@keyframes rwdcur152716 {
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7.6923076923077%,15.284615384615% {cursor:url(data:image/png;base64,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) 3 7, auto;}
15.384615384615%,22.976923076923% {cursor:url(data:image/png;base64,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) 3 7, auto;}
23.076923076923%,30.669230769231% {cursor:url(data:image/png;base64,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) 3 7, auto;}
30.769230769231%,38.361538461538% {cursor:url(data:image/png;base64,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) 3 7, auto;}
38.461538461538%,46.053846153846% {cursor:url(data:image/png;base64,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) 3 7, auto;}
46.153846153846%,53.746153846154% {cursor:url(data:image/png;base64,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) 3 7, auto;}
53.846153846154%,61.438461538462% {cursor:url(data:image/png;base64,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) 3 7, auto;}
61.538461538462%,69.130769230769% {cursor:url(data:image/png;base64,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) 3 7, auto;}
69.230769230769%,76.823076923077% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABj0lEQVRYhe2Vvy+DQRyHn7uXqip5NSFKYzCQNIIEQwe7gdHI4D+Q6CQhEoOQWPwFXdkNEgsLjdj8WIRYLI0fKfWj3vsa2gppNClNGe5ZLpfL3ef5Jnf3Vax6QoG4o4rmVeVzeJXQ1Q60AlbAClgBK/DvBIq73592Q4vF8hMmNjQLF/6fbi/vnS+/zOPoOYRttL5DMQR0AQbDGnFnrrICS4/t+OumUCqGZwYQOkdiHnsHTqa/SwJNLYKvPvdv7ezWZrg8b2a9+7UcgZpvV1azYyid6O2UUND1uL2GYDPU+oXBHgk8pfkIB0C4oSPSBlz9XmDh1kXpxMiwF/IFDAAXZw6RqIcIuGGDGy7aFcK5T5UTDt81o6bgAHBSCAfojXmI5CoujAXSKQcgSTycqYyAeT4Boi8PX5eVUiD5Mc/jjSZ5rFOYt5lyw6HUJVzJjuLoRLRdWt0WQ12DoGtylWefFJm05vBUJ1EEEW+SWd9RZQUgdxcaG6dBjQN9oEIgr8AlsA9mk/TSFouLpuQ5lhK8A/8UgOrcwHF9AAAAAElFTkSuQmCC) 3 7, auto;}
76.923076923077%,84.515384615385% {cursor:url(data:image/png;base64,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) 3 7, auto;}
84.615384615385%,92.207692307692% {cursor:url(data:image/png;base64,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) 3 7, auto;}
92.307692307692%,99.9% {cursor:url(data:image/png;base64,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) 3 7, auto;}
}
div.testarea{
animation:rwdcur152716 2.1666666666667s linear infinite forwards;
}