@keyframes rwdcur189457 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 13, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADzElEQVRYhZ2XwY7cRBCGv+6ZcZzZZUlWSQApSDwAEoIcOIRDw4Ujlxx4Bt6LWy48AXPlEIkbF8QBQiCb0RBNJh6v3W5z6Kpxj+P1zG5JLbvbVf3/XV1d1TYMyGKxOANOpQFY4FPgXPqVNIDNL/d//unLV19/DrwANkDhnBua+h2xA+BTIEvAAR4C90R/CpwBd6R/OmszZGwqY/lR6H0CAt43zhLwc+Aj4L48P/nt7q8/TtsZCTjAdLFYvLO4gwQScEvn4lPpfwC8D8yTdnfuT3mvvgPwIfCAznPZE55NDxHYKcjq0/FKgDOie896ttnL+Ysf8uY2la2UvBW9HFg+5VF5iEDqgSG2JRBkwqJndw4QTKA1LUJ0R26A8EEC6XuQZ070RAH8Dfwnff45+ev7YBrA0Eb1NfvxMz8mDq5SCHQRXwGvZexCiGh80BjP5aSEuOo5ceVW9I+PgQQUAZjLuxcC0O1vVdualhZvK7zxELfLi11ISR5LwCd9n4yrB3SPAxBqe0kgEExDawJ0XrK956jstsA553sGZdJfC4CV8VVjGgAa03Bpt6qf2pbsB+Y4gcRQJRCDzyfvK+nnLS0Wi8EwC7cgnopM9EohbXvHe5yAcy4kJHT16WoqGfeXdst6+pra1BgMxASUyfdVYn88ASHhk1WoTk6XD0rg+XbylsqWbCcb3k7WAH8SC5EnZsQbpWIlEZxzG7ror+g8oCBDkh5frZyjRA6xrARMvZDpU9zelzIhkAF5WZjRk3CIgEaxBpi2fNrOmLYzDIaWFuK29fd9ns/bq7w1TkDSqFZCT4zqnYvVA7adaC1IV6rzWomp6xEQ8HnyXWt9kOZNa8nDnNvhhBN/Rht4SHdJUTu/WCzG8K88ImnWy+lKbSHEzrLQ1Z0pBmN3KTgDlsR4qA5dzYauZCkxDaZ+as6J+y6yywP91D7q/hRoaCx1ZUFXanOg8qbGYhVciamu2qd3iKMJKKhmNZ1Yc8HOJuzXGtVLY+VaN6Ju3n1ymgu02o2d65Dor465mg95QAFScloZL8TmdM8i7oKny5JL59zB1fdBgF1BGpKKmAt+B557W9OYhsY01KaC6KGltNUTnt27EYEE7CoiHvjji+Xjz4rJG4rJG0pbQPwrKoC1cy4tZtcn4JxLf72GJADLS7uVK1kNsQRfyBPidtyMgMiaA+f4m3+/+3jSzpjEUHoAZJp6n/LoGPyrCchEa/avZqkE9oNx969wHRmthhLJBdGdG3lP+3z18ltdagWEY/8JjyKQkFAvaHpVjxRAkBiogHLkFA3K/2TRcpn1yFCpAAAAAElFTkSuQmCC) 15 13, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 13, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 13, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 13, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 13, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 13, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 13, auto;}
}
div.testarea{
animation:rwdcur189457 1.3333333333333s linear infinite forwards;
}
