@keyframes rwdcur118586 {
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8%,11.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
12%,15.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIoElEQVRYhaWXe0xU+RXHv/cxdx7ceUNxsbA4o4LjsmxVjMR1nLQprlZdFlhTgg+CNqSiNG3jatM0mtTtZmqU+qgxSwjGaI2JRbNWmoggKgEEQcDHOsYwLFKCDuDMwDLMff36RzM3oFUw+0smcx/nd87nfM/53fu7DH7A6OnpSXc6nX82GAzfFBcXM9evX298Vx/UuxiLosj29fW5Ozo6fvbtt9/mNjc3u4aGhlBeXt6/devWTK1WG/xBAKFQiLt8+fIynufv5ufnCwBQV1eX09ra+vNAIPDT58+ff9jZ2cmGQiFQFAVJkiBJEsxmM/Ly8iSz2VyzcuXKQzk5OXffFQS9vb0/2rdv38OqqqqK4eFh7tGjR46dO3d2O51OYrfbidVqJVarlVgsFmIymQjP80Sv1xO9Xk94nidGo5FYLBby8ccfy6dPn67s6enRvRPA8ePH88rKyv4jiiI6OjpSysrK/AkJCYTneaLT6YhWq5320+v1xGAwqP8xAIvFQmw2GykpKQkdOXKkorm5eeGsSuD1evMuXrx4rqSk5GQoFNrq9XrjJUkCIQSEEHXCq8eEEFDU/9xoNBpwHAdZljE5OQlFUbBkyRIpOzu7Mz09fVir1Q5u27btV1MB2NjBhx9mXrtz587Qnj17fqcoChiGAU3TIIRAkiQAAE3ToChKDUhRFBRFQQxUEAQwDAOtVgtFURCNRnH//n3W5XJ9EIlErnk8nj+9tQxtbW2bPR4P0el0hOd5YjKZiMFgIFqtlnAcRziOIzqdjuh0OmIymYjVaiV2u51YLBa1TDzPk4SEBBIr3/79+/1Pnz41vSkmHTt48eKF7dKlS7/v6uqCTqeDXq8HIQSKoqjGiqJAFEWIoohIJAJBEEAIAU3T0Gg0AKDeF0URLMuioaEhNRqNemYEaG1t/bKysvIjQRDAsixoWr2l1pmmafV6TOLvv/9eBYnZyrKszunu7kYoFFr1VoBgMLiwqalpx+TkJACAZdlpDUbTtNoTLMuqgLH+EEURsiyrvSFJEiiKUuf39PSkvhWgv79/44ULF9iY5LIsg2EY1WEs8xiEVqsFx3FgGEYNGMs6pkLMF0VRuHLlSm5dXd0v/x8AAwA2m+237e3trtjSmaoCANW5LMuvwSiK8tpynGqjKApCoRDt9/s3btiwQWppaWmaCsAeOnTofGVlZYEgCKozURRht9sRCASgKAoMBgOi0Sg0Gg10Oh0mJibUACzLQhAEtS+m9g5N04hGo9i/f38rTdNder2exiuDTkhImPB6vT12u12VzWQyobS0FHa7HRqNBgUFBaAoCi6XC0ePHkV+fj5cLpeaaSzz2PyYGjEF586d21ZSUvLrwsLCv7wGUFxcvD07O9ubnJysTjAajQiFQkhPX4TExEQMDg5i79698Pv98Pv9WLduHZYvX45NmzZh/vz5mDNnjupwajkIIXC73XA4HJfe2oR9fX3/MJvNj2KZPHv2DGlpaVietRq/Kd8Dk8kEn8+HgwcPwufz4dSpU/jss02wWX+MM2fOwePxqA0JYNrT0mq1Tuh0us63AqxYsQJut1uIOSGEYGhoCFarFSazGQsXLsSOHTtw//59rFq1Cg6HAxqWhV7HQ5ZkOBwOeDye15wTQhAMBg23b9/OexOA+i7geV5degzDYO7cuejr68OLQB9yc3MhyzISExPhdDqxbNky3LhxA0YzhYYbdSgoKEBycjLq6+tVBQghSE9fhM2bN/9xZGRkA4DTbwUIh8PQaDTqJiMtLQ05OTkYHR1FdXU1BgYGYDKZYLfbsXjxYmRkZKj17u/vRzQanZY5RVHIyPjgxbp1v/hbJBLRlZeXv0kEoKGhIXX79u2BTz/9NGQ0GgnLsuTYsWMkEAiQaDRKRFEkk5OTJBwOE1mWycTEBJFlmUiSRIaHh0ljYyPZuHEjYRiGsCxL9Ho9SUpKImfPnj3+5qhTFOA4zvbJJ+sKBwcHjt6+fdslCAJOnDiB9PR0pKSkwO/3IxgMgqIojIyMQBAEbNmyBSMjI3j69ClqampQW1uryk9RFHbvLg+vXbv28EwA0/aEV69erSouLi4ZHx+HKIpYuXIlSktLMW/ePPh8PjAMg0gkAo7jwLIsOjs70dLSgvb2dtVHSkoK4uPjceLE3zcsX571r5kApj2ZMjIyKnJzc4MMw6CsrAwPHz5Eb28vvF4vnj9/DkmSwHEcNBoNRFFEU1MTurq6EB8fr76cPv/888eZmZnK+++nPJkpuFqCKfQPrly5sva7775rSUtL61u/fn3qzZs3MTIygry8PDidTqSmpgIAnjx5ggMHDqCtrQ0LFizArl274HA4lDlz5hQB+ENjY2M8gBkh2Fcv2Gw2hWVZNDY2pra3t2Pbtm3geR5GoxEvX77EggULGjo77zl4Pi61o6MTVVVVGBoawrx58/DVV1/RY2NjR7Oyso7q9fqB2SjATD3x+XyOu3fv/jMzMzNu0aJFLxISEjTZ2dmx74DmpUuXfp2cnLyjqKgo8PLly9VJSUmG7Oxs1NfXY3R0FOPj47DZbEnvvffev1esWHFrNgDTeiAcDg+ZTObauDheAjDsdrvZsbExrFmzBg8ePKhwOp0HAeDw4cPfxMXFnX38+PEZq8UiFBYWYt++faipqcGzZ8/YsbGx3dXV1cX37t1zv5MCa9asKY1GJ+cvWfKTk4mJiaWKooyzLMs8fuz7+osv9hyK2fX29grhcPjmrVu3GtyrV7OpqamJbrfbFggEsGXLFoyOjjb09/dHtFpt3Pnz5ztmo8S0ceTIkYXd3d3E6/1rdUFBQe5M9ufOneOvXbtWV1tbSwYHB0l9fX3VbGO9tkEAgMWLF380PDw8brfb72RlZX0zk5OioqLxioqKLzmOQ11dXTAYDL5xGz4rAADBgYGBXpdrUf7evXuVN9hMG06n02S1WhVJkk4qijLrr+T/ArrOLGLB8hRUAAAAAElFTkSuQmCC) 2 2, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
32%,39.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 2 2, auto;}
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}
div.testarea{
animation:rwdcur118586 2.5s linear infinite forwards;
}
