@keyframes rwdcur78237 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADsklEQVRYhb2XTWhjVRTHfzeTdDp9ofOs/QjtGKIMYd4oY0WbCjK4kWEWgjiiiKiLAUFmNSLdCG4EP7duXLpxUBcKsxE3gy4NWopib0bU1G6U2pmEkBfT3DTHxftoPl7GNCY98Hi89+59v3PO/d/zzlMcoYmIHFwY2K+jjhKulMK2bRKJBJZlUSwWiR0lXERCeCKRgGZl/A6E8P0GtEwItywL1MT44f6px1ZWVqRDE+OC27Ytb16ZkUwm45H36/Le2rkQHh8XPBCcPR1jcX7SW3Mg9+h58t/9gFJKAaPfBVFqbz/n8/kQDoxWhFLb/k84BXW/aJ4AEM38yBwQEXnuUnqQyKvAbX/a1EiWYNC0i2YKT3d15dCAEWigHf7QmRhPPj6FW4/zxbd2N3wCmAJmgGUgD/9TAwH8mQsWi7MxztyXZGkhxtLCJKmZY92Ca/nn08Ap4CywM5QDoklLsypKKV551uLlp+K889pxNn6ZYPVBw9xdiq++vgEFdTKYoxyaeOu/AXwPrCuHxnB14J6bf7y7lsS2bf7cjVFxj/Pzbyf4p5nkjQ+nufbJ5/DryaeBDPBjlxM7/gEMUYhERHK5HCewKJVKAGSz2VBw177MQ0E9BswDU6KZVg6Vfu87lAMB3BhD2V0M70eoHSAJTAMp0dTw9aYcGqKJAfFDLYG0GnLlpYcxpoXruhhjuHThbs4/kiKRsDoEpxwAqqKpAm8DN4HrAD78IjAtmusDOXAQ+QHcdV3+vrXH79ub5PPSUV4DUw6I5jM88QUW9w8vC4PDTQfcGEO5XEYkGt7xDk0crwYA1PD0cQrYuvPEEcD7OPQAXhZafetAFJxWZSC4aGZFk72DD8GS1CM10C/ye1N7bG27g0R+EZgVTdmH5YBN5Xj7XzlsiWZSOdR7MhAFv/pCifRCjfxPnXDRXBbNTIQD68AmsItXepeBZdHMBgOUQx266oBISz566xzGHOuIfLfUpFqNjHwLvBe1m3LY9B1ANAWfkwJeFM03ymEjGBtmwIt8lVevfhzCV89WOL1U43bZpVDsTbtyuKEcahEZaB/TUA7rQAGvD9jtGdTepcrejmQyGZmbm5MP1ix5/3VEpDXe7jWEd9naZb+l1kyKJj00Q3vfBL8h6bA4gDGGbDaLMYZisQiAUgpp3GpP+/aQ8DgQ/IFMiKaunLA38BxoF1wIH7LIRFgTrxmJAa12OP7Nji13WLho0qJJ9nsefJjwdku153nU79Eh4CngeeAv5fDpIHO67V+d5XYkArLZ3gAAAABJRU5ErkJggg==) 16 16, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 16, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 16, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur78237 2.6666666666667s linear infinite forwards;
}
