@keyframes rwdcur74434 {
0%,1.9833333333333%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.0833333333333%,4.0666666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4.1666666666667%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,8.2333333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.3333333333333%,10.316666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABpklEQVRYhe2VsU4UURSGv3PnzhKNVoTYIIhYANmY8AKWlLzAvoBGW2KyQLJLFu1taCnxFXgDa0kolIHsOxgT4tzfgt2IkFnPkI2Jcf7kNnP/Of8358ydgUaN/kXdjzN6NDunpceLer7W1puXr3XXWqF2eMgVQsCyq1slCCEw6O3dCaIWwIPQkpkhCRvFleUPUkoEAu/7+7UhzGt8mM0oIRLwvby8tb/fH4ygjG5v213XZRyHA3wrLxnObyGLmBmyexBaLJ6/5V1vABgpJXb2dl21PSOQRqWqwlOInC9/oNvbAYSZ0el0XONwvQOSJoZDTiDn4tnBbxBTA/CEX3UpUqwcst3fJYTaB6xSGs5vCZAkAZVrvH+2ejS+9kf5RmCR4ULXRXu2ekSg5fKC7xRouNCd2PYUc2QRiKPwyNLppqu+swP1wsss85T1A9QND+TTBagf7geIPtuv8CdfX1W6ivYxkCOb8giuhxcrh0i6tYr2MU9PNpBlpOgHcHXg+pPLIsXax8q2L39+wZf1T24A1zG84Z30gbnpcf8VPQB/675GjRr9Z/oJsh7CKyfL5ioAAAAASUVORK5CYII=) 15 15, auto;}
10.416666666667%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.583333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,20.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20.833333333333%,22.816666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABmklEQVRYhe2Uv04bQRDGf7N3kQiQKgUNf2KgAJTwBrQpeQG/QAqeALuwkxjehzI1DbSOlCY2kd+BgPDdfilODhKOzSyKIkXcJ5102pud77cztwO1av2PermYa2XltRqNNe3v7+no6IOemiukblhYDLIQMMsQIAkLgc+fOk+CSAJYWg4KZiCBVX5lWaIYCRmcnnaTIcxt/iqTIsQItzfl1Pder/sbqnXcced1BU7MAX5el5yPVsllmBkLMl4Q2Nu4onfSAUAx0m5/dOX2tECSzTXPYmBwtUXruAIwM5rNpqsdrn9A0lzzHMiBH8PtCkIVxF8DuHGYSwZjGPZ3aLW7hJB8wWZK56NVAVOPpD+uDy53J++PyoWZy7gYrbtoB5e7hOlLMlOeRulitD637PEuR2ODgsq8gMbBN1d+VwVSzcu7zJPWD5BqntICF0CyeeEHyL1BE/M3m99nxg2/vIUCVLgnsR9gYj7s78w8+eb7rwzO3hHHrrSAexLen/yxsm8d9pNa4LqGD2LnDZiHMf5eOAD+1b5atWo9M/0CjlvpMlvi3PsAAAAASUVORK5CYII=) 15 15, auto;}
22.916666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,26.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.083333333333%,29.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29.166666666667%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABrklEQVRYhe2UO04cQRCGv+rdCJaIgATzMASAsCVfwxcg2AtYwgEhxqzY5WFzAxySWvIxCMiN5MBmsPYOC8HM9O9gQFqx2qEGISTk+aWW5lFd/9dV3Q21ar1ETUw0NTMzrcWFV3r7Zk0fNz/osblCdfOgEAJmDQAkEULg8KD7KIhKAK3JIDNDURiFX57nxBgJBl+PepUhzBs41WooRoiCm5t85P/RYQ9T4b/T6brzugKnWg1FAYLBdU7/fBalhpmha4MsMP/+ii8HXQBijOzu7btye1ogyUrNYxq4+rHETqcAMDPa7barHa49IFRqTgohh7/flwsIKyCeDGAweNhcGKSQnK7wudMjhMoHbKzUP5+93QHFkFT6fnmyevf8oHwtSI3+2ZyL9vJklTB6SMbK0yj1z+ZKyx6zJkoNsuI7GSxu/XLl91WgonmeNjxp/QBVzau0wAVQ2TzzAzRdUUPmCxt/xoYlx+uQgTL3TeyrwLB5crqCpJGRHK/zevsCZUbMfesCZwWGV67USL6tjS37Uvcnvz+9cwO4juG92LIL5n6MvxcOgOeaV6tWrf9M/wAsbBXegWtw1QAAAABJRU5ErkJggg==) 15 15, auto;}
31.25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,35.316666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABqElEQVRYhe2UQW4TQRBFX9UMgViwQoJNCAlmkUQGiQ3iApzCF2CREzhe2IDDVbLJIWDFLgssGQkyiXwHBNEw/VkYSyGRTU2EkBDzpZZG3dX1X1dNNzRq9C/qRivXnbu3tbF5T48e72h394Wumsvrbrjecrk7ZtlsQsLdefV6cCWIWgCrN11mhiTMZn7fq4qUEu6w/2ZYG8Kiga1bmVICJTj7Wl1aH42GYMKAXm8QzhsKnJsDfPtScTBdI5dhZqzKuIbz/P4Jo/0BBqSU6PdfhnJHWiDJlppnyXl30mavN0CAmdHtdkPtCP0Dkpaa58CKw/vTh79A/DGAiDkycuCo2KK/N8S99gVbKB1M1wRIkoCFY74+Od6ez/1WIcxcxuF0PUQ7Od6eVSSoSKN0OF1fWvYs5eQ/v1ccPMFmexLKH2Kta16dZZG0cYC65p7C/jGA2uZlHCCPBs3Nn218XhhXjDtQgsrwSxyrwHnzo2ILSZdGMe7woDNGpZHK0LmAYAXOnzyX8bHYWVj29tMPfHr7JAwQuoYXYpc9MBdj4r0IAPytfY0aNfrP9AM629dcQ8UOvAAAAABJRU5ErkJggg==) 15 15, auto;}
35.416666666667%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39.583333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,45.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45.833333333333%,47.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.916666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,51.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.083333333333%,54.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54.166666666667%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,60.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60.416666666667%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64.583333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,70.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70.833333333333%,72.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.916666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,76.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.083333333333%,79.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79.166666666667%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.333333333333%,85.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.416666666667%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,89.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
89.583333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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93.75%,95.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95.833333333333%,97.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur74434 2.4s linear infinite forwards;
}