@keyframes rwdcur203827 {
0%,78.640157480315%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACTklEQVRYhe3OXUhTcRzG8d/OaXNu2tTNl60t3fGkgwrH1JlSy5Z5JLe6mMrUmGYSu1FRKjAiWFQQZSobWmh4s7rwRkLDRCKoq15ulmlNpAwJItAoekFqPl0JC7zKDYLO5+7HA//vn0j0L3KoGyw7smscG20ybUmLgq/eEre4U+XZxbQHQTXnYNI7y6M3BV/fQ6dHQSlZ47HqMdGHPe+89V6LY2bt00ei/U0UNm59yPFOGxFRpbzB//1YXReBJWq74+CSTI+LC9uZjZ/9S1m1N8aoNwQyC5FUXf0lGlwE2RphSiqepov3weSXIS2jBnThEajsCBQZFndMP0BElNQcHJf0zYHlikLphuO97NB7UGAeVOKCWipAM7wEavVDJed9MY+vS26bmJZNATqh+5W1MDhCDwDjgRG4FwHDcyC1csAft/i6RO/oZza4Arn56NJh6ujKmgH0wXfI1DWNxD2uKey8Lbv2DBJTaWSb7CCo2BVO0Xt91BcCu9cdyeaE8rjFVa7AZPLQAii3CDxTAbryFEz/HKQaQ0ibVneGBhfA7GuEMddpj3m8oGJ4fPvdL6BcK/KkAqT+12AsVUio7n4i6ZkBk2OZVXMdt6g/DNbmgZZzlm22yUYfObpKyQdjqkuZqKKvzV76MTlAhpfzncsvRluV6eY9v6o8pavM8k5aW2XXpm6++alUXY2svP222U/8IcXabc8MhCA9cR289pA3elMKl8fo7ATY9PxZeUGtIqbhaGk2nz2z5KRnoy2hvOOUcnetJm5xkUgkEolE/53f9wLJKVO+EN8AAAAASUVORK5CYII=) 8 9, auto;}
78.740157480315%,81.002362204724% {cursor:url(data:image/png;base64,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) 8 9, auto;}
81.102362204724%,83.364566929134% {cursor:url(data:image/png;base64,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) 8 9, auto;}
83.464566929134%,85.726771653543% {cursor:url(data:image/png;base64,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) 8 9, auto;}
85.826771653543%,88.088976377953% {cursor:url(data:image/png;base64,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) 8 9, auto;}
88.188976377953%,90.451181102362% {cursor:url(data:image/png;base64,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) 8 9, auto;}
90.551181102362%,92.813385826772% {cursor:url(data:image/png;base64,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) 8 9, auto;}
92.913385826772%,95.175590551181% {cursor:url(data:image/png;base64,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) 8 9, auto;}
95.275590551181%,97.537795275591% {cursor:url(data:image/png;base64,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) 8 9, auto;}
97.637795275591%,99.9% {cursor:url(data:image/png;base64,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) 8 9, auto;}
}
div.testarea{
animation:rwdcur203827 4.2333333333333s linear infinite forwards;
}
