@keyframes rwdcur74479 {
0%,1.9833333333333%,100% {cursor:url(data:image/png;base64,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) 27 4, auto;}
2.0833333333333%,6.15% {cursor:url(data:image/png;base64,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) 27 4, auto;}
6.25%,10.316666666667% {cursor:url(data:image/png;base64,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) 27 4, auto;}
10.416666666667%,14.483333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADOElEQVRYhe2VT2gcVRzHP+/NzCabxqWHRAzNYTFFJAlN8eBBQRRBESkFbaEQ2nSrFJGmsIF62It42UN7EIz0UK3pHwSxKkgp1aggHnrwIG7BRbSHPVgo0oOkTTbZmfd+HnZndjfJbGY3PeYLw4M3b36f3/t9f+8N7GhH21Q+n5fh4WGZmJiQ1vnp6WkZGxuT0dFRGRkZkUwmI0opiYvTqwQQR7syOTkp6+djnjap7cAPK+GaKPq8Xaz5y2EsmX/7X7yURqXA9RTKczhR3L0pU/cKLzxb4ZooHO3ieEI2mxVAzh25x+ynj+PXLFKDwBfEN7GBeklA8uN3CGoWAGMDVlZWqFQqFA/cRXzDuSP3OPXJcFsScerWAnk3+yeOq3FTGi9VH0mB4ylcz+H9xVHOvnkX5Tmc+eIJQjveOT9EOp2mWq32bIGcHCpDDUxgCWoWv1YfqYHxhcA3fPDKP7z39Z6oEqEdwAZ4txWQE4/9gdunuHB/PJrMj99JVIk4VlcJ5DK3WVjaF363pR1en6JwfU9HTldN2ApPYkcDDsDc3NyGy6rbBFSxWIRGJYI1aQJjkgj12quvyw+LP1IulzcEdZPSZ0+dlkKhwFuDv6HEYBQEaw5gcdEY7LrA9b1lMru5+f0NAKampiiVSm3rklZA5j/+iJnBW1gxiAgLS/sQZTZU4sPy3mYlgKWl/zjc+AWUSqWeToEcH/gZhUYrh0ApLj98LvxWcpnbKHHaTsfs3r/aGrP4azaWtZUFkhtYxIhBK7ACl5dfiOCtdly432xQEzTtOPv7kx036nSCH01fB9E4ugGvvhRBZgZvgSgUis8e7I/mTw6V0ShECfN/P9URDvE9IMf6v8HBYpWPtZYr1ZcjSG7gF1wRrPK5+PAZUqn+erVaTsf5ytNbwuMWyEzqS7TWmIbvl6oHI/ix9E9o5UQ9cXH5+ehdgtjJKhDu2sG2wWf6v8NRpn4SsK3wcGx9EmnTBLStJ7GweiiCH09/20xMGS6tvJh4l520qQXr3kuu/6vIDoPmavXAI4HD5sewNbAc7fu8vmsNRuDq6sH1a7alLW/C0A5rLVdW33ik8CTBeursHe2oG/0PFDijPrVcdoEAAAAASUVORK5CYII=) 27 4, auto;}
14.583333333333%,18.65% {cursor:url(data:image/png;base64,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) 27 4, auto;}
18.75%,22.816666666667% {cursor:url(data:image/png;base64,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) 27 4, auto;}
22.916666666667%,26.983333333333% {cursor:url(data:image/png;base64,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) 27 4, auto;}
27.083333333333%,31.15% {cursor:url(data:image/png;base64,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) 27 4, auto;}
31.25%,35.316666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADR0lEQVRYhe2WQWgcZRTHf++bndndGJccEm1oDospIklIpIcKFWJEqFIpQhWxRCmKiodW3UApRfBQMcFTsQkiItVDRSlWkIKUqBB7iOChmIJL0R72YMHWHkJsMt2dne952N1Jm91Jdjc55g9z+b753u99//feMLCtbW1SuVxOe3p6dHBwUO9eHx8f1/7+fu3r69Pe3l7NZDIqIhoXp10poAnj6NDQkK5dj3nukWwGrjKH6Bj3uWmWA78WS2++Po/xHPASiGtw3CRdkwMNmaZdeGHPOUTHSBgHdYVsNquA/vPSLzzw+V5sKYRSGQ0sYVCMDdROAnpt4GwFAJRtyMrKCoVCgesHLhIGRRolEadWS6BXs2cwCYPxEhjPqVrtVa1O0De7n+vPz+K4SR78epR/3/gV4zl0f/IY6XQa3/fbLoHmu2egVMSWLbZUxpbC6i1LVavL/L3vB3ae30cYFLlx6NKqE1AHb9UB/eP+j5Gkw8CtI9HitYGzGzqx45snYlmJFhIgFMvwrXdqwfRq9gy2VI72DSUUj5CKE5QsO87HwytnWtDwUi6CN1OOnReeic5OTEzUfaxaTUAmJycB9ErmFFqsAeOTqOnZp/frT7M/ks/n64M2S3/7yFE9PTPN5c4pRARHkjhqkGSt/sm66cj+9iJdmS4WlxYBGBkZYWFhoa0p0NMz08x3niRUi6oyvJQjFFvnxK78y6tOAItLi6jMAdTBm3VA5zpOYDA4YhBx2Xv7/dpZvZI5FTlRm44/d31Z50Qca6Mp0NmOCUK1VRyMLq/CL3dOEWoRJHnPdNiyBSrT8dDvh9a9qLMe/EL6KEYFjIIanvSnIsh850lEBUF49L9j0Xq+ewbBouLw8F+H14VDfA/od6k3sQQEEmKt5Sn/owhyqeM9VCt7u2+fIOWlYM10PFJ4bUN43At6zjuMMQaDiyOG5/xPI/jP6eM4YqKeeHz5g2ividh1atgDgVhcC5iAg/4XEeBi6l1CCUBdEBhd/vBuUFv/Fo1LYAMCsbxwZxX+ffqtqByhBIytRP2wKTUswZp9/Tb1alQOg8sBf3pL4M0E0a+Sr+CqiXri4J3PtgwOzXwJq+Ww1m45vJlgbXX2trbViv4HSzqnr+WhS2EAAAAASUVORK5CYII=) 27 4, auto;}
35.416666666667%,39.483333333333% {cursor:url(data:image/png;base64,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) 27 4, auto;}
39.583333333333%,43.65% {cursor:url(data:image/png;base64,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) 27 4, auto;}
43.75%,47.816666666667% {cursor:url(data:image/png;base64,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) 27 4, auto;}
47.916666666667%,51.983333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADPElEQVRYhe2UTWhcVRTHf/e+j2RiHLpI1NAsBlNEkpCICxcKogiKSCmoBSW06dRapBhhgrqYjbiZRRUEU7oQa5oWUawKUkSNCuKiCxfiFBykdjGLFmx1IWmbaea9e4+LzLzM15uvuMwfHg/uu/f8zj3/cx7saEfbVCaTkdHRUZmampLa9bm5OZmYmJDx8XEZGxuTZDIpSimJi9OvBBDX0TI9PS2N6zFPndR24LJfoc4Jdwx43NoIqrHk+tIRtOeD8lGuh6M8dh3OtWTqfuHF7EOoc4LraMTxSKVSAshf77zAXQsfYoMySBkJA4wEsYH6SUAuZyaxYRmA0FjW19cpFotcze3FSECrJOLUqwXyx7EU2nHRro/2fLTrAz7K8XBcj/G3Vrl6/Dkc5XH365/w94mX0Z7PyCsnSSQSlEqlvi2QwtERoIw1ITYsY4NypRJlxASYMODK20+y+80vMBJw7d0XtyoBTfBeKyC/H74T5Q4w+cE/0eLlzGTHStzzxqexrJ4SuJhOMrO8Vj3X0Q7lDbA7e74tp6cmrIV3Y0cFDsDi4mLTz6rXBFQul4NKJSTciIBxSVT1zNNPyQ/fr1IoFJqCut3SX1t4VbLZLL++NIxRAkbhhBtYQLtgTcPNKpF3JZN8/c13AMzOzpLP5+v3dcmX95dOcGF+GGMFEWFmeQ0jqqkSe94r1FQC/l1bQ/ZvtkA+n+9rCuSnQ0NoBY5WqFDx8MrN6lm5mE7iKKmbjksLe+oaM5X7JZbVyQJZTQ9hjIBWYIVHV25F8Fo7ZjbhChBrwijAvcd/a3tRpx38/IEEGgFHgxUeXylFkAvzwygEpeCBj25E64WjIygNIor7lv5sC4f4HpAvDw5iHQiswlrLE2e24D+nhxBXCKziwVM3GfR9aJiO+08WO8LjNshn8z5aa7TZ9H3f6S34jwcTOFpFPfHIqS1LuojdpJYVqN7aOtTBv50fxDgKYwUr1MKr79qnK7W2QFsCq3h++XYE/+pQIkrMOIrHTq93fct2amlBw3f5PD0Y2aEN7D1bijvbs1qNYW1g+fjAANbazUkwwr6ztxv3bEud/4QVO6y1PHvm/4V3E6yvzt7RjnrRf1Nzo0SXZuBvAAAAAElFTkSuQmCC) 27 4, auto;}
52.083333333333%,56.15% {cursor:url(data:image/png;base64,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) 27 4, auto;}
56.25%,60.316666666667% {cursor:url(data:image/png;base64,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) 27 4, auto;}
60.416666666667%,64.483333333333% {cursor:url(data:image/png;base64,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) 27 4, auto;}
64.583333333333%,68.65% {cursor:url(data:image/png;base64,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) 27 4, auto;}
68.75%,72.816666666667% {cursor:url(data:image/png;base64,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) 27 4, auto;}
72.916666666667%,76.983333333333% {cursor:url(data:image/png;base64,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) 27 4, auto;}
77.083333333333%,79.066666666667% {cursor:url(data:image/png;base64,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) 27 4, auto;}
79.166666666667%,81.15% {cursor:url(data:image/png;base64,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) 27 4, auto;}
81.25%,83.233333333333% {cursor:url(data:image/png;base64,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) 27 4, auto;}
83.333333333333%,85.316666666667% {cursor:url(data:image/png;base64,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) 27 4, auto;}
85.416666666667%,87.4% {cursor:url(data:image/png;base64,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) 27 4, auto;}
87.5%,89.483333333333% {cursor:url(data:image/png;base64,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) 27 4, auto;}
89.583333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 27 4, auto;}
91.666666666667%,93.65% {cursor:url(data:image/png;base64,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) 27 4, auto;}
93.75%,95.733333333333% {cursor:url(data:image/png;base64,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) 27 4, auto;}
95.833333333333%,97.816666666667% {cursor:url(data:image/png;base64,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) 27 4, auto;}
97.916666666667%,99.9% {cursor:url(data:image/png;base64,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) 27 4, auto;}
}
div.testarea{
animation:rwdcur74479 1.6s linear infinite forwards;
}
