@keyframes rwdcur243250 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 7 7, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 7 7, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
50%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADZ0lEQVRYhcWXW0gUYRiGn9mWLTZ17UJQOol2Mm0pW2gJociggxSIdmEoWXSxHoIokoKEoi6ibqKklciI3OqmugnpABVlRZEaaKZZSna0jMpdK1mkv4ucYXZ2Zp3VrV5Ydv53vvne9/+/b2b+kVBBCCHkY0mSJCMulrCqxWuyssPMaLlYm7CqxSset9BeZCXdka8IVzxuAWDIs4GarGyEEKLcnambzPvoWdTmJLV4/0oXU0o9PG/wMDevFmvxVgCGfad43uAh3ZFPXXM3lU9bOF26NixZU2dv1GaUEsjiAJkXhpWAYd8pADIObaFj92nAGZbEEWcHINeVoaaFGSMWgI+BJyGkLCr/qyHHOuLsyk8Pua4Mcl0ZlC2ZL3QDRmDVEl/P1DKl1MOv9od8b2zEYvkJwOuGy6Q78oGLkfLpGgGE0Uoot1r1TIlt0xYzaXYaAJMrd3B+02YlsNCVxedPnUy/2salysKoTADcbOrQLYcF/tzfB3oFx982M/SiJ+zijecmjUscMCyHUoJydyYnegXVMyV428yuEX75DCvv9wyPSzwSJICyJfOF3MEFNX9q/GbNAgCmX20DUMQHBn+ENJ52PBqvLUVYE8pCBRphIzji7LpiRrwWknr2Wufjna1RLvUqWCLaMwl5tpF4oxhDA3qz6n71xdCE0Tk1rxcTYkAtGkkslggx8DdEs7Om8bDtBQBB8TOyATX0gvU4M+ciIcTAWJOMBxbvo2fSzaaOfy6sGPhvyiOwgrJpEJMnhj0YYw7tozjk9Tja5iEW0L6So95EenNKxOplK5TxjTu3qfJ3caW8EnfReuryKii7Vx/z7bsibk9JFXdrfSI44Bd3a33C4XQLh9MtEp1uhffmlJheyaiKvrO7EVtScgg3MT6BYMBPsL+PwvqzUH+WwZ4u0zlNL5U9JVV862wlcZ4TW1IytviEkPODPV1862xVxonznPz48GrU/KYNeHNKxJz0WXR1vySzeBXtvuvIvTC1qoC6vArUvXHtzi1TvWDawPZFS8Xe84eZsaIYW1Iy2iKXWiSqLxxRxgc3VnH0yYPYGZBNnOx7r/RBsL+PuLQ5BAN+bPEJFH0PIH86mhEfE+wpqSI44BfBAb/QHo8l34RoLzi2cN2+5HdDBO53kOb/hfq44XXr/mjz/Qb0Ia4p8VdqHgAAAABJRU5ErkJggg==) 7 7, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 7 7, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
}
div.testarea{
animation:rwdcur243250 0.93333333333333s linear infinite forwards;
}
