@keyframes rwdcur30296 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADqUlEQVRYhcWX32scVRTHPzMuYQlLG68lrFLjIjGWMFIbQYMEabc+qA+FQn2pgsr8C/471/ogffFB8KE+CIolSBR/RL0ETWvUIdRQ5LqEUEqQxof7nd274+5m08b2wDJD7rnn+z3fc+65kwTY4wFaDcA6swVsA5vAdeD2IcVPgQZggCeBrFzIM98jAEyJgAd+A24Cd+4ReEJxnwAmgWNVcOvMak1/qFtnGtq0C9wAOno/KJE468nofboEFvh1YKVmnVnOM78ksAngqILsAH8BnTzzY5fEOnMEOK7sjwq8nmc+1foa8DvwDfBtDSikQss6k4r1FPCr1m5YZzyhPLeGkbHO1JXtcWAeeAZ4Ps98O/L5GnDAD3puJNaZd4GzeeZfiRy/IzRkAfwhJQpCb/xHFWVtBD4HnAJO5Jl/Ocq6AFaB76VAAXQS60wbWIg2LVSIbOl3TZs29NwmlK0u4FmBnwRm8sy/pBhXCSermzXg88xvAyTWmRbhiMwCT+s5nWd+sSLxFW3+BSgz2pHs88ALQJZn/lwEvCn/n+OsY/US1W6KcExmROZRvR8DGmrSksgHknGNcFKMwJfKeltnliO510Wkm3VsSRQ4JjIdEXhEEjdFZtE68z7wkxQwwHN55i8ojgO+BL4QyU1gZ1jzloMIOWxZZzqEOVAouBGZU0BLvm9bZ94DbtHrfKwz6wL9SgpsDsp6IIEKkduAlyqTIvOPQK6qwZra0oj6ZYNes+0LPpDAIDLWmV3gMWU6o2WjZzlglgn1XgeKccD3JTDAHiIcOwjlqBHKAGFQ/UmYFZ1xA45LYEK/Bj3pmxWfGmEuHOj+SMf0647ZPPPzQ3yMfCbpqbSvjatAeRqaANYZ3rn2d3cxD49FQrMWQGGd2R3nEttXAc35JvA4oRH77NJTD2OdKe/4c8BZwmhv6hTdPQGBzwDPEjKcHeWfZ74OvAm8AZwGTlhnRhJJhi1E4EvAW8Bi9CUD0FcGgPT8XncNWAE+Idz768DNkaP4oOClxSTS83txDAgn4mPgU+BHwoXUfxlVgMv7oAW8SJByoQS/89FQwfpsAJE14ArwORU14svoCOESmgPOABeA1kHBBxGJVLtMKMsqmpZJBF4226vAReh9vd4N+AginwEfAstAkVTq/TrQjr9e7xV8BIlLwEpKf7O146wPC7yMB11V2wSl51IGdPphAo8gcRE4kxJk/9/BqyRkr6XA6fsFHpMQ5nyC/ju+X+CllU3ZJfCg7F9st5FQ8gLVRAAAAABJRU5ErkJggg==) 15 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
}
div.testarea{
animation:rwdcur30296 1.0666666666667s linear infinite forwards;
}
