请教这个图里的图形不能最大化
我其他很多图双击鼠标中间键就可以最大化显示图形，但不知我同事搞了什么东西有的图就是不能最大化，哪位大大能看下是什么回事？已做过删除所有隐藏块的操作。data:image/png;base64,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27dPfr9fHo+n9YNREgAAAEBMCwaDevzxx5WYmMhzJBEzWp4vmZiYqMcff1zBL25pBAAAAAAdhWVZh30wSgIAAACIaW+++aaWLVum3/72t0pOTjadA5yw5ORk/fa3v9WyZcv05ptvms4BAAAAgHbTvXt3hYJBeS2r9YNREgAAAEDMKisr08yZMzVlyhQNGDDAdA5w0gYMGKApU6Zo5syZKisrM50DAAAAAO0iPT1d723ezO1bAQAAAMS+pqYmzZs3T127dtXEiRPl9XpNJwEnzev1auLEieratavmzZunpqYm00kAAAAAcMquv/56/fmFFySJURIAAABAbHv33Xf1pz/9SQ888IB69OhhOgf42nr06KGZM2fqT3/6k959913TOQAAAABwyjIyMtS/f3/9f8uWMUoCAAAAiF01NTUqLCzUj370I+Xn55vOAU7ZRRddpB/96EcqLCxUTU2N6RwAAAAAOGVTpkzRO++8o4XPPCPHthklAQAAAMSWSCSi5cuXa/fu3Zo8ebLi4uJMJwGnLC4uTpMnT9bu3bu1fPlyRSIR00kAAAAAcMoef/xx7d27V5MmTZLHdAwAAAAAnIyysjI99thjuvfee5WVlWU6B2g3WVlZmjZtmh555BGNGDFC2dnZppMAAAAA4JRNnTpVkjgpCQAAACB2hEIhLVq0SOnp6Ro7dqzcbt7SoONwu90aO3as0tPTtWjRIoVCIdNJAAAAANBueAcPAAAAIGZ8+umnWrJkie69914lJSWZzgHaXVJSku69914tWbJEn376qekcAAAAAGg3jJIAAAAAYkIwGNS8efM0ZMgQDR061HQOcNoMHTpUQ4YM0bx58xQMBk3nAAAAAEC7YJQEAAAAEBOKi4u1atUq/exnP1NCQoLpHOC0SUhI0M9+9jOtWrVKxcXFpnMAAAAAoF0wSgIAAACIeo2NjZo3b56uuOIKnX/++aZzgNPu/PPP1xVXXMFpSQAAAAAdBqMkAAAAgKhXXFysN998U7fddpt8Pp/pHOC08/l8uu222/Tmm2/qo48+Mp0DAAAAAKeMURIAAABAVAsGg1qwYIEuv/xy9evXz3QOcMb069dPl19+uRYsWMBpSQAAAAAxj1ESAAAAQFTbtm2bXn/9dd18882cksRZxefz6aabbtLrr7+ubdu2mc4BAAAAgFPCKAkAAAAgaoVCIS1ZskSDBw9WXl6e6RzgjDvvvPM0ePBgLVmyRKFQyHQOAAAAAHxtjJIAAAAAolZpaamKiop00003KSEhwXQOcMYlJCTopptuUlFRkUpLS03nAAAAAMDXxigJAAAAICpFIhGtXLlSWVlZys/PN50DGJOfn6+srCytXLlSkUjEdA4AAAAAfC2MkgAAAACiUk1NjZ5//nndeOON6tq1q+kcwJiuXbvqxhtv1PPPP6/a2lrTOQAAAABw0gr+fTyjJAAAAIDotHHjRtXX12vkyJGmUwDjRo4cqfr6em3YsMF0CgAAAACclIJ/H6+il5YySgIAAACIPsFgUEuXLtW4ceOUkpJiOgcwLiUlRePGjdPSpUsVDAZN5wAAAADACWkZJCVu3woAAAAgCu3atUvr16/XNddcI4/HYzoHMM7j8eiaa67R+vXrtWvXLtM5AAAAAHBcXx4kJUZJAAAAAFHGtm2tWbNGOTk5Ovfcc03nAFHj3HPPVU5OjtasWSPbtk3nAAAAAMBRfXWQlBglAQAAAESZ+vp6vfzyy7ruuuvk9/tN5wBRw+/367rrrtOyZctUX19vOgcAAAAAjuqrg6TEKAkAAAAgymzbtk2lpaW67LLLTKcAUeeyyy7TZ599pm3btplOAQAAAICTwigJAAAAIGpEIhGtXr1aAwcOVGZmpukcIOpkZmZq4MCBWr16tSKRiOkcAAAAADhhjJIAAAAAokZdXZ1effVVXX311YqPjzedA0Sd+Ph4XX311Xr11VdVV1dnOgcAAAAAThijJAAAAICoUVJSosrKSg0ZMsR0ChC1hgwZosrKSpWUlJhOAQAAAIAT5jEdAAAAAACSZNu23n77beXl5Sk9Pd10DhC10tPTlZeXp3feeUcDBgyQ282/NwYAAAAQXQr+ffwR1xglAQAAAESFxsZGrVmzRuPGjVNCQoLpHCBqJSQkaPTo0VqxYoVuvfVWde7c2XQSAAAAABym6KWlR1zjn1MCAAAAiAqVlZXavn27hg0bZjoFiHrDhg3T9u3bVVlZaToFAAAAAE4IoyQAAACAqPD++++re/fuys7ONp0CRL3s7Gx1795d77//vukUAAAARDmXy2U6AZDEKAkAAAAgCoRCIb399tsaOnSo/H6/6Rwg6vn9fg0dOlRvv/22wuGw6RwAAAAAOC5GSQAAAADGHTx4UBs2bNCll14qj8djOgeIeh6PR5deeqk2bNig+vp60zkAAAAAcFy82wcAAABgXEVFhaqrq5WXl2c6BYgZeXl5qq6uVkVFhQKBgOkcAAAAAJAkvfrqq21eZ5QEAAAAYNyWLVvUs2dPpaammk4BYkZqaqp69uypLVu2KDc313QOAAAAAEiSJk6c2OZ1RkkAAAAARkUiEW3cuFEDBw5UQkKC6RwgZiQkJGjgwIHauHGjCgoKZFmW6SQAAAAA0N69e9u8zjMlAQAAABgVDAb13nvv6eKLL5bX6zWdA8QMr9eriy66SO+9956CwaDpHAAAAAA4JkZJAAAAAEbV1tbqs88+U79+/UynADGnf//++uyzz1RbW2s6BQAAAACOiVESAAAAgFHl5eWSpMzMTMMlQOxp+blp+TkCAAAAgGjFKAkAAADAqO3btystLU1du3Y1nQLEnK5duyotLU3bt283nQIAAAAAx8QoCQAAAMCYSCSi4uJi5ebmKi4uznQOEHPi4uKUm5ur4uJiRSIR0zkAAAAAIEkqKCg44hqjJAAAAABjQqGQtm7dqv79+8vr9ZrOAWKO1+tVv379tHXrVoVCIdM5AAAAAHBUjJIAAAAAjAkGg9q1a5d69+5tOgWIWX369NGuXbsUDAZNpwAAAADAUTFKAgAAADCmrq5OtbW1yszMNJ0CxKzMzEzV1taqrq7OdAoAAAAAHObLt3H1GOwAAAAAcJbbt2+fJKlbt26GS4DY1fLzs2/fPmVlZRmuAQAAAIBDWgbJls+clAQAAABgTFVVlfx+vxITE02nADErMTFRfr9fVVVVplMAAAAAoFVRUVHr56KiIkZJAAAAAOaUl5erZ8+eiouLM50CxKy4uDj17NlT5eXlplMAAAAA4DAtw6TESUkAAAAAhti2rd27dys9PV1er9d0DhCzvF6v0tPTtXv3btm2bToHAAAAANrEKAkAAADACNu2VV5errS0NLndvDUBvi632620tDRVVFQwSgIAAACIWrzzBwAAAGBEJBLRnj17lJKSIsuyTOcAMcuyLKWkpKiqqkqRSMR0DgAAAAC0iVESAAAAgBGRSET79+9Xjx49TKcAMa9Hjx7av38/oyQAAACAqLTnsSxGSQAAAABmhMNh1dXVKRAImE4BYl4gEFBdXZ3C4bDpFAAAAAA4Qs97ShklAQAAAJgRDofV2Ngov99vOgWIeX6/X42NjYySAAAAAKIWoyQAAAAAI0KhkJqbmxUfH286BYh5CQkJam5uVigUMp0CAAAAAG1ilAQAAABgRDgcVjgcls/nM50CxLy4uLjWnykAAAAAMK2oqOiIa4ySAAAAAIwIh8NyHEder9d0ChDzvF6vHMdhlAQAAAAQtRglAQAAABgRiUTkOI4syzKdAsQ8y7LkOI4ikYjpFAAAAABoE6MkAAAAACMcx5Ekud28LQFOVcvPUcvPFQAAAABEG979AwAAADCiZTxxuVyGS4DY1/JzxCgJAAAAIFoxSgIAAAAwghEFaD+M/AAAAACiHaMkAAAAACNaxhPbtg2XALGv5eeIURIAAABAtGKUBAAAAGCEZVlyuVyKRCKmU4CYF4lE5HK5ZFmW6RQAAAAAaBOjJAAAAAAjPB6PXC6XQqGQ6RQg5oVCIblcLnk8HtMpAAAAANAmRkkAAAAARng8Hnk8HgWDQdMpQMxrampq/ZkCAAAAANMKCgqOuMYoCQAAAMAIr9erTp06qbGx0XQKEPMaGhrUqVMneb1e0ykAAAAA0CZGSQAAAABGeDwexcfHq66uznQKEPPq6uoUHx/PSUkAAAAAUYtREgAAAIARHo9Hfr9ftbW1plOAmFdbWyu/388oCQAAACCqfPk2rrxbAQAAAGCEZVnq1q2b9u7dazoFiHl79+5Vt27dZFmW6RQAAAAAkPSvQbLlMyclAQAAABhhWZZSUlJUVVWlSCRiOgeIWZFIRFVVVerZsyejJAAAAICoUVRU1Pq5qKiIURIAAACAGW63W2lpaaqoqJBt26ZzgJhl27YqKiqUnp4ut5u3+QAAAACiR8swKXFSEgAAAIAhbrdbGRkZKi8vVygUMp0DxKxwOKzy8nJlZGQwSgIAAACIWrxbAQAAAGBMenq69uzZo6amJtMpQMwKBoOqrq5Wenq66RQAAAAAOCpGSQAAAADGpKSkqK6uTvX19aZTgJhVX1+vzz//XCkpKaZTAAAAAOAwBQUFrb/2GOwAAAAAcJbr3r27JGn//v3KysoyXAPEpv3790v6188TAAAAAESDlkGy5TMnJQEAAAAY4/f7FQgEVFZWZjoFiFllZWUKBALy+/2mUwAAAACgVVFRUevnoqIiTkoCAAAAMMfn8yk7O1vbt283nQLErB07dig7O1s+n890CgAAAKKEy+U66mvHcc50Ds5iLcOkxElJAAAAAAZ5vV7l5ubq448/VigUMp0DxJxQKKQtW7YoNzdXXq/XdA4AAACiiOM4R3wAJjFKAgAAADDGsizl5eVp69atampqMp0DxJympiZ98sknysvLk2VZpnMAAAAAQNLhJyRbcPtWAAAAAEb16dNHFRUVOnDggBITE03nADHlwIEDKi8vV58+fUynAAAAdFhfvRVqrIvFvw+nPDsGRkkA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这个文件在我CAD2023内没问题 二楼正确，圆的上方有四个填充对象。删除即可正常。 感谢指导，这个问题困扰好久了
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