@keyframes rwdcur149849 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 19 9, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 19 9, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 19 9, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 19 9, auto;}
40%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE/UlEQVRoge2WX0xTVxzHP1cK3tQSAzqUFerKn0RY1xlHjKAZoowIYYkMH3hxiZlRs4RsWeLDiHtc5h4UndHFTYkJZiEGfHEvozEZKEsh4FgaSrJCNiAxTKClpZRbenvvHhykYFvpnxlN+knuw733/L7n+73n3HMOpEiRIkWKFK8xackQ6ejoyNHpdJ+ZzeaapqamiQcPHriSoftS6O7uzqipqRkdHx9X7Xa7ajabpxobGzNeVv+bEhUYGhoqOnjw4O6CggIKCwsx7DLkdXV1NSXD3EbQJCowNTUliqKIy+Xi+vXr/Hz/ZwAxcWsbI+EAkiQhSRKPHw9y/vz5ZHiKiYQDBINBgkEFj8ebDD8xk/A/AKAoQdLT02lubsZkMmE2m5MhuyGSFEBh8+bNHD58mOPHjyPL8lfV1dW206dPX7RarTH1oYYhWvuEpxCALMsoioI+V8/c3ByXL1/OKy0tzWtrazNdunTJXFVVJRcXF/9y7Nix7+rq6pRIxiPpr7wTBEFY/y4pIxAMBvH7/ciKTFFREaWlpWRlZVFcXEx5eXl1Z2fn0R07drTeuXPnYm1tbX1LS8ueEHP7Qs0LgrDmso2MRA2ZcACNRoOqqvh8PpxOJ1u2bMHr8zI7O0tlZSVnz54lOzubM2fO4HA4Pj958uT9iYmJoRMnTnysqurXQH+o+f/4EBAAzCYTjx4+AsDtdnPz5s01IRKeQjqdDqfTiSzLuN0LBINBti5uJTMzE1EUkSQJURSRZZlr319jW9Y2JEnadOXq1S8FQShRVbUFoL6+fjVHiLwADPU+7N1r7bdy7ty55z9gogGysrJ48uQJgiAQCPiZdy3j9/vx+XyIWi3paWloNBoURcHpdHKv8x4XLlwA2A1w9+5dFFWhv78/UhfvtbS0qGGm/2rCmGltba0ZGBjYr9frnSaT6bHFYulraGhgcXGRQCAAAmSkZ6xOr6WlJaanp+np6cFisazpv6ysTK08dIhdhny2b3+D/fv2U1BUsOor5AcO6zvmEWhubv60u7v7Ws3RGtwuN8PDw5JWq0UURfx+P4FAAL/kx+tZwL+8jMfjYXJykvb29rB6g4ODGAwG3nm7hAPlBzC8ZYi6IrHuo8ccwGazfVtXV0fem3k0NjQyNjYm9vX1IcsyqqoSCATw+Xx4PB6ePn3K6Ogovb290SQzHQ7HgmPsL97d40QfyCUtPX1Ng1OnPolYHHOAubk53cjICOPj4wwPD5OTk4NGo2F6ehpJkvD5fCy43fwzM4Pdbsdqtb5I0muz2SgpKeFhXx8azSaMhYVoRS3zC/N0tP/ErVttEYvj+Qe6gI9Wbo4cOUJ+fj5arXZ1P3C5XNjtozgcf75Ia6V/taqqCqPRSNneveTq9QSDQSzdFm78cCOq33gCaAELUBFHbcT+KyoqVJ1OR25uLoIgcPv27ajtV4hnGfUBVTwL8X4c9Sssh94sLS0RCASYn59nYGAgXPu/wz2MdydeBj4AfouzHmDN/PJ6vcrioo+ZmZlI7Y3hHiZylFgJEXWJicJg6I3D4UgThGfnqlhI9CzkA2qBX+Oo/XH9A0VRiLAFPH+GSDJaoAdQN3h9EU7EaDT+sXPnznDtXwoZwDfARBgDKuAHfgeORhPJzs6OKUBcZ6ENsJtnoxLKJDC7gdr1htuAyFvxK8gVYpg+/9cIJEqo8VfVY4oUKVKkSJHi9edfPTsoksnZoAMAAAAASUVORK5CYII=) 19 9, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 19 9, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 19 9, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 19 9, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 19 9, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 19 9, auto;}
}
div.testarea{
animation:rwdcur149849 1s linear infinite forwards;
}
