@keyframes rwdcur229944 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEJUlEQVRYhcWXT2zbZBjGf05S2/2TOFnaRWkLVtSMEiaqRiswoaonLqxaL5TzxAGhidOQJkCahIbgwIlxgcMOCMQBaUWTNm0nxGkSkyhtMUKla6PM1bbgJWmTtFvj1Kk5RPHSLE1CKeW52PJn+32+532+93s/+J8hABwbHrEbDS4vacJ/TcBTvZlMrzLVKQPwTs/RQwkO4Gr08NabbxxGbKAmBZPpVQBHheNvnSX0yUcNVVBV9amU6bq+L8We8kBtKmpJnA6HbABNlAn5egkH+0hl04SDfSwmVzDZ3hcJJwXLS5qwvKQJN/qe5dpWEYA/vv4K48JF+3Q4ZL+2tcWS6AVwgucKeVLZNLFIFImOhsq0pUA9qimZ6pT5fMdmyDS56e0lFomykFxkNBJjMblCLBJlMbkCQCwSJZVNYxQy/0iJhiasV+Kmtxe/TyGVTTvv+H0KEe22Ezyi3SZXyBPy9TIeDLStREMCVRJXvQobL5zElrswChlyhTyAk/u4282pjQypbJrkyMl2Y7ZHoBZdXd2IssJwaYORUhGjkAHg064AcbebV+8nHC+8+9ddxmy7bRWaEtB1XUiuLPDhqRMExA40UWbINHkvv74rHbWYL5eZFQTGbJtv+oItSbSlgPrSOADff/EZV70KP3Z2kivk8fsUAGYFAaNQSUVCkgC4tJYT5svlliTaIgDwelRB/+UWUKkFJtu7xp/ZLGAUMkxbljP7S2u5lquhJYGXg0/+8f531wHwH+knEh11vBAQxT2/ny+Xm/7f03QUuDJ3V+DjD3bJ+PjxIyTrHhIdzHg8TFsWl4GRUmXZzgoCcagY0W5ug5YKqKpqD8YnKB89BkAkOsrAYMTxwJBpAhUV1kslZjy751T1xL4JAPw0t8wDw0CUFe7fS7K+9pD+6HGMQoaEJDFfLjNtWQREkSHTdFIy1mL2sEcprke1xouyQqmYR5QVgl3QHwqx/ZvmvDdkmswKAm+7XFze2SEgikxbFmfS2T3jtKWAruuCrutCtUkpFfP0h0KoA2E0UXaC18s9bVktTdj2MqwlA/Dr4h1+nlvgROw5J7gmyrtkn/F4iLvdzlZ+IARqSWzRjToQdoIDxN1uAMcPrbDvvq927xdlhecLBpooI8oKk+lVEpLEOZfAta0izQrSvhSohf9IPwODEf70hXgllaFUzJOQJGf2U53ywadAVVX7/KYFVIrS+tpD4skEE14/37p60ESZhCQ5/cQ5l4Bx4WJDEvtW4EWfn/ObFqVintzaAya8fr7s7eGsWCF2PWUItSSq7V31+2of+q89UDWkqqp2t1wx4qNi0Xle295BpdEdv/IDUGl6DuzwUWvK+p6wngQ8Ofy03IzaRbNGdHlJE24Mj9jUkYA2dsODRtUT9FQuh3L+a3T4tW2blTu/H0r8pvgb+i7OgfVgmkUAAAAASUVORK5CYII=) 15 15, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAECklEQVRYhcWXX0xbVRzHP2Xs9o5Bb2kLDX/cTcNdO1wkmLBgDOrLHnTOJWh8VKOJGh98XGbignHxwb2YmD34YkLCeDDRGCNKTHwzRJ1OhyXCGGDtXCGFtvS2UNpCuD4096ylF1roxN/LvTnn3N/ve76/77nn94P/2WwAJwM9htXk3GzQ9l8DqDdfnl25y4VjMgBvNrYeSnCAOqvBiRdfOIzY5QC+3sgC8OfwJ0Qvv2+ZlgdtZRooTsXpV9/C+8F7VaXCr2pGjs2SsXA4XPFbwcDcbNA2Nxu0fdtyYt9M+FXNeDezymBap9fXjdfhYTCto6pqxW8tEZ4M9BjVMuFXNcPpUHg8ssB4kwenQyGaigHQky9sJCgV/FgxYinCapnwq5rR7dPKgg+mdXryWWalJqKeTq5k1hhM6/hVrcyHJYD9gPAFf+amzUa3TyOaiuF1eFiw2+nK5Qjk0yRTOl+ePsOFYzLn0rGytOwKoBIIc/c/dnSx3OhmMjSD1+Ghzd1C1NPJgt3O2Y0NAvk0M6F5/slv4tveLotRlcKtNPHE9es4HQrS4l8sN7rJsYmdozgdCsmUTo5NJFmho9NX4ms1scwft34ScfdkYDcmioP3GQbdPg0Ap0Ohzd1SmJMVLiciFX3XV1xRDCLQY7ByF2dHBx8mIgztWJNM6QBCC0MNjVx97CExf2l0DK/DU/JNVQyUgGg5QZu7BYA+w2C8ycNSfEXQH03F+OzjqwCMjIxwaXQMgJnpaa7F42U+9wXABAEwlM0B0O3TRM7N8x/+dYJnNIX+/n7i2jXUMwM8/cobtIx+KtYcGADAUnyF1+vqGG8q0LnzF2zu+tZ3X/H925k9fR3oyvWrmnEuHWPBbhd/OaernWZXq1gTmp8U72ZKPrryDp///ndJzAPf+QPuZqNZkgQASVZoaDhesiaTWSef1QXA4uNnWtWnwMq6cjmCkozT1U4ysSiCFZtP6yU0P0kysWjp40AaAJiIr9oePXIEO0eF8+fPPoUkK/i0XpyudiRZIXIvJMasbscDAzAtkE+LWy4cWeL8QC+ReyGhh3xWL0tNsdWUgi/q6wlKstjZVCgKwPmBXr6ZuC/CTGYdWLb0URMDQUmmfymGJCtibCoUFUyYmshndZKJxerrgWpMVVXjxsN9PNnkpKHhOJKsCLpNEADDWzmGt3L88tJrln5qYmD29m1+SCfJZNYFiGZXK/mszm8zd4DdC12zDq0JwMvba9xo85DP6jS7Wuno9BGan+Ti2hZQKMGs6oniIrim5uO5Nq8xthS1AUKIF9e2eMThJHDqFP3TNwmHw7ad9QTcb34eePez86ybwtsJwgRQ0zG0skq9gJkOGguPQ+n/rJpfwzCYvzN1KPH3tH8BcY7npDnfCN4AAAAASUVORK5CYII=) 15 15, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAECklEQVRYhcWXX0xbVRzHP2Xs9o5Bb2kLDX/cTcNdO1wkmLBgDOrLHnTOJWh8VKOJGh98XGbignHxwb2YmD34YkLCeDDRGCNKTHwzRJ1OhyXCGGDtXCGFtvS2UNpCuD4096ylF1roxN/LvTnn3N/ve76/77nn94P/2WwAJwM9htXk3GzQ9l8DqDdfnl25y4VjMgBvNrYeSnCAOqvBiRdfOIzY5QC+3sgC8OfwJ0Qvv2+ZlgdtZRooTsXpV9/C+8F7VaXCr2pGjs2SsXA4XPFbwcDcbNA2Nxu0fdtyYt9M+FXNeDezymBap9fXjdfhYTCto6pqxW8tEZ4M9BjVMuFXNcPpUHg8ssB4kwenQyGaigHQky9sJCgV/FgxYinCapnwq5rR7dPKgg+mdXryWWalJqKeTq5k1hhM6/hVrcyHJYD9gPAFf+amzUa3TyOaiuF1eFiw2+nK5Qjk0yRTOl+ePsOFYzLn0rGytOwKoBIIc/c/dnSx3OhmMjSD1+Ghzd1C1NPJgt3O2Y0NAvk0M6F5/slv4tveLotRlcKtNPHE9es4HQrS4l8sN7rJsYmdozgdCsmUTo5NJFmho9NX4ms1scwft34ScfdkYDcmioP3GQbdPg0Ap0Ohzd1SmJMVLiciFX3XV1xRDCLQY7ByF2dHBx8mIgztWJNM6QBCC0MNjVx97CExf2l0DK/DU/JNVQyUgGg5QZu7BYA+w2C8ycNSfEXQH03F+OzjqwCMjIxwaXQMgJnpaa7F42U+9wXABAEwlM0B0O3TRM7N8x/+dYJnNIX+/n7i2jXUMwM8/cobtIx+KtYcGADAUnyF1+vqGG8q0LnzF2zu+tZ3X/H925k9fR3oyvWrmnEuHWPBbhd/OaernWZXq1gTmp8U72ZKPrryDp///ndJzAPf+QPuZqNZkgQASVZoaDhesiaTWSef1QXA4uNnWtWnwMq6cjmCkozT1U4ysSiCFZtP6yU0P0kysWjp40AaAJiIr9oePXIEO0eF8+fPPoUkK/i0XpyudiRZIXIvJMasbscDAzAtkE+LWy4cWeL8QC+ReyGhh3xWL0tNsdWUgi/q6wlKstjZVCgKwPmBXr6ZuC/CTGYdWLb0URMDQUmmfymGJCtibCoUFUyYmshndZKJxerrgWpMVVXjxsN9PNnkpKHhOJKsCLpNEADDWzmGt3L88tJrln5qYmD29m1+SCfJZNYFiGZXK/mszm8zd4DdC12zDq0JwMvba9xo85DP6jS7Wuno9BGan+Ti2hZQKMGs6oniIrim5uO5Nq8xthS1AUKIF9e2eMThJHDqFP3TNwmHw7ad9QTcb34eePez86ybwtsJwgRQ0zG0skq9gJkOGguPQ+n/rJpfwzCYvzN1KPH3tH8BcY7npDnfCN4AAAAASUVORK5CYII=) 15 15, auto;}
}
div.testarea{
animation:rwdcur229944 3.3333333333333s linear infinite forwards;
}
