@keyframes rwdcur115432 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 8 5, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 8 5, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 8 5, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 8 5, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 8 5, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 8 5, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 8 5, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 8 5, auto;}
50%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEUklEQVRYhe3Xa4hc5RkH8N/M7MzszGYym8luurvVja4aFvEa3CpWWqyl1IaC9wteQiGgfhA/qGibtsF+sRRtv9hC+yGFmlJNGkSlIlRj1CjEGxqyJqabzcU1Y0w2m9nNXubszJx+OGP9UNg9G7b4pQ+8HA7nPf//n+d5n8vL12ypRUN6wO+s8rJzrfMD/YlrLPGm3fP9ljgdrh8esWQidMnMtJlPDrvqVM39EvrsJN/B1DewzVqTDtto+1xYLQshvmLYo8W0+1bk9J6XJlWir8CWMobpvp2x0QJ7JxS6C5mJn03MSR5bwAXv+97ZZ3i1bynlaT6uMBtyVpbnD6KODOVx7i5cL9Peamt986Y42POG4PwPJPOt6qt7GTpGMMvyEt1paglyCV48wMFRBOjCu1gXL7zJ+TbM1v1+aYnxKUZOsmOUsSrZNPkUmRYGelmWJX/IG7a5PDWbGohDThwPvGP/OT369oww1IoaRtEgc2b0HrRgAkXsd6sf2xxXwLwe2HPUvrYs5S93ZlDASoL9BKN4rSmshiWejUseS0Ch6slnBpnMi/wVNEXUcB7OQh7fRBbhQuhjCBi/ySsOCQSYZHmGm8+l9Qh2Y6i5cRd2CYy7elEFgIR3jCPFiZDuFtZ9F/1N4jYMGUkeTC533dyF57+h49jfPGuFW7T5T+XIZqkmSQ4nXfn+lXbaubbWVpsK6+F2Ka0eNrJoAna89Fb5qq5vd5lCDjOic5BFg8RPE9K3pwXTAcdFfu3BMQMe8t5c2LFCcPz4Zx1rV5ei1tWDzq/IJQn/GAouC7hYFJbx5qo6PB92LA/c0N5xZ//JwtMZKXuXTXpma5mVmMS0KCNmRRnSiu1ImPELuUURAHcrhUU5dYGSoufWlA1unOQojon6QaP5rOCAa6338ny48bIAR5wYmdGQkjWh6rZ/9LADpSZKrrngbb+NQ84CBpILJc6vmFhd0q6hoarh+5s7Hfp8SmWgRoaut3NWbm25/Nim2p/j4sYOwUC/i1btTX7UoVMooSYUSlgqIyUtLesynTYXd93zdGXsT4sr4HE9xSNOdgbZsaGHqxkjXLOh3QWv551SlcCMujZZacm/P6V8c1wBcw8kT3hMh19aSqWXSk81Kr/t5A/XJLUoyaury6k54dSv/mpsQ1xy5joDT+rXb4sC9ovSqyIqQBmO9gZW/bPVlGktkiYFv/mL0fULIWeuLHjQXsP2CUVTzhm4FN34F8v2pCTDmkGj7500+YeG2paFksezjQ74QGi30KDQC0KvCq/9VjG8USGEH0mfNvz8dSDwEzlRgYlOGw0+HKjYfcdUEV4y+z8U0NZsxV8OI3CK8hr2fad+72kzNy1eGj5hWp9Wy0X9P4Mzm98mMGiTlMdt8PHiC/i1Xpc6ZJuo032BNDqwQjSC1fBpU8yn7vKUWHeCeAJgvZ/rdrXPDKv7RF5SVU3BhYq6zJgRGlfX4RFr4pL/3+DfYL1uSK8lYP8AAAAASUVORK5CYII=) 8 5, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 8 5, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 8 5, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 8 5, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 8 5, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 8 5, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 8 5, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 8 5, auto;}
}
div.testarea{
animation:rwdcur115432 1.6s linear infinite forwards;
}
