@keyframes rwdcur60934 {
0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,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) 14 2, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 14 2, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 14 2, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,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) 14 2, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 14 2, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 14 2, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 14 2, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 14 2, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABqklEQVRYhe2Wv0rDUBTGf1f0HVw6OzkUFASXvEIhHdqp1LmDkkVfwKXokNmMKaVX+gpZxIrUDk7dCqXPcRxqaJr+y70JLYIHQrjnXs735Z5zvhz4qyZPn1JEHJUXXN1dWsXIbUXdwL9ZW1EpOLIF/zi5OGwdDHwpBPzY5LBLuAQ6cYbSjzS3PFq3YuYUpMFPX7/oR5o3zlf2CjeXUOIHEEB+UyCA5CFgVISaOg1mS74GMzR1W3xjKRYRQd8sHO4LKKVsYpkT2Fb5Vy1lRcAoBdORmb9wAtVAqTTYdATdoLMfAjGJ5LobdLjme38EilJAawJJa7c6eH6NiuMehoDn13hvPeQJYdeG0xGUyos37KENe81F7tPg6f3CCWQN3muKTJyhTJxh5v+DVQ3EWrBOgLxoTD/StJ0zspDZmbf01aeB1/mqgVIuocT6UHFcvGiMpr6CZzSQmJimrnS8iJC240IUSprETgJJ5Rv4IvGXVgOles35ulReVUhIDjGblTJT69gMHEl53paCzL37zL0RiaQ6bgI3IgDzITTrWS8aA2wEtiIA2dKxCzRpP6u1ytgPnugAAAAAAElFTkSuQmCC) 14 2, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 14 2, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 14 2, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 14 2, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 14 2, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 14 2, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 14 2, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABm0lEQVRYhe2WMWvCQBiGnyv9EV2cO3VwK3TJXxDiYCaxs0MhS/sHukg7ZG7GiHjFv5ClVCjWoZObIP6Or4MNxlj17gxm8QWRu4R7n+S7783BWY6Sly+pmuGs6pTVv9J9MI6kFPOLMhY5Rpc2N/skG0899yYySjUPPCtXAOM3UDS/ev9mlGo+uNm6Vrp8Esl+gADytwcEkGMArPaAJqDNcmOuzRJN4OqPbe1ERND36wn/DZRSLmvZA+xrvduucgKwKsFiajdfOkAzVqpotpjCIO6fBiCDyI8HcZ87fk4HUFYEOwPk1ev2CaMWDc+vBiCMWnx2n45Zwq0NF1Oo1df/cII2HHbWtS+aF6+XDmC6+LAjMvcmMvcmxt8Hpz2QZcF/ARSmM0appuddYwJzsG7FV180/m+uGSvlk0iWDw3PJ0xnaIItP6sDiY00gdLZIEV6ng9pIkWIgwD55BtHItmTNmOlhp3VuFbfTkjIH2J2J6VR67gcOPLxvK8Exr37yqMVRD4dd5lbAcDqEGp6b5jOAHYaOwGAWTkOmeb1C9lNvycc3noGAAAAAElFTkSuQmCC) 14 2, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,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) 14 2, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 14 2, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,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) 14 2, auto;}
79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 14 2, auto;}
83.333333333333%,87.4% {cursor:url(data:image/png;base64,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) 14 2, auto;}
87.5%,91.566666666667% {cursor:url(data:image/png;base64,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) 14 2, auto;}
91.666666666667%,95.733333333333% {cursor:url(data:image/png;base64,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) 14 2, auto;}
95.833333333333%,99.9% {cursor:url(data:image/png;base64,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) 14 2, auto;}
}
div.testarea{
animation:rwdcur60934 5.6s linear infinite forwards;
}