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5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,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) 2 9, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,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) 2 9, auto;}
16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,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) 2 9, auto;}
22.222222222222%,27.677777777778% {cursor:url(data:image/png;base64,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) 2 9, auto;}
27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACy0lEQVRYhe2V0UtTURzHP/c6p65csmb04CRETIQhIRjIoB4isN4yQfI9mBDWP+CDLz30kL406iUIDFF6zKCnCrGnHmQgkmLNDRI3TDc1t93d08O9d22zc500lcAvnIfzO+f3+37P73fO78AJQ/kHXxdQC6gFNh3YA3aPUoATaGgdnb9X7fH156409IgaI4yynUuKxObM0l3vMLAJZCotwOULTvbU+3tfoqhNANrlOoS7qjhoWmjZ+fCDb0OdrzggG6rdYgmcBvmtNxY5gJLK7dsoahSHo8sfuvTk8x2MjEnhOISABuPkivsPkx4TPxJT+s/0lurxXlXOn70pahQHgBrXcJ3peAy8B9ZlQcstgat1dP6+s7HlqWXQ0ztTiw8vDmOkOINxUlfbu18f1W2lTU1kAcjEVx4tj3S+QFKKcktQW+3x9ednQo+Z5AkgiXHzk0Dia2/dNTWejllbTb9aWWAVwO/3LwHXbQSoSlV1jzXRkuvPMU6klezTgF0tlQhZBtNPelAVIBwOtwYCgbc2IooCZBLfF5A/MS0TX1mUEUoDT0xMuGxE6IUTZ2NLO/Lb7TDXDyegubnZToQuctm5PEO9N4jRCUtfkQNwmesAmH46EhSl1kbEXnYjOp2fKWpT+9jaOOAF3KYYN+BtH1sbL+wTpt+eTID1DIUQIm9cXV1lcHBwd3Z29jbwwTRf6Hi29aUwOEKPaalEKBNfWXQ2trQ76r3B0vWFoXNdlNEHigTIRPiCkzeMTljQjGQQIpkKz/RFQwOfsPkTpM/jb+WIhgbmUuGZPoQek/kZ5HrMJJ+zIwebDFiQlcP6DQv7g8hl57Ib0enlkc7XlPkb5n3tEIlERCAQ2KH4YroAD8ZFtIbHtB8atgJsRFQMBwo4ahFlCThKEfuIuru7c4CQDfMDq7yASCRikR8rStN77DhRcoATJafSF+oUp/iv8Bu0eOWh5iYrVgAAAABJRU5ErkJggg==) 2 9, auto;}
33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,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) 2 9, auto;}
38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,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) 2 9, auto;}
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50%,55.455555555556% {cursor:url(data:image/png;base64,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) 2 9, auto;}
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66.666666666667%,72.122222222222% {cursor:url(data:image/png;base64,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) 2 9, auto;}
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}
div.testarea{
animation:rwdcur148101 1.2s linear infinite forwards;
}