@keyframes rwdcur176585 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 2 3, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 2 3, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 2 3, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 2 3, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFjUlEQVRYhe2WXYhkRxXHf1W36t7+mJ7p+ci6WTcznSGGiEFEN0skPgQU8uKDIAQXPx4ScVzQ+KDig28+igobjUk/CYJMEEF0JQ8ikjxoIBgMsmzEiJnsTGZ2pntnuvv27b51b90qH3p2tmd2epko0Qc9cOHWqXPq/Ot/Tp0q+L/8r4sYH/gLF74MXAXOAy+K1dU//ccA+AsXnuDixWd56aUBtdoUm5s91tffK1ZX03cTgBz7f4XLl68TRXXabcVw+MIlsO9mcLg9BSW0fhzvf4+118Xq6m0Anv/xR+rAo2GonxVKTlvh/miM+eznvvTnnX8FgDqEZkT3T+/k0M3SS3fVZ75Q8po5PUVb9T9hjPkQ8Nt/G8BJZOjt+Tg2xFFKnjtSbZBOsLaiHgQe3jd7vtG0/ZOsJyZNrK2oOWAKQEb1R4WUTwJsl0vnEqkrsy5FEiCkoJxmV0qlUiWan1kGwXCr9Yoz6TPOdF5oNG37HQNYW1Fnw/mzv5ShPpd3e1SW7qG0UMcZw3CrRTg7i56pHti7LCO5tkXl7GnC+jQ2STDtLmavczVrrf+k0bTfOzGAtRV1Jjq9fHnmgeUPm/YNnBXMPPJ5ZH2J7PWfY7bfpHzmPtTyx8Fb2H0VF+8w3G4hAkFpfgHvHcVwSP+tDZzJnbnRea5IWt86Li3BkeCnwvmzv6o/eP+5aK4O3lP5wCdRFYnb+gN2b51woYFefAjRu4JItxB5D6k1MtT4LAMhUNURO0KCDJUIZ+sP2cQu/ODl+DdHARwtwjkZhed1tYzUmnDxEYKZOrRfxps+UmuC+iLCGwgi8O7WTsIQV6mgyhVEEKCqVYSU2MEQGWqEVl/c+IZQNt7+aqNpBzf9xhsRQWXhYvnuU8gowtkCKfowWD8IJJRCzt0LydpIZ8bqSwik1reSKgQyDJGhRlWniGbrUtWqTwCL4zEPAUCIj+lqGREE4B2i6EK6g8tzpFLoWg3R/QtkI/04AyIIkGF0eLkgQGqNCCThbJ2ppbsJqnf97NgUrK2oT5XPvOc+PTMD3uOLApwZTTqHUGoELI+PpnGcBLw/rJNa4/J85HuMjDPQCCI9LbW6tdq++KK4NXb5ZABBMLK9iUIIvPfg3EQfOWlCjAEYB3Mn8d6f2PamTGzFfozLoFw+GYDx3e+L1HqkfycARBAQyInkTBbnRrk+woIIArK9DoO3W7gs/dohgGP/vzO78bU8TsB7ht2YwY0OAN6e7FkgwxChRnsadnoH/gDeOZy1+Dw+dDccAGg07ZW82207k5IlQ7KFz9B9u0fa6+OyDL9fSK5wpL3+wZcPzUGAwhiElGSDdMw/oUhT0lYLc33zu8BfJzEAkHrvCSJN8bfn0GWLLpcO1UOR5aQb98POY7DzGElrbEP7doEKsFefJiwX6Eo0OtbOO+/SpNE8zOahGiiS1pPxG2++Hk5PM7e8SN6LCbTCZgYbx6haDQA9vUSp/v4R4t2Rr0sNdjgAISjSlNqpBcL66D5JNrdI3trcaDTtd25L25Hxmu0Pnx5cb1mX5bjMUBiz30wsea+HcAVevYqVQ/r916jOz46u371dfFFQpCnO7KelKMjjPunObt9n2bePBocJ74GNr5+5VHvfvU+paoQzhqBSQYYhNu4j1OiiGex2CKeqSCGwg1Hh6loNmyQgJapSwfYT0nbH9t+48ulG0/76uFjH9senPjh8Me+lJaH1w4PNlpCRHrFgc5KNbYrUQJ5TJANsHGNae6ipCnYwpEgSZBhi2rvEf7/2WrbX+ebSM/1fHBdnIgMH+VhRXwGUmj790aAcPQ6A8xumde3743bhwj0rIpAP+MLhjEFG0T+y9voPgR81mnc+wyfqm2srqsT++xCwjabtHJmfBsIxVdZo2t5J1v6vyz8Bl4+eGtRtXOAAAAAASUVORK5CYII=) 2 3, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 2 3, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 2 3, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 2 3, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 2 3, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFiklEQVRYhe2WXYhkRxXHf1W36vbXfPR8JDMZd2d6l3VJMIjoJkTjw4I++iAIwuDHg0kcBI0PKj745qOoEDVqP/kUOoSIn/ggPgiiC0JIkEWFBDO7O+5ktntnevr27b51b90qH+5sT8/s9DqRLHnxQEPfqnPq/M//X3Wq4P/2LpsY//Dr6w2gB9SBXdFqde83ADmW/COsr19hZeXnXLjwKktLL6j1dXW/AYwnWOHatSnOnr2Mc5AkFzOQYmLoOwxAtFove7AsLT1Dr/cnhsNfilYrvc/5uatAX9BuRat1YsCLP/5QHbgchvonQskZK9xfjDGf+ewXX731vwC4S2PRatl7BeynyXMP1Gc/X/aaeT1FR/U/boz5APD7dwTAf7Oht49HkSEqJWSZI9EG6QSbG+pR4IkDtxcbTds/zXoT99jmhpoHpgBkqX5ZSPkUwE6lfCmWujrnEiQBQgoqSXq1XC5XSwuz50Ew3G7/1ZnkeWe6v2s0bedtA9jcUGfChTO/kKG+lO33qK6dpbxYxxnDcLtNODeHnq2N/F2aEl/fpnpmmbA+g41jTGcfs9f9e9q+8bNG03731AA2N9RKafn8b2YfPv9B07mNs4LZJz+HrK+R/uMlzM6bVFYuoM5/DLyF3Vdw0S2GO21EICgvLOK9Ix8O6V/bwpnMmdvdn+Zx+5snyRIcS/5guHDmV/VHL14qzdfBe6rv+wSqKnHbf8bu3SBcbKBXH0P0riKSbUTWQ2qNDDU+TUEIVK1gR0iQoRLhXP0xG9vF71+JfnscwPFNOC9L4eO6VkFqTbj6JMFsHTpX8KaP1JqgvorwBoISeHdYSRjiqlVUpYoIAlSthpASOxgiQ43Q6umtrwtlo52vNJp2cCdOjmcPqotfqjz0ILJUwtkcKfowuDFKJJRCzp+DeLMYM2P7Swik1oeiCoEMQ2SoUbUpSnN1qaZrXwBWx3MeAYAQH9W1CiIIwDtEvg/JLVyWIZVCT08j9v8GaTE+zoAIAmRYOrpcECC1RgSScK7O1NpDBLUHXjhRgs0N9cnKytIFPTsL3uPzHJwpJp1DKFUAy6LjMo6TgPdHx6TWuCwrYk+wcQYaQUnPSK0OVzswn+eH3y6bDCAICt87KITAew/OTYyRkybEGIBxMPcy7/2pfe/YxFbsx7gMKpXTARiv/sCk1sX42wEggoBATiRnsjlXaH2MBREEpHtdBv9u49Lkq0cAjv3/g9mNrmdRDN4z3I8Y3C5eZN7e84I8XCwMEaqoadjtjeIBvHM4a/FZdORuGAFoNO3VbH+/40yCNSlSKVSlRDZIcGmKP9hILnckvf7olw3NKEFuTNF8xuOHhjxJSNptzFs3vwP8cxzAcQkS7z1BqFHlEnhAgI3jkUOeZiRbFymH5wCIw5eor77noMxC/0ArgiBAqOLo5cMh3nnnXRI3mkfZPCJ0Hrefil5/kzwuOmUWHZ55G0UjFvTMGuXlRygvPzKad4nBDgbkSULW65H1oxGopN0hvnZzq9G03z5W8F3HcNP2hz8YvNW2Ls1wqSE35qCZWLJeD+FyvHoFK4f0+69RW5grrt+9XXyekycJzhzIkudkUZ/k1m7fp+m3jieHCe+Bra+tPDf93nPPqloJZwxBtYoMQ2zUR6jiohnsdgmnakghsINi4+rp6UIuKVHVKrYfk3S6tv/61U81mvbXJ+U6sT8++/7hH7NeUhZaPzG42RaypAsWbEa8tUOeGMgy8niAjSJMew81VcUOhuRxjAxDTGeX6I3rr6V73W+sPd9/+aQ8ExkY6bGhvgwoNbP84aBS+jQAzm+Z9vXvjfuFi2c3RCAf9rnDGYMslf6Vdm78EPhRo3nvM3yqvrm5ococvA8B22ja7rH5GSAcG0obTds7zdrvuv0HPSGQ54TYk3AAAAAASUVORK5CYII=) 2 3, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 2 3, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 2 3, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 2 3, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 2 3, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 2 3, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 2 3, auto;}
}
div.testarea{
animation:rwdcur176585 3.2s linear infinite forwards;
}
