@keyframes rwdcur230230 {
0%,11.664705882353%,100% {cursor:url(data:image/png;base64,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) 3 11, auto;}
11.764705882353%,20.488235294118% {cursor:url(data:image/png;base64,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) 3 11, auto;}
20.588235294118%,30.782352941176% {cursor:url(data:image/png;base64,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) 3 11, auto;}
30.882352941176%,39.605882352941% {cursor:url(data:image/png;base64,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) 3 11, auto;}
39.705882352941%,49.9% {cursor:url(data:image/png;base64,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) 3 11, auto;}
50%,60.194117647059% {cursor:url(data:image/png;base64,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) 3 11, auto;}
60.294117647059%,70.488235294118% {cursor:url(data:image/png;base64,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) 3 11, auto;}
70.588235294118%,79.311764705882% {cursor:url(data:image/png;base64,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) 3 11, auto;}
79.411764705882%,89.605882352941% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEZUlEQVRYhcWXa2xTZRjHf2eODQq7VOw6tm5o5y4gCZC5CxLodLIPJjM6mTcSDYvJ4oVFieODIRIMmqCGKGNZyDJkJAsaB4nsA2SFQbdsMObEOGAlbhW3EuikbAwtchmvH7oez2nPaTuJ+k+avs/lPM//fc7T93kL/zMkACGECDFIkvRfEIgVQgipvT/EIIQQwSTSkwpVRC9dPx3WruUTDFUFpPZ+RFm+36CRfF1Nryyb2vr44pd3VMHefWSXvP6tvACAlp1FYUnEBpIpX0O48jdsX6i7m4/OrwXgw8WtmNr6AFhX00vLziKhRyJWN5oCCXGZYvLmFX9yWxUAC/68qE+kd628frP817CxIxJIiMsUgaRKXJ79sLwOJrOg6Cl53bB9IYlzUnXjx4RLPi9eO7kWmcBHiQfu3cNSUMLkzSu6z+pWYF58ppBWVxFjSJZ193wTUZEJgc1KgmOPuHF7JKQPNCsQSK6FGEOyilTUsFX5X2c0BKQQt38PYXsAoGX2AGlXf5DLH5CV2P/gKBafS5aV6/siEAjkNlh1A88k2YwJ6MFtsKJ1qkQcHhp9EJaAI/9Fat13kPDvVCkTpLs0XaWZTrB/VIFooTFktQkEj+PJW+rjU2l0951ATOsCvaHUKX2jmeiS7jguy6fQ9jLOUydV+rbPj1H+fqlKZ0zOYHxiVB3AVoXF55JJynDsQXkgxaaaVyI83SEEvn21GuepkxiTM1TbShj5ietXjsjymU8Geb55B8akDMW24FrnHni8RG/jMvyvYHwQMT6Io24IR90QqeaVAOQVryB72xZyNlbSPXiQnI2VLP9gkSrAppwElT374y1cdDZGTCwT8Iz1SAvy3sCTmELuW0Z+zx6jqfkzNhw7G3WQ+0EsgGesR1qW9qxmy+6tWErhSw2s1wmwt2Ip6xvPs75xP+eOOjj9zSuAN8RPsx9QTEPPWI9kTnlCmK1ZsnHEOUxFRQ3framGu9oE0mO8tFeX8X39CJTkcbnhDBX2r3R3rEsgQILpljNbszBbsxhxDvM2ioB2qFtToQqywX5QJdemJxH5FuFHyEHkm3DjW1qGxzWMxzWM2ZrFrdtx3PBNccM3xaGOeloPG7DPqsQ+q5LWwwYOddTL9hHnqFYeAFaP/hyiCzkpAlcwV+4KjnsPsOHYWYyZacTFzgHgj6ELzMp7TPXMHec55j6aK8se1zC+CTeWghLAf2BZfC6s3ik6XV3qcyBSiepKl1Bz1P+LeM/0KaTAaOlKlU/GtW6YhB1XN8k6Q7IFd98JmYTVO8Xry+fSGTQ8o7oV73x6CZs7Bmg2NvkVR5vUDkb/V5JX4LjUBkC//QIAtdt2h40dlsCT81/guPcAmzsGALg75IxI1pZejnOwiWeKjBQ9txWI/9v2UDlwROUfsQKbOwbY9fWXACxbVSDrf+zq09XNBNpNGARTYpq8rk7cwvhrqzDu62L35NYQGWD+Yv+/p+BBFoDW7ThqLDIVi0WmYhFJFy3+AhbmuyvKhgs3AAAAAElFTkSuQmCC) 3 11, auto;}
89.705882352941%,99.9% {cursor:url(data:image/png;base64,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) 3 11, auto;}
}
div.testarea{
animation:rwdcur230230 1.1333333333333s linear infinite forwards;
}
