@keyframes rwdcur260227 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 8 8, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
50%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALAAAACwCAYAAACvt+ReAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEcElEQVR4nO3dzW3cRhgGYK2RewzYHaQLn9KADzHchoCU4BKMuA3BOagBn9RFOrABp4LNIRYMjcgdksOfeaXnuVm7Iinsi8G3nz8OT1cVb99/Ol96/fbm+lQ7BmzlxdEXAC0EmGgCTLRf5v7C7c31g3+XNbKamD1ZgYkmwEQTYKKdan3eUlkDl96+/1S+X03MZqzARBNgogkw0R71gQf6vLMOWOsTD7xfjcxiVmCiCTDRBJho1T5wre/b6kLfeFZ/+gBq9w5YgYkmwEQTYKI9quMG5nv3u5qrnzXx3uddQA3cASsw0QSYaAJMtNn3xG3tvvY9n/tuA59Op9YLVEOvwApMNAEmmgATrVqHHdUXDqiBdzvVXidKZAUmmgATTYCJdlgfeOsat7VGrV1f7fXa+d/8/ufgz+++fHx0qosHGjj1zPdHswITTYCJJsBE624W4rl49fq3wZ/X9uH49vWfi6/fffm49peLrmtqKzDRBJhoAky02bMQpbHZiPQ+b+34rX9f7fhz96RbauDz67rmLVmBiSbARBNgolX7wOX+vXOfqcEyY/3esf7x1OMMzFpE1bwlKzDRBJhoAky0xbMQAXuXXbTjPW2rqs1ClAZq3ifFCkw0ASaaABOtpRC82A/ufRai1dazEGP3zNVMqHkzi/8RVmCiCTDRBJhosffEtc7zth5/a2MzDyv037f+w3atsa3ARBNgogkw0WJr4OeinH2o9YfnzgvP1ds9dFZgogkw0QSYaE+3Bv78/eLL5z9+3elClpk697t1zds7KzDRBJhoAky0p1sDs4re+r4lKzDRBJhoAky0lhp4rBY6X11tv79u75bu/zt334e5769J20fCCkw0ASaaABNNH5gHytq89z3wrMBEE2CiCTDRtvh/7VUavNV9H/7+d43TjJ+/Mi/cuu/E1OfArd3nLc2dJ55QE9sXAqYSYKIJMNG26APf10BPe9ghVOs9dLXa/fbmuva5r1ojW4GJJsBEE2CibTkLMVgLl3t7jdVk1T5rZd+HVls9w2LvfRz2Pt+CGrmpJrYCE02AiSbARNt9Hri85ypt/rTV1rMNc893wH7Cq7ICE02AiSbARNujBi77fA/6gHNrwvv+613TJU0/T+/KGnbtfSVW2Cdi0/lgKzDRBJhoAky0w/eFSNuLa29HPwOj/C4w8Hl5ThwsJcBEE2CiHVG/TJsH/fy963vq3vz1YdHv7V3THrB/sH0hYCoBJpoAE62rZ3798H/tu/E9b83evTz6ClLZFwLuCTDRBJhoh89CDEjZW63H7w/PjhWYaAJMNAEmmgATTYCJJsBEE2CiHdfL7Hzet/qcuNpz6t691CfegRWYaAJMNAEmmgATTYCJJsBEE2Ci9TgPvIvmPi9dsAITTYCJJsBEE2CiCTDRBJhoAky0fmdWO58XNu/bBysw0QSYaAJMNAEmmgATTYCJJsBEy+1lbt0n1ueNYAUmmgATTYCJJsBEE2CiCTDRBBgAAAAAAAAAAAAAAAAAAAAAWN1/Th/2YzQRAtAAAAAASUVORK5CYII=) 8 8, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
}
div.testarea{
animation:rwdcur260227 1s linear infinite forwards;
}