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0%,3.2333333333333%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
3.3333333333333%,6.5666666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.6666666666667%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,13.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACNklEQVRYhc2XTXLaQBCFv5FjNuQG5BY5AsIsc5KUF1kAK5dXwCILV06DEUfwLeAGsMEVOgtoeX4aGGES522kknree9PTGvXAB8PlBm5WPAK0O2fjOMQ9XNUAwHrJC8DnL0ffc3j/NZczMNBlLHHAglEQs14ilglPvBFnkTpy9dXhKJkEBCqggqfESyaiPD63j8SAIDzzyoxtQBSbcG6/3psVOGeL6/2MLc+8IiTJ4FP8wHc5Y0uflmniW1SMJQb7gcPnjk0kBgD6tJix5Wb3w3rdCDfA7+JnPZEYgYEFI6czrWde/EIQc/1OQcdUu++BeFzUSQYqhs5PtyDJoFzEX0DFMOEpAEomj3agazxzH/uxzhRXzcJ78HKxUkP4WgXAXAaAtWlcPvtjHKqhmnUG5jLA4cyd61roMhaHq8UhKsK5DOi5aZaJeF+wCuycOBg7oWYiB9Xunmp3nxVriZsG/jUSAz03NfdsC2XxRFk8ZcUKQs9Nk+dBDai4vyMew7k1j7Fg5LqMpeemwVLUGfDFmxA3NRFnolBxDQiHXOOLDDlUQzXrDFQMs9uo98LXKg4Pggbybf0luyAt7MdKxFmbeADjbxgH6u546e845o6LN2kgddC1GhIIG5K40M2OSNuoU51MLpTLb+98JAb8NfcHxKnbrMLiaHfsplTbu5hbYbbld9yeFF8vEZH9KandAZG384I1pk+LO27z23K9CmKKQ3gw0XvLhHhfkpWB/+todgp/63D64fgD0IQDxCbz+TcAAAAASUVORK5CYII=) 15 15, auto;}
13.333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,23.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
23.333333333333%,26.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
26.666666666667%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,36.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36.666666666667%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,43.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.333333333333%,46.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
46.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,53.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
53.333333333333%,56.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.666666666667%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,63.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
63.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,73.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACIElEQVRYhc2XTU7jQBSEv7YYJOYGcI25AoYdc5KskDA7xA4jscpJZpmYK+QayQ2IFCQeC/s5r/8SG4UJJVmROv2qqn/cXYYjw40tWK94BDg7j9rp2h++1UAntrAmjPifsVyegUueJOzwyn3S5HqF1/fsPD2YfZxF7Mj1vw5HSR0RhII58ZJalMdyW0QGBGHOOzM2HtHbEnlbIutV+6iwimu79rPGZ2yY844Qj+UkNwNaeM0pAH8v6mB0PttNsCkth+UOTUQGAK45ZcaGQm7TrCNQAB/upR9ICM/AK/dOp04LSjdFkOT67YLWNDLxxMNNHc1AQ+W269dOWe5N2If2DdiWNlQRT7QJfbjRIw+r9x01ewx8PwqAkvrxfwurZmEaFnG35Bk0EjGH1SoA5nKnfwjYzZJfv5Ja7JM30HIop/ZVzX4GQhND0MiERiZDu0finoFjoTdw5Z6B9LuaQ+mmlG46WEy5VQu6gygU3y5DfjWGG205SmppqFx30C1Us5+BhioRJr5+CO3isFpF1zAqRh0CqvlzNmEakgwRQ9HW7q6PbkP/HGiv1Eue5KvXsTWgG9H2i0KpCh0qkIAfSMLrPZmINEbtSjJDoVw23llEBuya24J/ywoA13kPk7AGVenKNUNqvAu5swYcjit+eUGkoXK/L+LRpdLxFhU23umeCE0kY7n+CpI98eyHSfiRYo2LeZNSM/CzPs0Gih/04/To+AT/7fgpm2iinwAAAABJRU5ErkJggg==) 15 15, auto;}
73.333333333333%,76.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76.666666666667%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur73487 2.5s linear infinite forwards;
}