@keyframes rwdcur242156 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 3 12, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 3 12, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 3 12, auto;}
30%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFYklEQVRYhcWXbUwUVxSGnzE0aK2W0iBaWbWJ1KZWViGixcS6u4Elui5GaeoPWGNWtP6B1EarEk20AaQpGNq01g+iIialmjQiijQuYIyrRUEXRRH5qGAa0bQdjEZsSW5/wIwzO7NA/7RvcjMf9+O85z3n3jkD/zMkACGEMHRIkvRfEAgTQojZOeWGDiGEsMYnAtB8/aqBTNy8+Spps/7gMaHGhUmSJCkKzM4pp6UkAwB3Wjpx78+hr68PQDRfvyppFww0NeBZsw5ZlgEMCgJY58QBIMsyERER6jo6AjAotzYM7rR0fszOoqvtdzos0QDk7twmAk0NVFX5cLkceNasUxfJ212Ay+XQGa+q8gFw4OA+ClNX8vY7b7Jgc7OBZJgZc61xZWGXq8EwTpZlKk+dVI1poSXUAdDWa2bqJYQQ4r3sY0IIIW5/d1ycPn1ehIK2b7hxWgTngwJJS0DJAWt8Ijcaf0GSJNxp6boJ67M2msp94OA+3bvKUycNxqzxiYZENCWgwJ2WriQPZUcPDS/hEJTcUMKjJQmQu3Ob+a7RhkAIIZa7V4lMj3dU8poh0+MVy92rRgzDGDMvFM9H67UZyo4eIiIiQhfCQFOD4WwwVSBUYo02Mc3eZ3q8atOSMFVAgXZ7OexOQ/Jpsbf4y5BzFUVkWVYOLhUhCSgHznCktPDV1uCwO9Vnl8thGFt56iT3e7p1SRiSgJlxRQXtwsq91vhwa4SENgeCY2q3pYiu+mrRVV8tbEuSTQ8i25Jk0VVfLey2lBHzwpADQhg/x4pXimdznWlMHpCo/aaI4qJCnZcOu5Pa6jPMWOBACKGbF0odBZIQ5p/jlpIMHHYnjf563fuHZyoZu8iOY6lL9953tkq9779Uy7K8Yj7dtEUl6KutAUwOpHMZm0xlWu5eJey2FHHvmRBxBWXi1cRUEVdQJsTzv0Zsz8+fU0OR6fHqwmIaAvr/Vlvu9AQ8sbGGs/zbgyXmGra30n+plojXX1Pb5KVutTt42wVjTGp5sVSTtXVQllkLASi7eZuazM8AmDkOcm0pg/1DVy36e3/TGRwJ2joChuqB1PJiKfNKpbAwkby7VwDYkbR60EBtDW6ApzA2+i0gUrfA2EV25L6n0N6qEgJYllcckoQ259VzIDDhDRYvXgJA4uEbTLVGMtUayYUjP4/aO8W4Msdhd/L0yRPdGFmW0da7akXUfP2qtAUEWVt5FjkPrB8Ag0p8ceQH3SLTkhJ0z93+Rt3z8TF9jJ8wgfVZGwHo7GzX9U+3TIOh+tBQkjmPFbHh6/3sr7jM+HdnqSQa1s4d9O7wR6Tkn6DR5wEgwVFG+fZ4Plx7AgAln0Lhfk+36jBoQhA3b74INL2s+wqTp/Cs9a7aZn9ewaPuXWTkN2GJjsHlS8PlS8MSHUNGfhOPuneRePgGO5JW07pwQ0gCig1lK+q+Bcq3Ozt7A52d7RQmT1Gb9c9L3PHdUseGleYQVpqjPt/x3VLzZqo1ko4ZK0KSyNtdoN7rCAQXEMEYiM2hfHs8/mt+CryTKPBOwn/NT/n2eAZicxj3/Ve0VVymreIyLYUf80rFWQBKj5Si/OQEw7QsN8PFujP8ejuA7fELtpUmYXv8grqocGx7EqiLCgdy6el9gEcalDj3p730hD8h0HJRlV0hoVVAVxyGLJeAPx4/xBIdw4C3hOQ9n1AXFY7/mp8L+1awmVzCSnPo6X1Az70OdU5N1lacx4rwrFlH2dFD6iEUuNmsJqFOgVD/eAomrswX40P0DXhLmNh6V7cLFOOBm81Y4xPVXzUt/tUfcEyMRViiYwAo8E4CUHcFQE/vAyKjJhvmKY4pCmsd/QefePLPPwGfXwAAAABJRU5ErkJggg==) 3 12, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 3 12, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 3 12, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 3 12, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 3 12, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 3 12, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 3 12, auto;}
}
div.testarea{
animation:rwdcur242156 1s linear infinite forwards;
}
