@keyframes rwdcur38709 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 15 12, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
75%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABkElEQVRYhe2WQUoDQRBF34RAggsRFxJCvIOeQq/TC5eeYa4TvYQLLyAqkoWIZCExhCkX1RM7yTip6ggi5MPQk1DT/3f1n98De+zxxygynpE49uJYAYvcuo6XfAyM9f4TOAEOgX5mnUuASAhchADfkz8BQ+Aomdxa54JICCIhSAVS6QplrG0W4AwYOOqWIiweEImrkbJctqwCbuP9ZV1oqzsHJsA7MOs6uvBbGKFmnAMLiwd6RVkCUIRAxeaqasNtqwOugON4HQAdqwlP08nTSdcN91MdcN00scUDXfQVGgL39T4XZbmy58CGsLouks/RfX8BHuI4tQZRH32FBsAdmA23Tj4BHskw4Sw+4EUrOfijWGKwrLS5aQss5F4Byzy4iYSpiPQ/K7lHgGQarpXcKsCchF5y8J+GbXCTWwVsTcJccqsAaEnCXchhxyTcldwqABqSED1YAKa55B4B6yJG6IkG8AY855CDtteKNI4X6MprAa855JD3VdxHz/KD+PsjXm7yXAGgnUszqemzfI//gS9i7gct1Uzi7wAAAABJRU5ErkJggg==) 15 12, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
}
div.testarea{
animation:rwdcur38709 1s linear infinite forwards;
}