data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAFnRJREFUeF7tnXmMFcedxz/d/e5zbobBDJfBNmAwNjYQwBzGxkfsxM7aycaRNspK0Wq12kTZ1WYTKcofOTbKoaxWSpzbm8uOl8Q4tnFsE9+3Y7AxhnDfMwww9/Hm3b36dc/BMTOv37x5NIQq2QKJ7qrqb3/er+r3q19Va6ZpmqiiFHBJAU0B6JLyqllLAQWgAsFVBRSArsqvGlcAKgZcVUAB6Kr8qnEFoGLAVQUUgK7KrxpXACoGXFVAAeiq/KpxBaBiwFUFFICuyq8aVwAqBlxVQAHoqvyqcQWgYsBVBRSArsqvGlcAKgZcVUAB6Kr8qnEFoGLAVQUUgK7KrxpXACoGXFVAAeiq/KpxBaBiwFUFFICuyq8aVwAqBlxVQAHoqvyqcQWgYsBVBRSArsqvGlcAKgZcVUAB6Kr8qnEFoGLAVQUUgK7KrxpXACoGXFVAAeiq/KpxBaBiwFUFFICuyq8aVwAqBlxVQAHoqvyqcQWgYsBVBRSArsqvGlcAKgZcVUAB6Kr8qnEFoGLAVQUUgK7KrxpXACoGXFVAAeiq/KpxBaBiwFUFFICuyq8aVwAqBlxVQAHoqvyqcQWgYsBVBRSArsqvGlcAKgZcVeBvB0DTPD9Catr5aecSaeXiBzCfJ9/ahr73APT2Qj5fvlcXDMKcWTC5HhSIE6LzRQ2gmcuRP3yM3Esv42tugVx2QkQZtRJNh5paWL0c5swGQy9ve5dA7a4AmBerlcuBDJuajuEx0Iq1KKZJevc+Uk8+Q6C7C68Fw3kaHqsqYMWHYP5V4PVeApiU7xHPG4CmaZJNpznR1MyhXXtoO3GSXCZDMBqhYfp0Gi+fQbyqCt0wCj+t1HW0mc5f/JpgX4JQOIAm1ul8FeE8GoW1q2wInfT5fPXtImvnvACYz+U5cayJNzc/x463t9DV1k4ul8PM59F1HV/AT/20RpasW8OCpTcQikbGlDF75CgdP/sNWls7lVVxDI+neNkHLe54nReBsKYK1q2Fy2eCfh5/AMU/7QV7R9kBFMt3ZM8+Hv/f33Jo126ymcyIYsgQHI7HWH7rzay66w7Csei515kmuY5Oejb8kf4t7xGOhonGImhOh14ZLgXuygoIBOwRO5mC7h7o6oZ02p4WOC0C8dQpcPt6qKtRjolT3U67ruwAdpxqZcMDP2XXlvcsq1eohKNRbvnEx1hx+3o8Z82vzGSSxAuv0vP0c5iJBLWTas65ZsT6xXttnApXXg4NDRAJwaDVlD71J+HESdizH/aLN93nHERDg0XXwE2rIeAv9Hjq389SoKwACnAvPPYEzzy0gXQq5Vj8ydMauf8L/8JlM2cMOSdm3iSz/wDdv3uU9JEmDMNg0uSawo5HdRUsuwGumgMC4mjOjhi+dAoOH4VX34RjTc4hjIZtK3jFbGUFHb9l+8KyAtjZ2sYvvvFtDu/dX1S3vD4vt/79fay5+86h+Z3Zn6Tn8T/R9+KrkM0Sr4wTCodGr1dAq58EN62CaVOHLZ7ckTeH44W6dub8TYbgk6fg+Zdh3wFncUVpS+aBd90OkXBRz3qpX1xWAPdu38EvvvkdEj29ls4yH7TevWn/3foFyP+6hsWBFUXRLCM1f8kS7v/8PxMceKGZg0fo+tVDZJparPvq6mswjDGcj3gc7rjFBmPQ6mWz0NYOx5qhvcOGKx6DhnqYNAn8PpsH6dupU7DpWTjq0BLKvXfdBnOvutSZKur5ywagAPb+62/xq+/9D8n+ftK5PLl8ntxp8A31VOBDw9A1vLqBx6Mz48rZfPYrXyJaEcfMZOjb/CK9m57FTKetUM2kyXWjP6jM71YthyXXg3cAUpnXvbsN3t0OPT0DQWvNhlMs6eyZ9vW1tfavQuD86254ajMkEoVFtX41c+HD68E3AHLhuy75K8oCoMAn0L345NNsfPA3JFNpivAt8eg6Uxqn8I9f/ALTZs+Cnl46fvpL0rtlKDctx0MckFGLDL2fuAfECkrpS8BLr8F72yGTHvk2CaPMmAa33Qwyb5TS3w9PPQs7djmbD4p3/YmPQV3tJQ+WUwEmHEBZ5ZBg8/NPPM2bL7xMV3vH0HDrtFNyncfjsYLT6++5i3m1tSQffIh8X59Vhc/vp7p2AJKzKxVLtGIprF5pz+3Ey926DZ5/yQ65jFXk+kUL4eY19nAsQ7HAt+kZSCYLd9/nhfXr4JqrVVywsFrWFRMKoHi9B3fv47FfP8zOd7eRSY8c83PYN8sDjsRirLh8Jte3dRIZWG7zB/xU1VSOXI2Ebj5+D8ycbg+vEuPb+CQcOuys2UjEvv+yBvv6U63wyEZoayt8v7R3zXy47Ra1RFdYrYkFUFY7dn+wk9/95EEO791HLls45uewjwQNgyWRKCsqK4gZHnx+3+gWMBSCT38SageG6MNH4NEnbBCdFFlWEyu2+BobYBm+NzwGUk+hItdfNgXuu1t5w4W0Gvj3CbGAMueTYfdH3/pvdr3/AV6Pg/Vchx0cvCyoG6yprGBZLEYk4KdGVh5GKrEY/MP9UBW3h9APdtpDaGqUud85Qziw8kOwaoU9jEr8Uizo7r3OelxZCfffOzyPdHbXJXvVhACY6Evw0AM/Z/PGTcgcMBDwlSUxpc7r5c7qGq6MRakfzQuWJTaxQNMbQZb9Xn4N3nzHngs6KQKdeNArltkAyrxRLOjefU7uhnDYHsJliU6VggqUDKBYvy2vvsUPvv4dOts70A2NYFCyUyY+NUrXNOaHwnykrpY5l00efaI/pQHmXWl5z7y/Awacl4JqyAUSwvnoh2HuFcNzSJkDNjc7ut1ajrv3bnsOqkpBBUoGMNGb4IH/+h6vbX7R9nY1Wef34ynDMCxPEzEM/q62lpXTp1re8KhFrJfEfswiM6Ql2/m+j0JFhV21BK1//5idrOCkSAzwnrvszOky/AiddOFiuqYkAAW4PTt2893//CqtJ04NPbfX58E/uKowwWpI0tP1sRifbJxKVfUonvB42wwGYN0aWDjfzvGTYfvtLfDCy5BxmG0tzy0WcNaM8fbikrqvJAAl7PL4b3/Pwz9+kIykMg0UyfELBH1Wrl85iswFP9fYyGUNkyamDbFU4j3fcC0sWQyDlrWtA57YBEccLsfJwwrEH/+Yvf6sSkEFSgKwP9HPD77xXd7480uW8zFUNAmDefH7y5Ou7tE0/q2xkcsn1RKQFz7eIj8QWYZrmAwLroZZ04bhEwfmjbfh1TecWz/pR0UcPnnvcBhovH27RO4rCcD21ja+9e9fYa+sFpxVJMEgHPJTXxvG79Pp6ErT158lJ5kIJRZxbz4zeTILq6uoqIqPLx1fnIUr5sDVc6G+zk7VGrTYEsOUdWBZPensct5bsaQCsywDSkBblYIKlATg8aPH+Nq/fonjkjt3DoEwfUqMtUunEgwadHalOXS8l+YTfXT1pslkzaKSj0+vXgD8aE0tyysrqKyusALTRcV9xNO94To7T/Ds9ClZvdm5y147tuAr4gcjAM67Cu64FSQUpUpBBUoCsOnwEb72uS9bQeizSyziZc2SBmZOq0TCJ1KyOZNEMktbR5ITbf2cbEvS3Zchlc7ZltH+r2CR2tZX17K2IkYwHCQWizrbzDRYs8zPJNQiqVjSN/HeB1O1JGFh+05nGTBn91SWAdethsWL1FpwwbdoX1ASgC1NzXz981+m6dCZy1QBn8Hiq6uYN6uKcCQ4Ykwwl5d3niORzNHRnbKG6J6+DN19aRL9WdIZyR2UFC5xRvNnWEsB8N66WhZHY2iGTjweIxD0OxuKBThJVFi+xPZ0Ze4qOX/vfwAHDtnhlmL2hZwutOxjue8emDLZofzqspIA7Ors4jtf/Co7390+lPHi9xlcPSfOvFlxQkE/wZCzoPRgkqpYyXQmRzqdtwBNZfI0nUiw72gviX47uUGC3P/U0MAMWfUYyI6JV0bxeBw4PQLdPXfCVQOB5s5O+MPjdryvlCK/iivnwEfuGHZkSqnvErm3JABTqRQPfv+HPCtrpXkTv99g3uVx5s6MW46HeMJOARxL70w2z/5j3by3s90asn2azn80NhId2I8rQMpQLDvkdL3AOrQ4GmtuhKWL7SZ377PXiiX3r5QiqVi3rrPTuVRxrEBJAGZS/Tz/6B/40yMb0LU8l00KMb0hYsEnZaIAlLrSWZNjLb0caurFn4H7orX4s8Ouh7WtMxomHAkXjg1KwsCCefYQLN5uy4nxD7uDUsuuO7GsMq9UxbEC4wYwn8tydNsr7H39abraW639HB5DQ7c3dkw4gFJhXk5EyJpIXn8spVHdbOJPmEO7gu38wYi1WalgEFzgk/mgOB+lFolF3rzWXkEpU/C91C5eqPePC0BZgutrP87WjT+hp1XmTiP7rhNpAUcSMNJqUnskh35a8wJhKBImEg0ODMcjJEXI3HFGIxheOHrU+TrvCJ0wDR1t7pWw/iY7E0aVohQYF4DSwsn923nviZ+TSdpp8iOVcgPo74X6/XmMbP6csxECoQCRaMRK7T8jM0es3vXXDqTsa3a+4OYX7by/cZRcdRWG7IaTIViVohUoAcD3efeJn5FNjj55Pz8A5jCyw8Pw6Qp4vB7CkZC1XDfknMjQK8BcPc8ego+3wCOPFm0Fc7ksKZ8f363r8CxaoA4oKho9+4ZxA9h9qomtG39EX7u9T9cNCxjv8FB5MIlRIHotaVvioPh8XntuKPCtWwUSttnynr3ee1oyxehamtaad7I/RdKEwM2rCa1ZqfZ/jBO+kgDM58UJeY1Df3mOdLKXbCphn/l3WplwC6hp6B4fHl+QQKyKxoq5pJ95jZxsGCpwMqoMw16fD3/Qjz8UxKivQ/P60GTTkRzJcc4gblNtbabPm9a5NulkmmQqRT4QILR6BaG1N6KHgiXIr24dtwW0Xk4uS297C4muNo7vfJvmXVsw88MQyvwrFB55JaRY6QWHQKyayfOXE62ZSrCyFq8nQGrbDvqefZ700WOY2Zyjc7J0w45RSv/kaDfJ4hZAB+eKshAiz2F53ZksmWyWbDpruVqemmpCa1YQWrEMTR1GVOxrPOf6kgAcMBHWH62Hd1lzwnTfcOawDHcyBysYEnHwGJphUD1jATOX3YUvLEe3DXi3mQypfQdIvPIGqZ17rFOzillKs6Cz4LMGBKtWsXqW/ZM/rfVpE90fwDdrOqHVy/FdNQd9YBXGQdfVJWMoUDqAA5X397Sz9dEf0Xn84FBz1gpFKGBZm1KL7vXRuOgmpixchSbhk9NLLkeus4vke9tJvPImmeMtaBN1WLmuY1RXEVpyHYHrr8UzqVY5HKW+zNPunzAAJTC9++WNHHh78xkWSFLzZSN5qZuU/NEqZq+6l/iU2SPWZe1HERBPtZF8930Sr71F9lQbWrF7QgbF0TSMijjBxdfY4DVMRpPlNrXPYwLxK8ELHqkXnc0HeOfRH5LqHU7itJbIImGMEk6UlzqqZy5g1op78AYdJHrK0JnNkn5/Jz2bniF7qhUznbGOBB5zr56EaAwDb2Wc4OrlBD+0FN06U3BCNVeVlcMCSp3ZdJI9rzzO4a0vks8NH8thWUHZqjke6TUNf7iC2Wvuo6Kh+AMg5WStfHsH2eYTZFtO2DAmklb/NJno6QZ60I9eXYmnfhLehnqMulo0dcLVeN5W0fdM2BBst2zS03acv/75EVoP7cIcGP7EgsnKhK/IuaDldXr9TF10Ew0LbkR3km41lgQyL8znLW/Zci3yJprEBXUdzePBtPyRcf1MihZe3WArMMEAyvQvT9vhXex5+TE6W44MhWXEExaHREIfTooFny/IpCsWM/Xam/AGRzi03ElF6poLWoEJB1CeNp/N0nZsD/tefZKOpv1DltDerile8dgQStjD4w8zee4ypixYiTcQUZP/Cxqj8XeuLABag3E+bwWp97/1NM07/oKZt9OeZIiTOaGcAz1SfFCCv/5IFdMWr6Nm5kI8PvmcghoWx/+KL+w7ywbg4GO3NR3k+V9+GzPdR8DrxZA5lyafWTPw+r1IwoCu6daqQyqVpqc3Qd2c61h692fw+tQy14WNT+m9KzuA7c2HeOrH36S3s9U6+9lnLX8ZlvWTyExeZv7IQVZZkuk0cs7gnBvWsvLez+Lxqq2Npb/iC7uGsgPYcfwwT//0m3S1nhxKWx1c9hqWZnhLpqzTXnnDWlbc+1mMUr3eC1t71btyeMFnq9pzqonXH/4+HadaSGeyZDM5cqZssxzYBGx9nkG3Pjzj8xrW/HDWdatYeOunSg+7qFd8wStQVgsokHU272fLHx4g2dc9lNok+31lzmeZRE3DY30nRJcvt1p7e+uvWMTC2z+Nx6/mgBc8QSV2sHwASipTqp89rz/F4S3PIWvFZ5TTk0jPcnLDlXXMX/8pqhvnoBXaZlmiAOp2dxUoC4C5bJrethaatr/B0e2vW8mqRRVNp6JhGo0LV1E3Yz5++TYv5Tnqrah+qYsnXIGJA1ASAFIpEs1HObzvHU4c+IBkT9s5WdLFPIGshMTqLmPq7MXUz7gao7ISrUAQu5j61bXuKzAhAOYT/aT2H6D/tbfoObCHg7Eu+jwTsN9W9DFhUk+QRm8D/usWELpukZWTJ2u3qlz8CowfQMm96+omtXc//e9sJbP3IGainxx5jlVnaItPDICerMb0k35iSUN2vqNXVxFYOJfAtQvxNTSgyWmmaqXkoiWxeABzOTKnWknt3EVy6zayR5ow5VMGp50o1R3Mcag2RbbURGgTKno9TDvlxRgIWFuOs2Ggyy63+VcRXLQA74xpGLIpXJ1KcNGB6BxA8Wpb2+jfuo2kfP38+ElM+fjLCBnHWd2kpSJDazxLvgTfwZ/WmHbSTzgl39I8q2gapuySi0fxXT7TSpn3XzFHbRS6yBB0BqBsTTzWROcfnyK9a6+VXTzWxh/r4+OGSVNNmq5IztGhk2fr5s3C5HYf1T2egomspgSyK6NE19xobZdEbRi6aDB0BKDZcoL8pmfo++seEt29jr5+KRCmvHmaq9J0h/LOLaEJvozGpC4PVT0y9DrTUpIa4vV1eFcuQ1u+VH2z15lsrl9VGEDZiP30ZrRtO6w8v+6ubpIJB58uHXi0tAfaIxnaolnSXtPKOh6tGHkIJ3Vqu7xEE4bjyJ/uMYjGogSDfpCN4nfejiYHUKpywSswNoAS29t/EP64CU2+OC77PjIZOju7yKScf4o1r0G/N093OEdvIE/KIxbR/qqSZmoYOQilDWIJnUi/gTdn7891UmTpTvYey9EbkmFjGUz5yPXdH0aTDUWqXNAKjA1gLoe5+QW0v2w94+gLORm1q73LOq6imCJw5HTI6nlycpCpBSAYWQ1PXrOOWXMK3mC7kmEdi0etEw6GSjiEed/daOrEqmJejyvXjg1gXx/m/21EO3rsjCMAJclAPlLT09Vz5gdqiniEMZaCHdfi8XmpqIyfs/HdlO/U3XYzmhyXq2KEjvV048KxAezuxvztBrSTw9+BG+ykbD7q7u4h0VPkOu9EPaUG1dVV+EY6n0XXyK1chrFyuTrFYKL0LlM9YwJoyicLHt6AdtqHCE/vRyaToauj+4zvxJWpn+dUG41HiUTlRNIRBm1dJ79yKboC8Hy9jnG3M7YF7OnBfGgDWsvJERuwjurt66Onq7eoA4HG3duBGyXkUlNXPep3QeTYXG5Zg7b4OrU6UqrYZb7//wH75AkgHi3zLwAAAABJRU5ErkJggg==

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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==Check the list again, all of the numbers in the list are ______?even6+6,28-15,8x2,72/3,5^2