@keyframes rwdcur197202 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 5 13, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 5 13, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 5 13, auto;}
30%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAH8UlEQVRoge2Xb0xU6RWHn3tnhhlgdlAkzNQoE9jiIuuSKayNVCqSbvvBGqONWXfTZKOb9IMmTTbdbBtC/2ijaRpM6oeaxhJtY6JF20jMpkZLjZDFqt3oAGGLMugWFAZGxBkZBuZy7z39cAFFBMHdtV/mSW5uMvP+Ob/3nPeccyFFihQpUqRIkeKFsc3xu3vybbwsQ16UZwmwA1uBHwD/BR4B8hJtWhTPEmACPqAW+DagA4NA/CXatWDmCiEVeBd4HagAXgNGgDAw8RXYkQasBkqBALACcAIxXjCM3cAll8slJSUlUlhYOAF8DvwGKJnc8MsiAPwF6MMyVibffcAp4M35Js/lAR1Yn52dHdi5c6eyceNGdXh4eEksFntT07T1gDK5wShf7H58Czjpcrk2BAKBVyoqKpSysjJWrVqlZGRkvDI0NPS6YRibgDasA1wU76uqOrJ79265ceOGXL16Vfbs2SMrVqyQScM/BjbzOGMtFg8QBOTDDz+UmzdvimEYIiIyMTEhnZ2dUl1dLVgH1DM5flF8Ewhv2rRJjh8/Ln19fRKNRuXcuXPyzjvvSG5urgAPgBNYbrYvcv2fAsYHH3wgsVhMREQePXokn332mQwPD4uIyOjoqNTU1EyJ2LdYAXlAMBAIyKFDh+T8+fMyOjoquq7L3bt35ejRo7JlyxbJzMycAELAL4GiRQgJ+Xw+aWtrE9M0pa2tTbZu3SqBQEA2b94sLS0tYpqmdHV1SVZWlmCF0aK87Qb+mpeXZxw4cEBOnjwpV65cEV3XRUQkkUhIR0eHHDx4UEpLS0VV1VHgE+B9rDSszrN2LmC89957Eo1GJRqNyq5du6ZOWgDZvn27DAwMSCKRkG3btgmQBJY/vdB8p5UAuh4+fKiHw+E0v99PT08PPp8Pv99Peno6xcXF+P1+SktLaWhoyGhsbKwIhUJFhmF8Fyu0mnh2/cgG1Pz8fNLS0ojH41y+fHnGgE8//ZREIsGSJUvw+/1gZb5ZHphPgAm0jYyMxAcHB7MNw0BVVYLBIB6Ph+zsbBRFwe12U1lZSXFxMZWVlZw4cSLn2rVrb0cikQpd188AR4BuQHti7UcAsVgMwzBwOp1UVlbS1dU1PaC8vJzMzExEhEgkMmXPrMOYK40++f9Wr9e7tKioCJfLhWEYJBIJli9fjs1mTZ8SUlRUxNq1a8nJyVHu37/viUQiZaZprscqSr1YxZDJ908Mw3Du2LGDpUuXUlhYSFdXF3fu3GHDhg3s3buXwsJCxsbGqKmpIRqN9gC/B8afY/MMlgOfrF69Wmpra6W+vn76aW1tnb4PT5NMJqW9vV0++ugjyc3NFYfDMQY0A2/zOB2eBaSlpWV6nmmaEolEZqx78eLFqXtximdEzPM8YABlDofjG2vWrFG8Xi+qqqKqKvF4HI/Hg8czOz3bbDZyc3MpLy+ntLQUl8tlHxwcXDkyMrIRKABasIrh9wsKCtR169Zhs9lQFIXMzExU1br/4+Pj1NfXc+nSJYD9QPuLCHgVqMrPz7cXFBRgs9mmN4jH4yxbtoy0tDQURZkxUVEUnE4n+fn5lJWVYZqmEgwG0zVNiwB/A24DP4zFYp6qqipycnJmbR4KhaiurmZ4eHgA+DEz7xEwf6oD6+J0xePxaF9fH6ZpYrfbp5+xsTE6OjoIhUJo2qy1AbDb7Xg8HnRdJ5lMjmOFUhyIACevX79unj17lomJmT3i2NgYZ86cIRQKmcAfmaMbfp4AsDJIZGhoCE3TsNvtOByO6efu3bvs27ePU6dO0dvbi67rMyaLCG1tbTQ1NaFp2h3gH1i9FkAd0Hv69Gk6OjpmzGttbeXYsWNgXf4/zGXc80Joasz3nE7nq4FAAK/Xi91ux2azYbPZsNvtBINBjhw5wu3bt0lLS8Pr9eJyuVAUhVgsRl1dHRcuXBhPJpP1WJdxSsAw4AyHw9/RdV156623cDgcPHjwgP3799Pc3KwDvwAufREBBvCaqqrr3njjDbWwsHA6hKa8MDAwQGNjIx0dHTQ1NdHX10dWVhbZ2dk0NDRQV1dHOBxuBX6N1cU+SSdQ0d3dnZeXl0dJSQlHjx6ltrYWEfknUM083yALEaADX1MUZdPKlSsdZWVlM0LI4XAQi8Vobm5G1/Xe0dHR0K1bt7Jv3Lhh7+zspKGhgVAo1G8Yxn6skzSfWn8M+FzTtK3t7e0uu93O4cOHGRoa6gd+hNWJzslCBAC4DcPYnJGR4amqqsLtds8QICI0NjYSj8evAz/XNK1/YGBgWTAYXNLf3z+h6/qfgGNYbfizuAfYotHoxosXLyqRSEQDarBa9nm/NxbaOd4zTfNeOBxeoWkaLpdruh6oqorP58Pn8xGJRPJM03wE/NY0zQumab6L1cP8Dive50LHqrLlmqZtAo4Df2a2t2axkCwEEAV6I5EIg4ODOJ1O0tPTpx+v10txcTEOhyMX63s2AfwL+BnwK6wTXsgeu4HTWKefWIhhCxUwDgQTiYTe398/LcDhcJBIJOjt7eX+/fuISBrwdR57NgEMLHAPsFLmDqwasSAWGkIa0G6a5viVK1fcbrcbXdfp7u6mtbWVnp4e7t27p0+Gz0tFef6QadYAH3s8njyXy8XExIQ5Pj6uJZPJqGma/wH+Dfwd6AKGvgpjn8ViBCwB9gB+LI+EsWK7F8voYRbZ6n4ZLEYAWBnFjpUddB5X1BQpUqRIkeL/wv8AG16wUL6Wv2oAAAAASUVORK5CYII=) 5 13, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 5 13, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 5 13, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 5 13, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 5 13, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 5 13, auto;}
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}
div.testarea{
animation:rwdcur197202 0.33333333333333s linear infinite forwards;
}
