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14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 34 35, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAFUAAABVCAYAAAA49ahaAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEaklEQVR4nO2cUY7cIAyGTdWXSHulHmZONofZA/QyI+0jfUhIgBgwYIxT8UuRZjOJyXwx2DhkAZaWlpaWlpaWlpaWuGSPTaV+zb6ABs2CSb6RT4J6/Sj7I9meD9NQTvw96oqYJQlzby9uy2zkk58AVQJo2K07gAI8A+p4oDT7pK4PoB8q9QfT7d328N8wzVD5gQqNyVqhcgGYkn5phcohnhuzBynyeAqgM0/lgCHW1TFp8tTe1Onq6lxAG7wUQA/Usmflc0XpyUFWGqCmgUYg7ee17/56X+een3QABWhw7QEKoXogHURM5uuNQT5OnNv9Z0O1xzWcHpcDSVEAuBfuw6AG+WMvSEwscJ8IdQTMWCfcWrCNQAHm5KliQIN2KitNPZL2VDagt+BEsGu+3nSP7fBUqZSKPRD5dtw+7Lthsj/3uoLZDICMpw4D6ntrbt/NBm2igbNxMA+Awf5jn8a5P6qUF9rPK9iHeTCbUkAjjYbK5qWYjZTNGPRNuaCV+s55Yg7oAV3EU1kT+s5ziddygbM/Fh0/b2dcsIcHquRUEupgiwSflJcWuvvtcI5rySjZ/amR2p/j18i3H9tIBqs4QBHH0OB4sxmRlAqDEntwMlJXqBT5q9QIFECw++e+92G0gunOUf2uXws0koZ6KgBMhBmZ8z2uVSqg1gJpjOgZg8dY2go0Ok8FVIrYQcYKwcQpVDE39aUWam8KlrODH7hdxfLEk4j7BeGePRwqJSVK/XAubyTOrtgeHo6GagDAlrxlVGJf9NIw4tMNF7IDse4vVZQutXuCdkDbH7Ukx1mJuf9eY+SuGJUapczEWkqAhDqAZOWfXPWn3IDSDKw4Q6Mv3ginrYSUa8rjFIA0XEoyn4NOnu7moKaA7t8VmUmnVGfagnVPavEEPeZPxfAyECjAnDz1TLBZxtkCzK4u31gDmJn8n15LzgwcwO8XGWaunnsdHCT4XUAvA/Nlq8FmZP4eRuk1VICeOmpssuWkQaIvBSqB/SZG/gFAQ2P6dMsHb6BTcBGoTsgwwAo0NDhXeEJNKGzYDzK+ZqACBGDZgQLMDVTVC3aZp7phQAJgAQowb4HavtDXbSWZLQ+04JnpK/G8kwkogCzUECa3asEydvdYsp46el1+DVizDQEKMKGg0rL4dvBKa3YGkoFqv3izlV8Dl33TxL13wKYZgcp4m+uG1xbvG6TI+1nfYdWSp/oK3lgZ/cQgmgw8NqUqSfRGj7hpGqGeEn/ZgmkYUA11kvz/7tOkBfWQ562pVSpkaQxUADX1VWYdgetardLASO2yHwCB9VNp7dPpPaWrzmPVemr4V1hUTi6QqGkgZwMvOWplVSV7vsTgb0cgsZ/X+Rnqxr/gvMAO1p7XJrUdrfTzdQLsQV1PO7m27u2qe+5PF/UhXZ+uSM9Yc3hOSjV2bLvqEAzSCDU3bo0crvYiD0MhRyNUvBwoJ9xrK15V1zumOs1JafDaL1G6oc7PER+/QsWJ/mbI0tLS0tLS0tLS/6p/Aw9lSwO8CagAAAAASUVORK5CYII=) 34 35, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 34 35, auto;}
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}
div.testarea{
animation:rwdcur45076 1.1666666666667s linear infinite forwards;
}
