@keyframes rwdcur75616 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 5 2, auto;}
25%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFHklEQVRYha2XzW8bRRjGf7M7u/5o1nbTNm0B5YAUsakq1A8IRb31hIpU/oRy5M6/wA1x5d4romd6QEioDYdIhDQKKKqiFqo21CZ1XDu2sx/e5TAz67Vj5wMx0qvdsWff53mfeWfmHcHJmgVIwNVmaUu0hdpi3T+yiRMAF4EyUAFqwIzuGwI9YA9oAW3d3z+KyHEISA02C/jlcvnLJEkuARcGgwEAaZo2gedxHN8HtoAXwDbQ1KTi/0pAoqKd8zzvG+CTNE1J05QkSQw4hkgURUgpn8RxfA/Y0GQaKFUmkrAPAbcAD3irUql8Z1nWx0IILMvKzLbt7CmEQEpJmqZnLMv6MEmSFiofukCg39OTECgB56rV6reWZS3lgSeZISGEIE3Tgm3bfpIkr1FT0EblQzRJ4mnRzwAf2LZ9C8BEn29mOsy7IaD7tSiKbgGvGebCgaScpkABOF+tVr+2LOttIUQmtzEDZt4NyZwKWJZ1fjAY7AB1TeRAQlrjyLq5QMW27SUDngcz74ZU/j/zuzHAB95BLV93HGjaFLhAJQ947do1pJSsrq5m0QLZakiShMuXLxNFEZubmwYcYB44N43AoQoY8OvXr+M4DrZtc+PGjSxKKWUW+ZUrV7BtG8dx8H0/nzM14OxJCEjUrlfJO86DmmkpFAojfSllJv3CwkKmEmoTq2i/I6pPIuACM3Nzc/eAkbk1q8D0C4XCgfnPrxYhBLVaDWBOk5gZV2FSDkjNFoDd3V1c1x1JusXFRSqVCgsLC2xsbNBqtWi1WgwGA5IkIY5jgiDI+7wAnNF+5TjYJAXKpnP69Gl+ePBgZMDnd+8yOzuL7/s0m02klHx///7ImI+WlvLds6hcKB9HAWt80Gd37hDHavnWajVcLfPu7m42NZ/evj3qZWcn3yvnwEemfVoSZsTW1tYQQlAqlfA8L0s2hbGDEALHcXBdxTmKIrrdLltbW+N+3XHf0xSIye1W4xuPyYMgCIiiiDiOcRwHx3GyHMhlf76F476nKWAqG4QQXL16dWQZgtp0giCg1+sRRdGICmac7/t5nz1tIWNnwSQCIdBrNBpf5Q8XA5ymKXEcZ9HHcZzVA3mSJjdarRbADqomMCQOJRDrwX8DrK6ukqt8MkBzCiZJkkmf3wc2NzfzPreBf1DH8pFTEOqBr2zb7gGsrKxkIGmaUq/XqdfrNBoNGo0G9Xp9pEp6/PgxQF69F1qF9rgCk47jRP9e7HQ6jVKpdNOyLOvly5eUy2X6/T5CCC5evEi1WsV1Xfb29uh2u3S7XdbX17M6IQxDwjDcAR4Ba5pI5ygCoEonG5C9Xq/ked57AM1mE9/3OXXqFFJKCoUCQRDgOA7FYpH19fVMpSAI6HQ6ACvAMrCJqguOVMCoILSljuMsOo5TBXj27Bnz8/PZyuj3+4RhyPLyclaIBEFAu90GeAI8BH4F/tLRj+TAYVVxEbWFXgJuzs7OflEsFudgeEDBMAlNUu7v7/PmzRuAp8CPwM8o+bdROXCskgyGm0YIRP1+/3Wn05Ge571j5njcGo2GOYTWNfgj4A/UimoDg3GQwwigP4hRZfUe0Ot0OgPP8941EZtWr9dBrfOHwE/AL6i7gQE/UBHD9JLMNHPlepVTo729vf0KeB9Vbs1ocs9Rkf+mgZ+ilt6hN6OjCKA/Nk7MHrEN/A6cR51yPVSG/6mBzbXsf7kb5lsRFXGNYZklNbm2Bm0xvAMc2U5KAIbXc/M0t2Nz2pnnsdq/k2U9DHBsOiMAAAAASUVORK5CYII=) 5 2, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 5 2, auto;}
}
div.testarea{
animation:rwdcur75616 0.66666666666667s linear infinite forwards;
}
