@keyframes rwdcur16770 {
0%,16.566666666667%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADbElEQVRYhb2Xv28URxTHP7uz2Tuff+R0RidAxkEonWmhCAX/ABIVNLGQqChOIikiUaVKmURpQvIH5A9AlCgS6dKlSBGRgEnARCEyYBls34/dnXkpZuZuz7nb2zVxRnq625uZ9/28ebPz5uBwLQQaQBs4qc8Hd9xzWNVRcEjxuhM/rteatxADIqgHux8CfcAcFUBe/H19eq2DERABY0BA/fVbJYgqAOPiy5c6gBXWAoLVNKD275WGKAswLl7/uIM49yJOxmmJABol35aCKAMwLh58YyMX3y25oZ5KAwmKWzMhZgGMiWd83ykeLgRoIAUGwB6K64UQRQBj4q95fEA8IMw5sN8FRUpISsAe8Bp4iWJ9KkQRQAQ0gdWHdD8dzQ0PiNpPBUQYYjQ1BsTsongF/A08Q9G5AmRVAVrAqrMV4ATQvo9u+clePHbWQFhAc5LaD8CfwKaz7UkAUQEAQAK8dBO7zsInIa1AsO/9mDgsEpCiAB668Hecn6lRTmvGCWbOyZ4LuP37PITamtJQ19AQWHSDXZI2cvAJUzbhLIAkRx8Cb4DkadOJpxCn0EhgMYEssytSs+O3HXhhm5WCiW1zGSIN0QDm+rDQg1SB6kE9g3cr+DoUwPM2RAnUerDQhUxZR/MaUg2pzHTxdgAv2hD3oLEHWkFkYD6DJIU0Af2vvf4fA+weg3gfTAjvaBgMIOuDiUAUyLA4HRFAtgxGQZRC0ge9b1dCAtzJUr7IHgqAJTAZZF3QMegIu/1Da1VrfPU2L1Bz4gokVxT86Xi0AHUDsU2DCdy1wPeZ/2MFYnsGi48ehleBUKyVbUV7IHT9MaPCtATEhGaI7qM3xj2MDtyWe/JHccaE43gWQANo0vviK7orsPMebJ2C54BfeuPE3b0UbVPwM9nnK7xikT9QbKBYvzIJYFYKYuAYc598h0ogSCGQYZLFm1gQvxHCoWO7JRXrN4qiLGp+UWOa136yCT4wwEVuhpfUUV8AxJz/jII7YRGAL8fb2LK6w+mLm/n3TMxoFSaJt2jfdvO70yBmleM+sDX267lTcLe3mh/kKSQncZboNvZOsEXBpbRMCjzEBvAr8IjLc5tFky6hSomXAZgOcVNNhPhIyotD+VowOR1fqoyr+ox/K77eryYOb/nnFDgDLK19oC/88mN1cYB/AE17aSvsBaAqAAAAAElFTkSuQmCC) 17 16, auto;}
16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 17 16, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 17 16, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,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) 17 16, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 17 16, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 17 16, auto;}
}
div.testarea{
animation:rwdcur16770 1s linear infinite forwards;
}