@keyframes rwdcur16085 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 16 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 23 23, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 31 31, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 24 24, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 8 8, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADxklEQVRYhe2Wz2scVRzAP/Pm7TLZnWS3myxJN9mYJpttI0Vb20BbpEJppYKXFsSLHizowYuH/AUFT7lY40mIZ3PJUVQk2JSKGowiaWoamlrzo02TzXazO5P9MT/Ww05sEE12lhYE84Uvj/dm5vs+877v+wP25f8uSoPfiR3qerq9zt/W9jTke/ORkZHXx8bGvgRaPNWHh4evjI+Pf+zNtXpty0YAhBCv6bp+/sN337/8Ym+qr7C1tZGVgTd0XU8AHwF5aidQehYA8tHKg8yFzl5efevKpzKsU7Usspk1vrp16x7Q4b1XqgegIRecjrb3JPUIgeYWlFAIEQ4Ti8YYjCd60l3daWpukPXYbwRAzi7dPxcIBEEIUBRQFBQpierN4sSRgdNACAg+CwARj8cvfj//W8J1HIzsBut/3CezvETRyCOE4Of7C+cB3YPY08WqT4DA2xcufnDpzNnjSrWK4rqEVAmOzXo2y6NcllKprE/P3f7Crbo5wADKTwtAXH3nvWPnjg9+kkp0id5EJwcOxNB0naZQiEgoTFMgSFskIoQizOn5uVkPoMQuOcGPC8RAd8+bHbFW2d3ejhYOozQ1gVZTtSlEpCVCuqubV4699DK1i7inG/wASMtxetoiUbaqLm4gAIEABIN/qSMlmqZx9FAqdfLwQMoD2DUp+ToBgSLWigYzQYeiFgBVBVWClKCqFKIhJjZXUVVBqjPZx5No+HejPgAoWpVFx7bJZDJUiyVwHKi64Lhg21QKBmXDpFypsPY4u8WTXPBUTsD9YXbma8VyOBuMEiyYVE0DDAPMAlXTQM8ZnAq3srCynJv89ZcF6ihKvsJwen4ufzTV/3y8OdKvKAqK46BUKljFIoZpkM1vsri66l4bH/v87srSLLAKZKlFQvWfbPqpBS5QyseaFx/rGsbDB8RaWtCCQVy3ilkqsraZ4/rvd25/89OP00COWlHaNQz9AtgVy8p0nxrE2swz8+0kbr5gS02T8b5DPHfmJOXP7hnexnlqeaCym1G/1dA2TXPdsiyiBzsotbaw5pQqiUS7TA6eQCgKpmnmgS3qSELQQDFyHCcnFAWhCu4uLCwODQ1dm5iYuKkKBSEEjuPYwLbu2RX57geSyeSlQj6P47oc7OhItLW1lfv7+49sbGSRUpJOp1+gjj9vFMCdmpq6atnOdLFYin9388bDTCYzNzo6OrS0vHxYCDV4Y/L6Heq4fNvitymV1EptDIh684qnklrWcz2ArDfaexn0Iza1C8aOcaevtwEq3vNdN4f/QFu+L/vyJ8gmd3a1q0rCAAAAAElFTkSuQmCC) 8 23, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 31, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADxklEQVRYhe2Wz2scVRzAP/Pm7TLZnWS3myxJN9mYJpttI0Vb20BbpEJppYKXFsSLHizowYuH/AUFT7lY40mIZ3PJUVQk2JSKGowiaWoamlrzo02TzXazO5P9MT/Ww05sEE12lhYE84Uvj/dm5vs+877v+wP25f8uSoPfiR3qerq9zt/W9jTke/ORkZHXx8bGvgRaPNWHh4evjI+Pf+zNtXpty0YAhBCv6bp+/sN337/8Ym+qr7C1tZGVgTd0XU8AHwF5aidQehYA8tHKg8yFzl5efevKpzKsU7Usspk1vrp16x7Q4b1XqgegIRecjrb3JPUIgeYWlFAIEQ4Ti8YYjCd60l3daWpukPXYbwRAzi7dPxcIBEEIUBRQFBQpierN4sSRgdNACAg+CwARj8cvfj//W8J1HIzsBut/3CezvETRyCOE4Of7C+cB3YPY08WqT4DA2xcufnDpzNnjSrWK4rqEVAmOzXo2y6NcllKprE/P3f7Crbo5wADKTwtAXH3nvWPnjg9+kkp0id5EJwcOxNB0naZQiEgoTFMgSFskIoQizOn5uVkPoMQuOcGPC8RAd8+bHbFW2d3ejhYOozQ1gVZTtSlEpCVCuqubV4699DK1i7inG/wASMtxetoiUbaqLm4gAIEABIN/qSMlmqZx9FAqdfLwQMoD2DUp+ToBgSLWigYzQYeiFgBVBVWClKCqFKIhJjZXUVVBqjPZx5No+HejPgAoWpVFx7bJZDJUiyVwHKi64Lhg21QKBmXDpFypsPY4u8WTXPBUTsD9YXbma8VyOBuMEiyYVE0DDAPMAlXTQM8ZnAq3srCynJv89ZcF6ihKvsJwen4ufzTV/3y8OdKvKAqK46BUKljFIoZpkM1vsri66l4bH/v87srSLLAKZKlFQvWfbPqpBS5QyseaFx/rGsbDB8RaWtCCQVy3ilkqsraZ4/rvd25/89OP00COWlHaNQz9AtgVy8p0nxrE2swz8+0kbr5gS02T8b5DPHfmJOXP7hnexnlqeaCym1G/1dA2TXPdsiyiBzsotbaw5pQqiUS7TA6eQCgKpmnmgS3qSELQQDFyHCcnFAWhCu4uLCwODQ1dm5iYuKkKBSEEjuPYwLbu2RX57geSyeSlQj6P47oc7OhItLW1lfv7+49sbGSRUpJOp1+gjj9vFMCdmpq6atnOdLFYin9388bDTCYzNzo6OrS0vHxYCDV4Y/L6Heq4fNvitymV1EptDIh684qnklrWcz2ArDfaexn0Iza1C8aOcaevtwEq3vNdN4f/QFu+L/vyJ8gmd3a1q0rCAAAAAElFTkSuQmCC) 7 24, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADxklEQVRYhe2Wz2scVRzAP/Pm7TLZnWS3myxJN9mYJpttI0Vb20BbpEJppYKXFsSLHizowYuH/AUFT7lY40mIZ3PJUVQk2JSKGowiaWoamlrzo02TzXazO5P9MT/Ww05sEE12lhYE84Uvj/dm5vs+877v+wP25f8uSoPfiR3qerq9zt/W9jTke/ORkZHXx8bGvgRaPNWHh4evjI+Pf+zNtXpty0YAhBCv6bp+/sN337/8Ym+qr7C1tZGVgTd0XU8AHwF5aidQehYA8tHKg8yFzl5efevKpzKsU7Usspk1vrp16x7Q4b1XqgegIRecjrb3JPUIgeYWlFAIEQ4Ti8YYjCd60l3daWpukPXYbwRAzi7dPxcIBEEIUBRQFBQpierN4sSRgdNACAg+CwARj8cvfj//W8J1HIzsBut/3CezvETRyCOE4Of7C+cB3YPY08WqT4DA2xcufnDpzNnjSrWK4rqEVAmOzXo2y6NcllKprE/P3f7Crbo5wADKTwtAXH3nvWPnjg9+kkp0id5EJwcOxNB0naZQiEgoTFMgSFskIoQizOn5uVkPoMQuOcGPC8RAd8+bHbFW2d3ejhYOozQ1gVZTtSlEpCVCuqubV4699DK1i7inG/wASMtxetoiUbaqLm4gAIEABIN/qSMlmqZx9FAqdfLwQMoD2DUp+ToBgSLWigYzQYeiFgBVBVWClKCqFKIhJjZXUVVBqjPZx5No+HejPgAoWpVFx7bJZDJUiyVwHKi64Lhg21QKBmXDpFypsPY4u8WTXPBUTsD9YXbma8VyOBuMEiyYVE0DDAPMAlXTQM8ZnAq3srCynJv89ZcF6ihKvsJwen4ufzTV/3y8OdKvKAqK46BUKljFIoZpkM1vsri66l4bH/v87srSLLAKZKlFQvWfbPqpBS5QyseaFx/rGsbDB8RaWtCCQVy3ilkqsraZ4/rvd25/89OP00COWlHaNQz9AtgVy8p0nxrE2swz8+0kbr5gS02T8b5DPHfmJOXP7hnexnlqeaCym1G/1dA2TXPdsiyiBzsotbaw5pQqiUS7TA6eQCgKpmnmgS3qSELQQDFyHCcnFAWhCu4uLCwODQ1dm5iYuKkKBSEEjuPYwLbu2RX57geSyeSlQj6P47oc7OhItLW1lfv7+49sbGSRUpJOp1+gjj9vFMCdmpq6atnOdLFYin9388bDTCYzNzo6OrS0vHxYCDV4Y/L6Heq4fNvitymV1EptDIh684qnklrWcz2ArDfaexn0Iza1C8aOcaevtwEq3vNdN4f/QFu+L/vyJ8gmd3a1q0rCAAAAAElFTkSuQmCC) 23 8, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 31 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 23 8, auto;}
}
div.testarea{
animation:rwdcur16085 5.3333333333333s linear infinite forwards;
}
