto;}
50%,53.025% {cursor:url(data:image/png;base64,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) 6 4, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,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) 6 4, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,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) 6 4, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,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) 6 4, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,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) 6 4, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,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) 6 4, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,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) 6 4, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,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) 6 4, auto;}
75%,78.025% {cursor:url(data:image/png;base64,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) 6 4, auto;}
78.125%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEFUlEQVRYhe2WTWwbRRTHf7bjxLHdbnC8WScNiFSrUPmQYFLsSIgPEZAQIhH4Ejg4h0iBCgmJI1I4gDjkGoRQhIioxBX1UMGVQ8TBBNHwEQVIAyrQBtukbuovbMf1DoeZFRbUm4Sm6qV/aeXd8cx7/3nv/94M3GF4jsqQ2+3u9Pv993R3d1Ov1xtHScANHANcgAV4gX5gEDim63qh0Wh4LcsyLcsKVKvVsJq/p55bItABTAOn1XcFMIEXgUcGBgYs0zQ7isWiqFarPsuyOoEE0AvUFOnKfg7aIQiMA68BfwCPAz3AKWAvHo9nDcPYTCaT/tnZWT/wEpAEomr9ReAF4M99NtmW2Cngc0AAore3V0SjUWGaplheXhZ9fX0C+AB4G3jfnjc6Oiqmp6eF+n5HbeTQCAKP2UZjsZhYWloSyWSyAtTtcWAD+A7YBBot4/bzI/CykyMnDfQArwBks1kymQwTExON1dVVX6PRuKiMXwCuAL+r57IiVdE0rVmv1zuBr4EvD0ugqXaUAx4FmplMpsMwDO/a2loZqKod2tUQAfqQ4gsDg/V6/ThQBt4CrjpFwQl+YAS4REtYDcM4b5rmWeBTYAVYBVZmZmbeA75QxH8DzuAs9APjdeW8qWnahXg8fgmZ9wwyUs1AICAMw9hQ42ngKcB3FM5BhvUNZN4vKzI5lCBTqZTo7+8XyNSkkb3iyDEIPIMMrQBEV1eXmJqaEiMjI3Z6toGHbodzkOEMI/MtADE+Pi7GxsZs5w3g2dvl3IYbeNMm4Ha7W2v+3f9r8KDwASHgB3vAsiz7tYzUR2RoaOgwNvc9jPzIk60beABZ6yNIPegt88qpVKp/fX29tLu7GzAM40qlUhGHIXIz2DkPI9vyOWTvX0eGvIDsDwUg73K5RDKZFMCrwMDw8PAt1/9x4H6kqj8E8vxTggLZhjcUoXOoktR1vQScdrlcoYM4cUpBABl2DXhOkdGQbXUF+AQoAb8C3yM7njcUCunBYNBfKpWCirDjfcCJgAHcB5xA3oRiiUTixvb29qb6bxSphXuRuggCvxSLxRNzc3Nj6XT6YeAG8A0ON6N2eQqqRQlgBuiJxWLBycnJGpDd2dm5ls/ny4VC4XrLGksR9qvqiCCFagLfHpZAJ/I4flLtknK5jK7rPq/X+3ytVrvm8XiKhmGUc7ncnprvB04CLC4u2naeQKaqLdrVrF3gEft9a2uLhYUFIpEIHo8nFAqFrs7Pz/dompZF6uPkv2xcR1bQg04E2qFDLT7Lf2859rOL7P0F9W6PN9XvDvJkPOPkqJ0ILeAvZN8PIzXRWlY/I/P6GXAe+Ap4GnkTXleOLeBj4CNkid4ULid2CnZuo4pIFvgJWX5Wy7wwUoR76j83UDyA/bu4izuLvwHXtGDfABeVAAAAAABJRU5ErkJggg==) 6 4, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,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) 6 4, auto;}
84.375%,87.4% {cursor:url(data:image/png;base64,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) 6 4, auto;}
87.5%,90.525% {cursor:url(data:image/png;base64,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) 6 4, auto;}
90.625%,93.65% {cursor:url(data:image/png;base64,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) 6 4, auto;}
93.75%,96.775% {cursor:url(data:image/png;base64,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) 6 4, auto;}
96.875%,99.9% {cursor:url(data:image/png;base64,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) 6 4, auto;}
}
div.testarea{
animation:rwdcur167797 2.1333333333333s linear infinite forwards;
}
