@keyframes rwdcur217909 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 4 9, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 4 9, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 4 9, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 4 9, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 4 9, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 4 9, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 4 9, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 4 9, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 4 9, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADnklEQVRYhbWXX2hbdRTHP+fmLqbtNrtMO7NmBfcQBXUibhX6MIc+LGU6BdmsKCKTgT74IrZzTyG+yDYf9VF9UGj9syE+jE2lIkK1gm4MlFFGV9e6G2b/pKFNYkzu8SH3ZjcxzZK79AuX+7u/3zm/7/d3z+93zr1CDTKpCd18z4DU9jeCJiO7gZ3OYxqYA+4HXQTJAxngsiQsu9bXqENOJjWhLZB3AtsBE9QAdoMOAD0gUSAKxIBwPf+KAJccoEUReWfy+0AGgT0g3U5/yLmngZgmI/UFeMldtCAiBEwDSw7Zr8AK0AlMAUUgCmpLwvqfs+mQiUvmELsimtkLNjAPfAdcA4LAHx4BJ4AYyCjwc61zJQS1ZM1uRElY7iu2ge2gD4EeAp4GjgMbQS8DD6wZgtuFJKzrwDTowyAPgoyA7qXDeIsgQyBDgAXsWhcBDkIgv1MORwqIcfcG6LkDsG2HK6zJiLkuAiRhpYFxYBQ0TV+wh1gXdAFmoBu0A1iUhFVcFwGOiEvANUR2sSUIM1lIFaGoL4B86IxXoa0CHBFTqD7Kn3m4kv+I5dI2SVhjkrCm69mb9TpvX0TqtxszpyOFfwL7AiqdJJ5Z07btAuamvnoFoFCgT0SSKPc2sm97CFYy2b5cNv8x6IFm7Nv+Bjq6QgdUFcHo/3Tsa4CrwJpJraoYeQdaqYhemIFA/wbz5rpePnywYQhMl8xbjNy2n28DZ9W8NHQQAFvsKDCzlr3hEIpbgFxkUhNN1wMvnn3qyW/c9uHnBimW7B8b2VcVI1eEX3KATd2bj7rt1dUsY1+ebWhfdQpcEX7J6xKItHYM20HeG9kGwPc/TN7S1vcxHB5go9s+NcGK287n8uzb20+pVCKby2NI4/X4EvDm49xldPK3p6vCcvrMWR7b8wir2VxTc/nKhGaIE6rYtvK+KuMjcY54x3/65SLzC0vrJ0AMjmDz6qlzvGEIr1P+7qvCdevG+glwPI8ClJRPvN3pC2co5ZYBKOWWSV/6osptZD9vD8eZHI4zCQ1ydCMM72dIhFGgIEJQy0m74I6LIcHy1IraWqhxN0UwZhegN8wh30fu2CA6uwA7trbuO7tQvkfvZNB/CGzG3MncqyXyMJ+f/JZzvvNA6Dwv9sa58NfizQ3YrIjeMMeubuI98LkHvBiJE0UZmFvis1sSb+V5sUmfPE+lYLUt5x9/gh47yGuziyRrx3Zs4R3jXz54d5x5yn9QFfwHeEdVUhWOJfQAAAAASUVORK5CYII=) 4 9, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 4 9, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 4 9, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 4 9, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 4 9, auto;}
}
div.testarea{
animation:rwdcur217909 2.6666666666667s linear infinite forwards;
}
