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0%,2.5315789473684%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA0ElEQVRYhdWX2Q7FIAhElf//Z/t0bxrLMizSlDetzBzTCDrGx2NlBWaReVgnmsjtPKRFGfMlzJ8EsEzcEB4AVNwFgQJ4dwavRwCiRw3KswCy59zM1wDSRQbRkQCqzE09DqDaXNXdAU6Zi/qkfeyAIG6yE2IOubYfia1jzd845L2egm4Wug8a4+9H3GSX+Q7QAfHQ5wrRKQhWVyrF1RCintaMqiBUHasdZyHMfORCEoWA8tArmRcCXu+5lKKiLljvtdwSd/+u119Gr78Ns5Hu4BfY7iMwtKWT9AAAAABJRU5ErkJggg==) 15 16, auto;}
2.6315789473684%,5.1631578947368% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA0ElEQVRYhdWX2Q7FIAhElf//Z/t0bxrLMizSlDetzBzTCDrGx2NlBWaReVgnmsjtPKRFGfMlzJ8EsEzcEB4AVNwFgQJ4dwavRwCiRw3KswCy59zM1wDSRQbRkQCqzE09DqDaXNXdAU6Zi/qkfeyAIG6yE2IOubYfia1jzd845L2egm4Wug8a4+9H3GSX+Q7QAfHQ5wrRKQhWVyrF1RCintaMqiBUHasdZyHMfORCEoWA8tArmRcCXu+5lKKiLljvtdwSd/+u119Gr78Ns5Hu4BfY7iMwtKWT9AAAAABJRU5ErkJggg==) 15 16, auto;}
5.2631578947368%,7.7947368421053% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA0ElEQVRYhdWX2Q7FIAhElf//Z/t0bxrLMizSlDetzBzTCDrGx2NlBWaReVgnmsjtPKRFGfMlzJ8EsEzcEB4AVNwFgQJ4dwavRwCiRw3KswCy59zM1wDSRQbRkQCqzE09DqDaXNXdAU6Zi/qkfeyAIG6yE2IOubYfia1jzd845L2egm4Wug8a4+9H3GSX+Q7QAfHQ5wrRKQhWVyrF1RCintaMqiBUHasdZyHMfORCEoWA8tArmRcCXu+5lKKiLljvtdwSd/+u119Gr78Ns5Hu4BfY7iMwtKWT9AAAAABJRU5ErkJggg==) 15 16, auto;}
7.8947368421053%,10.426315789474% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA0ElEQVRYhdWX2Q7FIAhElf//Z/t0bxrLMizSlDetzBzTCDrGx2NlBWaReVgnmsjtPKRFGfMlzJ8EsEzcEB4AVNwFgQJ4dwavRwCiRw3KswCy59zM1wDSRQbRkQCqzE09DqDaXNXdAU6Zi/qkfeyAIG6yE2IOubYfia1jzd845L2egm4Wug8a4+9H3GSX+Q7QAfHQ5wrRKQhWVyrF1RCintaMqiBUHasdZyHMfORCEoWA8tArmRcCXu+5lKKiLljvtdwSd/+u119Gr78Ns5Hu4BfY7iMwtKWT9AAAAABJRU5ErkJggg==) 15 16, auto;}
10.526315789474%,13.057894736842% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA0ElEQVRYhdWX2Q7FIAhElf//Z/t0bxrLMizSlDetzBzTCDrGx2NlBWaReVgnmsjtPKRFGfMlzJ8EsEzcEB4AVNwFgQJ4dwavRwCiRw3KswCy59zM1wDSRQbRkQCqzE09DqDaXNXdAU6Zi/qkfeyAIG6yE2IOubYfia1jzd845L2egm4Wug8a4+9H3GSX+Q7QAfHQ5wrRKQhWVyrF1RCintaMqiBUHasdZyHMfORCEoWA8tArmRcCXu+5lKKiLljvtdwSd/+u119Gr78Ns5Hu4BfY7iMwtKWT9AAAAABJRU5ErkJggg==) 15 16, auto;}
13.157894736842%,15.689473684211% {cursor:url(data:image/png;base64,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) 15 16, auto;}
15.789473684211%,18.321052631579% {cursor:url(data:image/png;base64,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) 15 16, auto;}
18.421052631579%,20.952631578947% {cursor:url(data:image/png;base64,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) 15 16, auto;}
21.052631578947%,23.584210526316% {cursor:url(data:image/png;base64,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) 15 16, auto;}
23.684210526316%,26.215789473684% {cursor:url(data:image/png;base64,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) 15 16, auto;}
26.315789473684%,28.847368421053% {cursor:url(data:image/png;base64,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) 15 16, auto;}
28.947368421053%,31.478947368421% {cursor:url(data:image/png;base64,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) 15 16, auto;}
31.578947368421%,34.110526315789% {cursor:url(data:image/png;base64,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) 15 16, auto;}
34.210526315789%,36.742105263158% {cursor:url(data:image/png;base64,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) 15 16, auto;}
36.842105263158%,39.373684210526% {cursor:url(data:image/png;base64,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) 15 16, auto;}
39.473684210526%,42.005263157895% {cursor:url(data:image/png;base64,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) 15 16, auto;}
42.105263157895%,44.636842105263% {cursor:url(data:image/png;base64,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) 15 16, auto;}
44.736842105263%,47.268421052632% {cursor:url(data:image/png;base64,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) 15 16, auto;}
47.368421052632%,49.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,52.531578947368% {cursor:url(data:image/png;base64,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) 15 16, auto;}
52.631578947368%,55.163157894737% {cursor:url(data:image/png;base64,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) 15 16, auto;}
55.263157894737%,57.794736842105% {cursor:url(data:image/png;base64,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) 15 16, auto;}
57.894736842105%,60.426315789474% {cursor:url(data:image/png;base64,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) 15 16, auto;}
60.526315789474%,63.057894736842% {cursor:url(data:image/png;base64,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) 15 16, auto;}
63.157894736842%,65.689473684211% {cursor:url(data:image/png;base64,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) 15 16, auto;}
65.789473684211%,68.321052631579% {cursor:url(data:image/png;base64,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) 15 16, auto;}
68.421052631579%,70.952631578947% {cursor:url(data:image/png;base64,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) 15 16, auto;}
71.052631578947%,73.584210526316% {cursor:url(data:image/png;base64,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) 15 16, auto;}
73.684210526316%,76.215789473684% {cursor:url(data:image/png;base64,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) 15 16, auto;}
76.315789473684%,78.847368421053% {cursor:url(data:image/png;base64,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) 15 16, auto;}
78.947368421053%,81.478947368421% {cursor:url(data:image/png;base64,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) 15 16, auto;}
81.578947368421%,84.110526315789% {cursor:url(data:image/png;base64,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) 15 16, auto;}
84.210526315789%,86.742105263158% {cursor:url(data:image/png;base64,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) 15 16, auto;}
86.842105263158%,89.373684210526% {cursor:url(data:image/png;base64,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) 15 16, auto;}
89.473684210526%,92.005263157895% {cursor:url(data:image/png;base64,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) 15 16, auto;}
92.105263157895%,94.636842105263% {cursor:url(data:image/png;base64,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) 15 16, auto;}
94.736842105263%,97.268421052632% {cursor:url(data:image/png;base64,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) 15 16, auto;}
97.368421052632%,99.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
}
div.testarea{
animation:rwdcur29298 1.9s linear infinite forwards;
}
