@keyframes rwdcur232276 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 8, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 8, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 8, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 8, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 0 8, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADtUlEQVRYhe2VX2gcRRzHvzuz94dkL5vkent0SgjsQ2p7V+klZxRRTKlEC4rQvkTwQRBiKJGAqBQUluKzhRAV8qApNJAg+ORDQqrljBA0tjlKWu6yrYEe3iUbOGvMbZpc7m58yJ5uY6K7eNenfl925zezv++H7w4zFC51TlGGU6Y53RcOj0Yl6ZuoJPVGJak9Kkmzt0yTu+0nuDAeATBoDRe+Xlvr6guHpwC8XF0zaRiO+1VFHJpv2MwBoPOcotyYNIwzAHT7Wk1VN9xC/G/1hcPbfeEwtwC4pqojTr8V/23yek8PAVC21+KJxD9injQMXxXA0iCAd5wA/Ncv0Gzvxf3MbRAPzWmqOlwLgBetpx5PJHxOGlpauLi8PFQLgGcBTMcTiaMuzbs0VR11tJoFfSuKx9O939z1np5RAJiJxW64AICmqlOaqjo6EwgXRKJ4vZ/sBxFPJN62zDtdmC9h92yYcwQAQvDD1avPPS3Lo3shZmKxYZfm2wA6rOG3zgAANKgqvrx8+eRLweAXdojeZPKhjTQeiRwYqxW511a66Ij6sCIZxXyeF1IpnrtyhQ+2tS3ZIWZisZGZWIxXAcYjkW1HjR1KOHyo0cjczSqlQgHF1VX8PjeHzy9dWh7LZl9f29mZtyA2epPJgC0B/Y3bt48Od3Tstz8KQ7oecApAhEqpIng8IF4vaCCAwIkTGBgYUN9kbKKaRG8yubdhx3gkMjWk610AFmz1T92YAwAN+Ml7777/oQTOIQgCBEohNjXhyba2llI6ffrO5uaPZqWSBYCzivIxdm9QD4BTZxWF9afTr54JBluHdP2Z6Xx+yo05AIA1iyuVnR1eevCAF+/f55v37vE/kkmev3aN39U0/kF7+y8HnRO1EAHnACEgoggiiqA+H2hjI0RJQlNnJwb6+9W3jhyZqBcEAQCBEHALBKII4veDNDTAEwpBikbRf/68+looNFYPCAIAvFQCKhXw8t83L/F6Qfx+iM3NaDx2DB9duHA8Kkmf1RpABHYv/DKAMqXI/pZH66EQtr1+xJ+Pz5ZEP/EU8sVaG/8lJtOVra0tbpomv6MvcSZT86uJcZ7N5jiT6XdMpq/UzbwKYDdnMu1mMl3MZDL85/mfOJPpYj39CQDksr/ihaeObwI4lVsvzwPILN5cQHNLKwBk6pqCFbPJZNptq3UzmabS6TSf/T7BmUxv1stfzK2XT+8t5tbL80ymy2vG6hMtrUEAKNUL4EAxmTIm0xST6RiT6clHDvBYj/Wo9CdDo1bqkUxqHwAAAABJRU5ErkJggg==) 0 8, auto;}
}
div.testarea{
animation:rwdcur232276 0.53333333333333s linear infinite forwards;
}
