Három: https://encrypted-tbn0.gstatic.com/images?q=tbn%3AANd9GcQYYQKZ5bftdQTrkuT82_GTLQ7_oKDNP091DVPhdp4_DkBB3TAZ, https://clipartstation.com/wp-content/uploads/2018/10/kinder-tanzen-clipart-7.jpg, data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxITEhUTExAWFRUXFhcXGBgXFx8ZIBUdGBcXFxgYFRgYHykgGB0mGxgYITIhJSkrLi8uGB8zODMtNygtLysBCgoKDg0OGhAQGy0lICYvLy0tLy8tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLf/AABEIAKgBLAMBEQACEQEDEQH/xAAcAAEAAgIDAQAAAAAAAAAAAAAABQcEBgECAwj/xABMEAACAQIEAwUDBwUNBwUAAAABAgMAEQQFEiEGMUEHEyJRYTJxgRQjQlKRobEkcnOywQgzNUNEY3SCkrPC0eEVFyVik6LxU1SDw/D/xAAbAQEAAgMBAQAAAAAAAAAAAAAABAUBAgMGB//EADgRAAICAgAEAwUFCAIDAQAAAAABAgMEEQUSITETQVEGIjJhcRQzgZGhFSNCscHR4fBDUjRi8ST/2gAMAwEAAhEDEQA/ALwtQC1ALUAtQC1ALUAtQC1ALUAtQC1ALUAtQC1ALUAtQC1ALUAtQC1ALUAtQC1ALUAtQC1ALUAtQC1ALUAtQC1ALUAtQC1ALUAtQC1Ac0AoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQHF6xtA5rIFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKA4ZrVrKXKgaeeNHJumG1R32PeBWYfWC6bb9LtVVLiKUtaLWPC5OO3LqZOM40hWLXGryNbxIAR3W9vnjYiMX/0vXeWYuXa6keGDNz5ZdP8AfIh5c9xcm/yhYweQiQH/ALnvf7BVdPOsb6FnDh1Ue62eKZhih/LZfisZ+7RXNZdu+51eDT/1/Uy8PxDjE5tFMPJlMZ/tLcf9tdocQnF9UR58NrfbaM2bjdAlu5dZiQqo3sknr3g20j7fSpf7QTjtEVcMs59b6ep45fxPOsqDENEY3Om6qV7sn2bksbqTt05iuVHEJSnqR0yOHxjDmhvaNxjkB5EH3VbQmpFS00d63MCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUBqvF2bSK3yeKyl4yzudyqk6bIPrHfc8qq83IcOiLLAxVZ78vI1WW6qqxjxErGg9T4V/z+FU8VzMvZSUItvyN+ybK0w8QjG5O7sebsfaZv8A9y2qzjFRWjzN10rZ8zK/waadabeCSRduWzH2fTeq6xakz0tL5oJ/IyCa0Oh0gMkgLxQSSIObqBb+qCbv8K6KqTWzhPIrhLlkzqHWQMjKdjZldSCDYHcHcbEGubTizotSW4nhFdG7p/EpBKFt7jqreZH4Vnv1Nl1MvKsSmHxMLLaMFiJNOw0MCAXA2AD6dzUrEnKM16ELOqUqn6+RZwNehi9rZ5s5rIFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUBofHOOjGIiAvqjV+8YAkKrgaUYgWBJAbfy9apc/Uui7lzwxNJtvozAyiSP5XAXdVVRI4LEAEhQo3P55PwqHjpcxNz9+C1HzOOIcRFicUWRtcaRqmoE21amJ0kc9iLmtr59ehzwKHGv30YkMbK1hpEYXYAb3v+FRmyx0eWZTp3bXYWBUNv01C4PwvW8F7y2az+F6LJZZNURiaMQ2OsW3IsNHdkbAVYfQ8ttafNvZp3Eun5a2gW+aUyb+0xJCG3QhVIJ63HlUPI1su+G83hde3kROYnaM9RKlvjcH7r1xj3J2upL8OuUGIxLxE4cwW3A+c0s2yg9NyN6l0xcU2yrz5xnKMIvqmbjw7hXiw0aOfEF5XvpuSQoPUKCFv6VdY6arWynvkpWNokq7nIUAoBWG9Awps0jViu7Ee1pUtpvvvbkbb251X5PFMbHko2S02bxrb7HvBiVcXU3/Z6EdKkVZVdseaD2vkYcWj11V18SJjRwWrm7W+w0V/xD2lpDMYoIO/KnSza9ILXsVSyktvt7/Oo0rve0urL/E4DZdQ77JKEdb6+nr9DcsnzHvowxjaNuTxva6GwNjbY7EG/rUpOUHqRQbi98r2vUkK7mBQCgFAKAUAoBQCmwKwmn2ArIFAKAUAoBQCgFAa1iITFiTGCGjxZcsLeKMrFYsDyK+FRYjYtVTdDll9SZGXNDfnH+5omJwKR4hIZJFkiiKo0ij2VcFbODcBlIW/oahwrj4ii30ZeV5E50+Io9TdcZw1GsZMbG6i+9rG2/QbVPu4bDkcovqQaeJTlNKaWmacJ273Tvp/MO23RuRqm10Lk8TOI+7CpCxZnWOQjxJruWvbaS29ieV6mV5XLHTitrsyNPH5pb5np90e5zTEJDpjxcmmLwKAACLWFiQpLAD0rl4suxh4dLbk0TfCOSpKhdj5XsTdyRe7Ftz8al4eLG/cp9kcMzKdGowRxmeUwSYtcPHP3ZRdbbqTqOyKqtzNtRPlt51nIxqoS5YHGGbcqueS36Eq7wQwNglWWYiMqwRC5Be58ZUaVJvextWqXTlRC9+c/Fel12bBlCSCCIS/vgjQP+dpGr76tqU1BJ9yHY05tx7GZXU0FAKw3oHhiZtKs55Kpb7Beos576myRp/D2JVYgG1F2dy7WJGt5GPiPQnYD+qPKvA5+JlZMrMtR3Fa6/gv5Eqdlddnh76kzJGb6lbS45MPwYfSHp9ljvVfhZ1uJPmg/qvJm8oqS6mdgsdqB1gKy+0L7b8mUnmpsfsIr3+Fm15dfPD8V6EWUHF6NW4045ghiePDyrJOwKjQdQjvsWZhtcdBzvapE7FFfMt+F8HuyrE5JqHm/X5IrPg2InGwERs4Vi7BRe2lTpJ6Dx6dyetRoZNWPLxbpaSPSe00uXhzph3lpJfJdy5MHi2Ry0kelX0Ls2oqQWF3FuR1AXBNreW9cIe0ONlXKuKa9G/M+fUYsqodWbAK9BHsjJzWwFAKw3oGpZtxeUkZIo1YISpZmIuw2IUAG9jtfzFVl/EOSXKi1xuGO2ClJ62QWL4kxLnV3/d25CMAAe/Vct+HpUKefbJ9Cxr4ZTGOpdTJxPF+IdQF0R7buviJ9VDCy/HVW8+Iz1pdzjXwmCluT2jovGWIVAhMWrl3jA3byugIF/cfhWVxCeu3UPhNfNvfT0JLBcRvix8nETrIQod0bZRqAdtQ3Tw6rdal15HjdFsgX4f2d8za0ZUU6Qu0iySSAAx3Zy3fSXBCoCdPgAIJA6m/I13ive1A4qErPd1/hGdlebu8hjkQKxUupUkiwIBBuBuNQ9967XRnW0mxdjquKkns8Tnzhn+ZDIjsrWfxjT9LQRblva97WrMI2OPMuoWMnFPfVk7DKGUMpuGAIPmCLg1untbIrWnpnesmBQCgFAKAi80ytpHSWOXu5EDKDpDAq+kkFSR1Ub1Fvo53tHau1RTi1tM0nH8PYmJ2jWIzrISwYKFALklhIL+Eb3v5VV3Yk+boXWPn1eH73TRnzZZj8PhWQ4iF4wNwxKlE+qsjcx7x8alSdqq5NkWu+iV6nyP8Ayam40aZpMPImr2WZSR6aedtvQVWuDRdxvqm9J9TwGIhHeBTEBImhtV7qNQYlAeRNgPSt4TcIta7mltUZyi9611PR8XBp0AKV+qoLfh1v1rkovZ2bgl3Ns4dyrHb2/JoyACXszkdCq7hT6sfhVhiwtg3rzKbOy8eaSS20bRHw7hhH3RiDDmWbdma99Zf2tV973qcsdP4iqeRPm3szcBgI4V0RoFW5PncnmSTuT6mu0Kow7I0nOU3uTMmuhoKAUB1auV0tLRlGpNjZJJZEEhCMZI2BF9Ni6r3fRSQjk3v0qr4xkTxMNXQSbb09/M50WOV8oPy7Gjw5tNg8ZLhJpdUEjkamABTvF+bkuoGwuoPTYna1c+FZMLsZV6SjJaf17Mv8zg9eRg/bad+JHuu+9f7smO0HPAuCXROY5JGUAI1msN3AK7i1rE+e3WvLcLwZxy5RshtR3va6b8vkOGQhddHmW4+ZV5dnsZCXa3NiWP2mvUcqj0j0XyPe4uLVCC9xJ/Q5UE2ABJOwAFySeQAHM+lZjFyekSLrq6YOyb0l3ZZfDnB3cRCaSR48S3II3shrWiKg2ck2v623sN7GzhdNlHJd9T5Rxb2gszcvdS9xdEn5+rNxy7h1rq+IxMkpWx0bKgYeYXd7HlqJG17VAxOE41U+aEfxZzna5L0Niq7OIoBQETxPmDwYdpEA1XUXO4XUwXUR6XqLlWShDaJGLVG21RkyrsTMEvqYndiSRe5JLMxsNrkk1557m2z1sUoRSRK5Rw22Ja0vewxlTpNtOttjbSwuRpuelTcbGbfvFZmcQUNeG9+p55vk8mGZQ9ijXCOBa9vosv0Tbf1rllYjpe+6JGJmxv6eZJcNZdGUIlhBaVO8BNjqRiQvquw5evvq+4fXBVKLXXzIWRkOU24vs9GLBg8w7sQKBDGNvDpXV6uUuzm1r7i9cViZDlpaUTZxx23J9WbJhMEVZZHbU4XSBpssY+rGg2UcvXlvVlVjxr+pEfKk4xX+TwzU6HSVZGS3hdwL6UYjX4SDfkN7bc/Otcqvmhv0NlHng4tb9CIx+FK6fF3SPIVGKJIeUEFhqU2JB3XU23UcxUOuaeoLp8zaqxNa89djcchxpN4WUK0apbT7LIbhSL7j2SLHy5mt1F1y5GV+RVyvm9SXroRxQCgFAKAUBi5hmEUK6pZFjBIF2IG55DeuFtqj0N4QlL4Ualnme4ZsSY5pPm4AH0WJ76Qi4G2zaRay+bX6VW3WJvRPpx7FXzRXV9PoiIznNDipIW7hoxGHJ1lTcvpAsFJ3FjufOodk01pFnh4kqW3LzPbhFkfGA3uO4e21w3jQG9/La3vNZoXc04m2q1r1PDi6QHFy2AAjSBDba516z9zCtpv34muHF/Z2/XZZq1e1RSjsoGdq6mBQCgFAKA8Ma7KjMq6mCsVW9tRAuFv0udq4X+RtBJvqVXwpnGIlxMvfjQyyI4j0lNHeM6Otjud3B3uR8aqeLOdnDLVJdta/MncRw8TGyKZY8+ZyT5uvy/Qwe0/Bn5SjKjMWiANgT7LNa9h6/dVL7P8APZRKKW9P+aPS8CzqKIThdNR7NbejWso4axEzkRYYgi2pmXuwLi4uWAv7hc71Z5eXDGSV0tfLz/ItJ8V4dVuVbTf/AKr+puGWdmx54ie3/LEP8bD/AA1R38eXaqP4v+y/uVeR7R2S6VRS+vUnsq4agwc4eKJpGcFVJ8RRgL+EmwUFdVyfq2vvarj2d4v485QtS3raa/keV4zlZebGKlPa9Oy+ptmCwB1CSQguPZA9mO/PTfmbbaj8LXN/QWXOx6XYrqMeNS+ZJgV2jHlWjsc1sBQCgNa49LfJxb2DIveei7nf01ab1Az+bw+hP4dy+OuYr6drm+2xB3Fx4TexHUbb1RQemmelnHmTRaOUY9p4I3ZGjMiattwvqCfPmLjlXoapc0UeRtgoTcU96IHjSVAiLJeQM0ZCh9LMEDFnBHs+0B61wypRgtTJeDXZKb5OjWyHyqNdURSFwupZFV1BYRsulXM9yStw57vbYj0FTMRb00uh2680tv5P6/Q25mHM8ufPkOtWfZHJL0IyHNJLK5wzrGzpZ7rYhyNBAvc8xcAbVGjlKTS18jbUG9J9TtnkBeMgMFv5+hvZh9U8j6E13sjzQcd6OtLW9HjhcO2JEUsQLOyWleUXQKwBKqNr2IFgota9zequqTi/dW/Ujc/hOUZdvLRsWSZLHhlIS5ZvaY9bXsAOSqLmyjYXrrGGnt9yLddK17ZJV0OIoBQCgFAKA1HM2WPGPNPh3eMxxrG6x96EI195cC5S4I6WNqqLk3JsnV7lUoxenv6GlYBk1ShPZEj6diNtV12O4Gm1qr7k9nosd7rRxmR02kBIIKqRfZgTaxHxvWkevRnSXTqcZOl/kul3RmZIyyNpOlz4hf3gV2q+80RcpLwW2t6MvOsvEc2KhQsSQrKXYsWLRjcsefiBrOQuSa0aYU/Ep6lj5Bm8eIjDI24sGU7FGturDoauca1SWkefvplXLUkSdSjgKAUAoBQHVhXO2PNEyjTs7wgGJBCgyM0Zj1Gw3eLWAbE7d3c2+tUbIr+0YNlKem1oiyg45MZeRlzRYiNpJTEhURjlKfoF2P0PIiq/gOJ+z4TjN7cmux0zaZXtcvkR2R45lkkhnGmRpGkXe4ZZCWVQ1hcgbD80j6Jrz/tNiz+0yuS6PX6dP9/yT8WvkpSXl3J+vLHc8mHzsHpIf7qUftq89n5ay9eqZzt+EnEr39K3LZEZ3qWaigFAKAj8+w7yYeZE9po2UepIItXDIi5Q6HWmSjYmyrcThXF9UMq+YMT7edyARb4157wbF5Hqlk0y7SR3wWf4uH5uOU90VXSWs+nnshbltbbcV2hlTjHuR7MCmyW9GLNOzsXdy7HmzG59w6Aeg2rhOcpvcmSq641x1FGzcLYqEQAtKdSoEbU3saSSV39lbkn4+Veqw3X4Skn5dSrvqlz+6vMwMvzlCojMMs5LlI0Z1VGBciMWA1MNNr6garZZ25eGtv8AkLsezTltJfqT8mLbUGxYaNl9hdNo06XVxdWNtrk38gL1Px5VLq31I1cIJfu3v19THzbHRyALGwkYspCKdXeWYErt0NiCeQB3rvkWRdbWztCLjF83Q3lBsNrVwgtRRTPudq2MCgFAKAUAoBQHUqK5yri/IzsqzjvMMH8qXucVD8otaRC+kPawUF/YDjyJBI91Rsjhtko88V0LTBy/C6S7EFj+9fSO5e4YNYEWe3TWreH31XQxbIvrEsp5Vco9GZceFghmdMRiRFGgLYcg3JJOpW1DYsh2sed66fZ5xltRZGeQ5wSX4mRnWe4WQQySY6GHFd2qyIwLAj2hqCboRe/9a1SHgW3R3ynCnKVEnFdUYuT8c4PBTtI0rYlnQKfk6WVQDcFjKRrbfpyqxwOD3LbfT6mmVd9oSSRZHDPGeCx20EvjtcxuNLW8wD7Q9QTUi7Gsq+JdCulXKPc2GuBoKAUAoDpNKqKWZgqgEkk2AA5kk8hWUm3pAr3N+1jLI5AFMk1j7ccYKr0JBcgnb6t71J/Yt81zdF9TTx4p6JnLOM8BiRaLFxtcewx0tbqCj2NVl2HfS9SiSIyjLszFx2S97pBxAsnsHQCwH1GfVZ12HS+wN7i9RsiCvhyTj+PmjrW+R7TPKLN5YPDiI3deQljUyf2wo1fG1/P6x8ll+z9u+alb+Xb8vT6fr5HaUod0ZzZ1CpEruI4owWLyXS7EWAUPYnYt06j1qXwLhGRXa7Jx0+yRynOOu5NZDnOHxUfeYeZJV66T7Pow5qfQ17P7NOj3ZrTIjkn2JOsgUAoBQCgNX4p40wuDOhyZJLfvaWuL8i5Oy/j6VGusrh0fcs8HhWRl+9DpH1ZXMnEWXOGc/KISWJMKKrjc3+bcjwg+R5dKrZV1ylzF79hzKv3cWmvXqdzjsHKmrDSFLbNDiJArejRuxsfUX+zrpZRGXWPQ5+Hk0y1ZFyXqkdAmF/jMZCkn0FA7xf8A5ZACF+B29azChKOmzWTyG9xrejuvFaYIkxd1PO1rlbskSD6KuLFmJJJtYcvKt6kql6nWHDp5kt27jFfmbVw92n4WayYhO4Y7X9pD/WtdfiLetTa76pdJLRX5fAcir3qnzL9fyN5woiIDx6SDuGWxB9xHOpMa4d0ijlzJ6kZFdDQUAoBQCgFAKAwc6zWLCwPPM2lEFz5noAB1JJAHvreuErJKMe5lJt6RQXF3aXi8ZqRG+TwH6CGzMP5x+Z9wsPfV9RgV1dZdWS4VRj3NJsPKpukddIaB5U5Y+g5UO7HlTlj6DlRyEFZ5UZ0dgAKzpIG7cJ8B4+ZflSE4YRgyRuwIZ2UXXQvOx+sdrHkarsnNq+77nGdsexe3DWZHE4SDEEWMsSOQOhZQSB8b1R2R5ZOJEfckq0MCgFAV52kYDEZhMmXQzCJRA2IkLA2kIcJHG1jcC+o9eQ22qwwrYULxZLfXSOVicvdKQz7IMRg5O7xMJjPQ81f1Rhs34+dekpyKr47gyJKEokWYx5V25Ea8zO6sRyZre81r4VfojPPI57xvrt/aNPBr/wCqHPI6ub8yT7zf8ayoQXZDmkZOW5lLh5BJBK0Tj6SG3wPQj0O1a2VV2R5ZrYjKS7FzdnXam2IlTC4xVEj7RyqLB26K68lY9CNidrDrQZ3DPCj4lfbzXoSq7d9GWrVOdxQCgMfMcR3cUkn1EZ/7Kk/srDekb1x5pqPqyo5ez2fE4aPFxz95NMglkSTa5cavA3TY8j9oqBLGc48yfVnraeOwx7HROPuRelr5GkY3ASQuY5Y2jcc1YW+I8x6iokoyi9M9Pj305Eeat7R4WFaEjSONqDoNqyY6HGseYpoxzw9USmR8RYjCteCYr5re6n3qdvjzrpCycOzIWThYuWtWRTfqu5dPAvFYx8TFlCSx2DqORvyZetjY7dLVZUXKxfM8HxXhksG1Le4vs/6Gz13KsUAoBQCgFAVx27yEZegHJsQgPqAkh/ECrDhq/ffgdqF7xSvDcavjcIrKGU4iEFSLggyKCCDzFqt8n7t/RkmzsfSknBmWnnl2G/6KfsFecVti82QdsqHttyTDYWTDjDwJCHSUsEXTcgpYm3vNWvD7JSjPbO9L6MsHB9mOVPFGzYTcopJEsq3JUEmwe1QHlXJtKRy55GvdofZ3l+FwE08ELpImix712G8iqbhmIOxNSMTKtnaoyfQ2rk+ZdSqeHsRoxWHawNpozYgEHxi9wduVXF63XJfIlz+Fn1HmM3gb80/hXll3K8iezj+C8H+gT8K6XfeS+plmyVyMCgFAajI9s5b+gx/371I/4F9f6Gv8RG9tGKtlb7AlpIluQDbxaiVvyNltf1qTwuO8lfiaXfCUZw3glnxeHhe+iSaNGsbEhnANiOW1ejypuFUpLyREgtyRfadk2U9cM5988v7HrzH7RyP+xN8OPoaD2xcI4LAxYdsLB3ZeRwx1u1wEuB42PWrHhmTbbY1N76HK6KUehvXBfBeXPgcLI+Bgd3gjZmZAxYlQSTeq/JybVdJKT7s6QiuVDjzhbARZbi3jwOHRlhchliQEG2xBAuDWMW6yV0U5PuZklo+fctkKyxMOYkjI94YEV6m3rXL6MhR+I+vhXiSwFAKAjeJj+R4n9BL+o1az+FnfG++h9V/MwOE5LYWAfzMf6gpD4UMp7un9X/MrbtgxRbGol9khWw9WZifwH2VX5j99L5Hs/ZiCWNKXm2enZPk2HxD4jv4VlCrHp1C9rl72+wVnEhGW9o5+0mRbUq/Dk1vfb8Cyxwjl/wD7HD/9JT+Iqb4UPRHk3nZL/wCSX5sq6DARf7e7kRIIxMRoCjTYRXtp5c6haX2jR6rxJ/sZybe9d/xLhTLIBygjHuRf8qsNI8c7Zvu3+ZVfbSirNhgqgfNychb6S1BzPI9b7MNtWN/I6dixPyqby7jf360t+2tcL4mdfajXg1/X+hcVWJ4oUAoBQCgFAVx28D/h6f0lP7uWp/DfvvwO1HxFK8Ln8uwn9Jg/vFq3yfu39CTPsfWNeZIBSn7ob98wn6Ob8Y6tuG/DM709mXBlB+Yi/Rp+qKq5/Ezi+5rXa1/BWJ90f96lSML7+JtX8SPnXKz89F+kT9YV6C34H9CbPsfRPGPE2HwkRM0liwOlBuz9PCvl6navOVUysl7qIMYtsxOzXinBHA4XD/KoxKsSoUZtJ1AWIGq1/hW99Fik5a6GXCSN8qKaCgMbH4+KBC80qRoPpOwUfaa2jCU3qK2Yb0VfmHHmAXN9YxAaJsMkXeKCVVxK7WY+ViNxcVYrCudGtdd70ac65j37Ypw+VhlYMpmiIINwRZrEEc6cLTjkafozF3wlTcEfwjg/6TD+uKvc37if0ItfxI+q68eTypP3Qp+Zwn6WT9QVccH+8l9Djd8Jv/A38HYT+jxfqCq7J++l9WdIfCjF7Sz/AMLxn6Fv2Vth/fw+ol2PmXLt5oh/OR/rivWW/dv6MhQ7n2BXiieKA6ySBQWYgAC5JNgB5k9KGUm3pGhcXcf4E4eeGORpHeN0BRSVuykA6jYEb8xeo1mRXppMvMLg2X4kbJR0tp9f7GDwRxph3SOGQ91Iqqg1HwvYAeFuV/Q2+NKsiMlrsY4jwi+qUrI+8n1+aNW7VG/Lz+ij/wAVRct/vD0Ps4tYn4s2DsRHixR9Iv8A7K6YX8RX+1L61fj/AELWqeeSKbwRvxGf08n3QtVev/JPYz6cF/BfzLkqwPHFQdth/KMP+ib9aq/N7o9j7L/BZ9UOxRfyic/zQ+9/9Kxhd2Z9qH+7rXzZb9WJ40UAoBQCgNF7Qe0WLLz3KJ3uIIvpvZYweRkI39dI+7apmNiO7q+iOkK3IoriHiPE42TvMRKXP0V5KnoijYfj51d1U11LUUS4xUexG4edkdXU2ZGDKR0Km4P2it5JSWmZfXubTH2l5qP5ax96Rn8UqN9jof8ACc/DgRXEnE2KxxQ4mTWUDBbKq2DWv7IF+QrpVRCvaj5mygl2NmwXa5mMaKgEBCgKLxnkBYcmFR3w+lvfU08GJ48QdqGLxeGfDSxQhXtcqrAizBtrsR0rNeDCuakm+gVST2jSopCpDDYggg+RBuKmy1JaOr6nrjsVLPI0sshkdtyzG5P+Q9OVawqUVpGFBI8DXR9EbFwdiHGEryNgJnLqELwk7ldJGqO/UWNx5WPS1qTPqivfj+JEtS3tFtZrjlghlnf2YkaRvcqljb7Kr4xcmorzOLPlXiPiSfHTGed7kk6V+jGvRUHT38z1r12LTCmHLH/6QrG2yMK1Ja2c0zJXMZhCcP3p7ksH7s7gML2K/V5nlzrj4EVPn11N+fa0dsnzA4eeKdVDGKRZAp2BKkGxI91Zur8SDh6mIvT2WJJ224z6OGgHv1n/ABCqxcHq85M7O9mq8Y8cYnMRGs6xKIyzL3ake0LG+pjepeNhV47bi31OcrHLuZmC7T8yiiSGOWNUjVUX5pSbKLC5N77CtJcNolJylvr8zKtkloxM37QsxxMbxS4q8bjSyiNBqHlcLcfA1tXgY8GpRXX6mHZI1e9TDQ3/AIO7VcXhLRz3xMI2sx8aD/kc+17m+0VWZPDa7OsOj/Q7Qta7l9ZFnEOLgSeB9UbjboQRsVYdCDtavP21yrk4y7klPa2Vv205vMGjw6hhDYNIw5MzFtKE9bBS1vUHpVflyetLsem9nqq+Z2S1zeXy+ZWKmq49pF7DJQzKCZ2klZramLWAUXN7AcgL9B5Vltvuc66419IoluHuJ8Rg9fcMo16dV1Deze1r8uZrpXbKvsRM3h1OW07d9PRknJ2j5kf5QB7o0/atdPtVnqRFwHBX8L/NkCucTif5SJSJrltYAvcixNrW5E9K4+JLm5t9SweJT4Pgcvu+hnvxnmB54yX+1b8K38ez1I64ThL/AI0RmYZlNOQ00ryECwLsWsOdheucpSl8TJVFFNK1VFL6HTBY2SFxJFIyOOTKbH7unpWIycXtG9tVdseWxJr5locFdpbSSJBiwLsQqyjbc7ASDlueo+zrU+nK2+WR5LifAVXF24/Zd1/YtCpp5cUAoBQHypxxOz5ji2Y3PyiUfBXKr9wFekxklVHXoTYdIog67bNtmLJjlGwF6r7OIQi9JbOMrl5HMOMU7cq2pzq5PT6CNqZlVOO50kcDcm1c7Jxh1kzRtLqzzGMTz+6uCzqW9bNfGie4a9SlJNbR0TTOQa22ZM/K8nlxImMQHzMLTPc28K2uF23Y32Fcb7lBLfmaTno37sCx0YmeK47x31W6lVjbl8Sap8yTbIsm2XNxHiFjws0jEBVQsSeQtvc1DW2+hofL8WWPjsymhw2m8k07Jc2WwLvzAPTYe8V6SvIVVKlP5EeUNsiA21WafQjNdRegOkkoHM1wtyK6lub0bxg5djzGJU7XrhDPom9KX9DbwpI9RUxGjOHkAFya523QrjzTekZjFt9DGOMF/ZqrlxatPpFnbwX6ntFOG5VOx8uu9e7+RzlW4npepJoXh+55mY4fFp9ESow97JY/cq1QcXX7yL+RJp7GH2yZsBM2HtuVhcfDVv8As+NUGTJcuj0XBqpqxWLt1RqUWSH5D8s1/wAd3Wi3TTfVf87a1QnV7nOeoqz/AP8AV9n15b2RhNcC12cE00aykktsjJs8iU2F293+tSo4k2uvQo7/AGhxa5ajuX07fqe+DzCOXkd/I1zsonX3JWHxTHy3qD0/R9zMriWRHY7NkjOkDU3kOlSasaU+r6IpM/jlONLkiuaX6IxY89INnj0j7x8DXaWH06Mr6faX3tWQ0vkTMUgYAg3BqC4uL0z1FVsbYKcHtM7XtWDaWmj6jwhJRCeZVb/YKvF2Plc/iZ61k1FAKA+dOLuA8yfGYmRME7I88jqylTcM5INg1+Rq6py6lBJskxtilo1PPuGMdh4mklwc0aLbU7IQBchRduW5IHxrXKyoOtqD6mLLE10Nx7LOEY3wwxLRCSSRmVWIUiEDUgfS538Qubb2It1vTkcmePuBo5Y5SsKrKimRHiTSoCIpZJiSCxZtdrA229b5BTmCluu/TarvCu5q9PyJVUtrqZXD+UPjsWsCmwNyTz0qu5IHn095FVmVa7LGyPOW2Wg3ZpgTCWET6fCO+MpTSLN3jur2ClNO4K76hy6RjUrDNssbB4gwFg6kBkccnRhdXHvH3g1Pwb3GfK+zOtUtPR1vV1slEtkOdvhxPHHGXbEQmAAbkFiLWA3PXb3VDy4c3K/Q42lr9kPZrLhJBjcU2mUqVSEfQDDcyn61vojl532FVfapdER2WbnWWpiYJcO5ISVGRivMBha4v1rjGXK00YPn3F8OYvIMamKKGbDgkCRdrhgQFcfQa9uex6Hyto2Rya+Tszm1pmiFybk8ySftN6vILUUiLLudJXsCa0vt8OtzfkIx29Gz8D8FjFRnETamDd4IYgSvfsi3IMliEF9he1yD5V5OycrZOUmTUkuhPcZ9mcMcUj4dTG8YZgjPq71FALNY3K9QPOw2325mSs8FJcWPSvQ8Mvc63GT7Ea2PXaJbhTJfl2MWEnwAM7728Ki5AJ5XNhfpe9V3EbnZby+SOtcdRLswnCUBgFsLCsbEHu9Cs4Xu901KSrMZN9Wo7H41X9DoUzxXw02GzE4aBWfXpaNBu3i+gPOxBA+FSMW3wrVI1mtrRmxcDZm3LL5/imn9a1ehebQv4kRvCkXD2J8PYrBw4gYmAxF5EKhiDcBSCfCTVNxG+Fs4uD30O9cWl1JrjjgODH/Oau7nAsJBuGA5K69R6jf8KqbKlMs8LPnjPXePoVDnWFxuCjOCnTTGZO8DDdXIFvA3IjrbmKg2c8I8jPU4cqMi5ZEH11rRC3qMX2yMzMPLJFho/alZV+LEKAfS9TcStdZM8v7RZkoqNEX36v8AsWvkHAOEWIhYIZwh8UjEO0tkbWoDbRsJABblbrzqeeU1HRXXaRwyuAmiliGhZL3QNqCOttQB6jf7j6CsSipLTNqrZVWKce6MLE45REWDC+nYX6mquFLc9NdD3eTxGuOK7IyXNrp18zeuybhuMQR4plvJK5Ot01KqKxQoDfwuxu1/QCrU8Dve2yf7QOF43wUxcqzRRF0kt4rxqWZmbkLnbSOl+fQYeitOBOG8bi4WeCAyIrlLhlFjYMR4mHRh9tQsimUpbij03BeJ1UUuF0tdenc2tOzfMz/JwPfIn7GNcFi2FpPj2Gl0bf4F9QrZQPIAfYKtDwsnttnehgUBwTQGDi8fpFAaLx1mPynCzYY+zItrkciCGU/BgD8KArXs642TALJgsaHRNTaJFXUYi3tArzKnmCL8+oOwE5xt2hYBYZFwjmeeRWRX0FRCrqA/iYAt5gefuoCrcsyfUA7kgE8h1Hr76zsEzkGbpgMzWYppgbwsFudKMACVubkhgD8PWsAvgZjHLF3iYyIwG3jEoFl0+JiT7LA9D5b0BQvaJm643H3gYyKiJEshsO80XLSGwAFyx6chWU2ntAkeEcowy6jjVeUnZVVioX1JFiT91SFl3L+I38SXqWPwrDlmGk72CAiS1gzkuV/M1Hw+8VrZkWWLUmYcmzfMNnKsL3rgans2Zr50BFZpnkRVkkUOjAhlYXDA8wQedbJtPaBWeNyXJlLEYeTe+wlYWv8AV3qZ+0L0tbNPDiVnnmUshYxszRDcaragPW2x9+1cbMu6yPLKW0ZUEuxaXZFnkMuFjw3fCPEQlgFZygdHfUXVb2kYAkWPLn1qObE12icVxYXCSo0yNiZFZFjRg1tVwJHt7IC726nb1oCkMDlqtCCwIctcMPq2sARyte5rKbXYGTw1mhy7GLK6d5GQyOth85G+zAX2uNjY+XrWAXC3aJlMcfejFO/hb5lYmDEm2kcgqaQLc7b86Ar3Ic3kxeaHMXXSEa6LzAsulFB62G5Pn76AujLeKS/MmgJhM2J86A8MTm7DkDQGtZ3xEGUpLhxIv1XFxt6GsNJ9GdK7Z1vmg9Mrni1IcQB3eHXDsvJorrf0ZRsffa9a+HD0OsszIl3nL82aQO9weIhnvrKOrgnqUa+k+VbJJdjhKcpvcnv6l74LjnLpkE3+0FhurakkJDoxtpAXkQtjyve9ZNSqu0HiVc0xaJApEEVwpIsWuRrkI6XsAB/nYARGMyJNLFAQ3QE7e6gNl7PuP4sJCcHjIn7sF+7eMAtEXB1Aq3PmSDzFzQGbxz2kJi4jg8BDJaUgO77FhYeFEBOkG25PS+296A3LszdsDhUgtuSXcjqzWv8AYAB8KAsnBZhrFASANAc0AoBQHlLh1bmKAwJ8kibmgPwoCAzns3wGJ/fcOCfMFlI+KkUBDx9jmWqdQha45XkY/cTQGd/u6wo5Rn7aAjs17KcNMuk6l8iLbHzFAapP2DG/gxxA8mhuftDj8KAlMr7HFh/jix6krz+/agJeLs4t9O/woCZwHBYTrQEzDklqA9myigMHFcOa6AgMZwDq60BGy9md/p/dQGu47sM1G8eK7v07vUPh4hagPfLew6NCDLiWkt0CBB8dyTQG1Q9nOGAtpJ+NAcYjswwUgs0RI/OI/wDFAYsXY5loNzC59DI37DQGyYLgvDRAKkCqByH/AJoCRiyCMckA+FAZiZaB0oA+WKaAwMXwxG/OgImbgGE+dAYGK7L8LICrBrH1/wBKAhv9xeB1X73EW+rrW36l/voCfyrsywUAskR9SzEk+80BJjgzDf8AoLQGPN2cZe5u+DjJ8yP9aAzcu4GwMBvFhIkPmFF/tO9ATEWVxryUfZQGVHCo5CgPSgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQC1AcWoBagFqAWoDmgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgFAKAUAoBQCgP/Z, https://i.pinimg.com/originals/e6/62/cc/e662cc8a96fbaea79efc69b3710aae57.jpg, data:image/jpeg;base64,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, Négy: https://encrypted-tbn0.gstatic.com/images?q=tbn%3AANd9GcTtdZ8buPzmCOsexNzsJEo_BxuvRpYhOX9CC8fMYFAdnoe-zQba, https://i.etsystatic.com/17675358/r/il/c28af2/1653849807/il_570xN.1653849807_8wa1.jpg, https://img3.stockfresh.com/files/l/lucia_fox/m/22/8150797_stock-vector-untitled.jpg, https://encrypted-tbn0.gstatic.com/images?q=tbn%3AANd9GcTWomObvsrh_P-LlJ6KzUJBNk3GBKkZlXGsUlMp9wBAHgUwj7GBhttps://previews.123rf.com/images/chotwitnote/chotwitnote1808/chotwitnote180800026/105639863-vector-set-of-cat-wearing-cloth.jpg, https://kep.cdn.index.hu/1/0/1413/14138/141381/14138148_740208_4229206ec477052081a34ea7178ca1b8_wm.png,

Mennyiségek differenciálása (3-4)

Tabela

Vizuelni stil

Postavke

Promeni šablon

Vrati automatski sačuvano: ?