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Problem z usunięciem obiektów
Dzień dobry, niedawno utworzyłem w warstwie tymczasowej 2 poligony. Po skasowaniu tej warstwy poligony pozostały i nie są związane z żadną warstwą. Po odznaczeniu wszystkich warstw pozostają na widoku. Jak się ich pozbyć nie zakładając powego projektu. Mam wersję 28.3. Tak to wygląda na ekranie.
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JkZaWYlHXvUeM2bN8+sAABeRoQBPrYjwgaZlTRzWr4ens+7JAHAD4gwwMecM8LSBiWZlZSVkar01AFatWqVmQAAvIoIA3xs69YSN7o+ydmgP3fug2YFAPAqIgzwsdLSrcpM//h2pGPKhBy99NJLam5uNhMAgBcRYYCPObcjP7knbKfjjirWfA5vBQBPI8IAH6uqrPrUlTDH0dPyNY9bkgDgaUQY4FMNDQ3u+WDx8XFm8rEh2RlKSozT2rVrzQQA4DVEGOBTzq3IrMyPzwjb1YzJOZo39yGzAgB4DREG+JRzRljGbm5F7jRjaoEWL1mijo4OMwEAeAkRBviUcyUsIy3FrHbvuJkT2KAPAB5FhAE+tXXrVqWn7j3Cjp6ar3nzuCUJAF5EhAE+Vbq1ZK+3Ix0jhmUpKtildevWmQkAwCuIMMCnysud25EDzWrPZk7J09yHOK4CALyGCAN8qqKiSpkZqWa1Z0dPL9STTz6lYDBoJgAALyDCAB9qaWlRV3eXkpMSzGTvjj9mkh555GGzAgB4AREG+FBpaamyszLMat+OnpqnBx/4u1kBALyACAN8aF9nhO1q9Mgh6mhv1YYNG8wEAGAbEQb4kBNhaYOSzWr/zJzKBn0A8BIiDPAh54ywfR3UuqtjjyrSY48/blYAANuIMMCHSktLlL4fx1N8UlRUlI6eXqzHHnvMTAAANhFhgA+VlZYpM2P/94TtdPS0PM2byy1JAPACIgzwofKKcmWm7/uMsF0dMXqYGuoD2rx5s5kAAGwhwgCf6ejoUHNziwYOSDKTAzNzaq7mzeV5kgBgGxEG+IxzRtiQwZlmdeCOmV6kRx591KwAALYQYYDPuGeEHcR+sJ3i4mI1ZUKuFixYYCYAABuIMMBnnAhLHzTArA6Oc2bYgw9ygj4A2ESEAT7j3I5MTz2wg1p3NW7MSG2rqtSHH35oJgCAcCPCAJ8p3Vqi9PQDOyNsd5znSc6fP8+sAADhRoQBPrO1dKuyDuC5kXvibNB/eP58swIAhBsRBvhMZWWlMjMO/IywXSUmxqsg7wgtXrzYTAAA4USEwdPa29u1adMmLV26VPfdd5+u/8l1OvfcOVr/9jrzHf1LT0+PamvrlDrowJ4buSfOLUk26AOAHVHBEPMasKKpqUklJSXux5YtW/ThB++7G8adh1Rv375dQ7KzNDgrTZnpA5SVMUhRUdKq1/+tZxb2vys4zqb8r57/Zf3sqq+ZyaH76c1/19x5D2vEiBFmAgAIByIMYVFbW/tRaDmBteXDD3aEVigqerq7Q6GVqexQaKWnpmhw5iA3ugZnpu3xis//++2Duv/vD2nUqFFm0j+sXr1av/7lz3XJRWeayaFbsvw1ZY/I0xU/utJMAADhQISh11RUVLhXr5yrWR988EHo8wcq2VKi0tIyJSTGhyIrPRRWqe4VLefh0050OaGVkpxo/oT999TilRo/+XhddNFFZtI/PP7441q0YL7OP/skMzl025tbdePvHwoF3qtmAgAIByIMB8QJrJ2h9aFzNeuD91USWpeVlistbZCGZGe4twwz0lI0OCPVvaLlxFZ8fJz5E3rHB1sqtPCFt/Xoo4+bSf9w2223quRfb+iMU48yk95x9wOLddF3LtEpp5xiJgCAvkaEYY+qqqp0xx23u7cOnatZZeUVGjZ0sBtVmekD3StazpWsHaGVrujoKPOT4XHtL+7Vgn8sVFZWlplEvquvulLpyR2aMbXATHrH+o0f6M13q3TPvX81EwBAXyPCsEfnnD1bwwenKD9ntBtaWb1wLEJvevipl3TcyV/Q+eefbyaR7/yvfFknzjjSPfG+t11303168qkFys7ONhMAQF/iiArsUUdnp6ZNyg1F2GGeCzDHhMIjtGjhM2bVPzj77jLSDv2g1t05enoBJ+gDQBgRYdijtra2Xt/L1Ztyjxyl9e+8o5aWFjOJfBWVVe6bGvrCsdOLQhHGCfoAEC5EGPaorbVNCR6OMMek4nF69tlnzSqyuSflZ6aZVe9zjgMZMTRTL730kpkAAPoSEYY9amtvV1xcrFl5U3H+4Vq8qH/ckiwrK1NWRt9FmGPm1FzNfegBswIA9CUiDHvU2tqqxARvXwmbUDhWL774svrD+0ucCOurW5E7OX891659XfX19WYCAOgrRBh2y4ma7q5uxcTEmIl3TZtc0C9uSZaXlyttYJJZ9Z1jjipkgz4AhAERht1yNuUnJh34SfY2FOWN1qJ+cEuydGuJ0tMGmFXfOWZaoebOfcisAAB9hQjDbjm3IuN3sx9sW0297rp/sW6/d4EWLl2tze+Xmq/YM2n8OD2/bLlZRS7nSQWZ6X17O9Lh3PJ0nnqwcuVKMwEA9AUiDLvlRFhCfLxZ7bDi1Q26+8Fndc99D+h/rvmpRo2ZqOdXbtL3rvqD1SiLjY1RXs7hevnll80kMjm3IzPCEGGOGZNzNPehB80KANAXiDDslhthiR9H2P0PL1NLd4qWLn1eAwYM0PTp03XpZZdp3ryHtXHjxk9F2W33PK2Fz4Wi7N/hibLx+aO1eNFCs4pMFZWVysoMz6G5UybkuFHb3NxsJv7y7rvvun9fAoCX8dgi7Nb69et19ZWX6+vnnapb/vyEfnzNtTrzzC+ar+7bq6++qlWrVmrlin9q7etvqjBvrMYePkTjjhihcWN7/5E7zc2t+t/fPaTVa141k8hSU1OjWV84Qzddd6GZ9L0nFq7QxGkn6MILLzIT71u3bp3uuOM2NTcGVFNbpw+2lOrII8cqLzdPReOLlZub635kZmaanwAAe4gw7JYTUdf8+MrQqxg9NHfeIT9PcNcoK8gd40ZZTijIeus5iLfe/ZSuu+F/NXXqVDOJHG+99ZZ+cu1VuuLis82k71VVB3TPQ0v13NJlZuJdzv61O26/VfWBGp16/ET3qI2dSiuqVVZeo/KqOvdja9k2RUdFKyc3R4UFRcrLz1deXp5ycnLMTwBAeBBh2K26ujrdesst+tnPf24mvcuJstWrV2nFP1/ptShb/sobih8wQj+5/gYziRyLFi3S/Afvca9MhtMtobD9iYfDdtmyZbr9tlsUE9Wtz5wwyf37Z380bW/R1vJqlVfUqGJbfSjUalSytVzjjjxS+aEoyy8odMPM+UhPTzc/BQC9iwiDJ+waZbnjDtc3vnyq0lMHmu/Yt7r6Jt1699N68aXI26B/zz33aN1rL2j2GceYSXisXvuuqhuj9dvf/d5MvOGpp57SnX+8XRlpKTotFF+HjRpivnJoSkNh5gRZeWWtG2clpZWKjYl1b2EWFBaGAq3AfT1u3DjzEwBw8IgweNLdd9+tJYue1Pe/OctM9s/Ntz+i//vdrSoM/Qszkvz0husV3VWr42cWm0n4XHrt7e4p+vG7vFvWhnnz5uqPd9yhI8cM16nHTdCwIX2/t6uxqdmNszInzqrq3UArLavcsdcsPy/099p494qZE2dpaX37WCkAkYUIgye98847uvKKS3X1D841k/2z+Pk1GjqqSD+84goziQwXXfgNTcwfoqK8I8wkfB5d8LJmHPc5XXDBBWYSfs6VwDvv/KP7rs3PnjhZ6Wn7f4W0Lzj/2CwtrwmFWSjOKutUURUIrbcpLj5OOeNy3NuZBQUFbpyNHfvx/jQA+CQiDJ5UXV2tL575Bf3i2m+ayf6pqKrV/Y+8oMVLnjOTyHD6507TBXNOCMuVn105V34efPwlLVy0xEzCo7OzU3f+8Q79+c9365QTpui0E6coOSnBfNWb6hu3u28CcK6aObczy0J/7crKKz/aa1ZQWPTRVbPU1PAcNwLAu4gweFZubo7u+r8Dv6J14+/n6u6/3KcxY8aYif9NnDhBv77+W4qPt/NA9d/d9bhuvOk3mjBhgpn0Hefh4X+843bNnTtPnzt1uj530jRFR0eZr/qP849Y500Azi1N54qZ8+HsNXMeC5YzbpwKi5zbmflumHHVDOhfiDB41jFHz9RV35+j1EEpZrJ/FixZpZyiGbr44ovNxN+cKPnMZ07RzTd820zCb8Wad7S9K1m//OWvzaT3OU8EcM74ch7G/rmTpurk4yaZr0SmhsbmUJxtc6+cOVfN3DcDVFaHQuwI94pZYejDCTPnY9Cg8DwpAUB4EWHwrDPP/ILOOWO6Ro84sDPKSkqr9MTi1/TkUwvMxN82bNjg7o9zgtSm/77qD9rw7ruKiurdq1L/+te/3Ph67dU1Ou2EKTp2RpH5Sv/T0+PsNdu24/iMyjpVOu/QLKtUclLyjnPNQmHmvEPTOdMskq70Av0VEQbP+va3LtT4cVkaX3Dg/7K5/ld/06OPPaGhQ4eaiX8999xzuv/eO3Xh+aeZiR3znnxRJ5/2RZ133pfN5MD19PRo8+bN+ve//x36vEl1tdVaseKf+szxEzVtUp75LuwqUN/k7jNzDp6trG5wr55Vbqtx95o5bwBwrpw5V8yc/WbOY8UA+AMRBs/6yXXXKl4NOm7GeDPZf488/ZKOPuF0fe1r9t7R11v+9re/6dUVz+mcLxxrJnaUlG3T4wtf1VNP7/sK487Ycq5yOR8bN25ww6u0tEyjRgzT0Ox0DRmcqtEjs1WYe7j5KRyI7tBf49KyaveWpnPFzHmXprPXbGAownLzct2jM3aG2eGH89cY8CIiDJ51++236cNNa/X5z8wwk/3nPDj8hdWb9dDc+WbiXzfe+L/qaCrVScfa3yN18x2P6re/u9W9+uLo7u7+xJWtzXpv47tudJWVl7uxNWxIhrKzBrmfh2VnaEjoA33LObR457lmzlWz0lA8V9fWa9yRY9wrZgUFhR/FWUrKge23BNC7iDB41sMPP6ylix/XV8460UwOzNU/v1tLlz3v+6MALr74O8o/PFXFn3geoi2vrHpbm0oalJKc7IZXWXmFRo8apqGD0zUkFFtDndgakqkhoTW8o6ur272V6cRZeWVAFdsCKtla4f5uOPvLnDhzjtBw4uywww4zPwWgrxFh8Kzly5fr7jv/oG9fcLqZHJi5j7+g0z4/R3Pm2N3QfqjOnPUFzfn8dI06wDco9JW1b21SbGyMhjpXtogtX6uta3TjzH1nZpXzDM1qjRw5Sn/9298VExNjvgtAX4k2nwHPyc7OVqBhu1kduPEFh2nRwn+YlX85RzdkZXrnap5zav2EwrEEWATIzBjk/m95+inT3Td+3PCjr2r9+nfU0dFhvgNAXyLC4FmDBw9WQ+PBR5jziJ81a15zT173q+bmZnffVVKit0+KRwTp5SNIAOwZEQbPcq6E1QXqzergTJ6Q6x7x4FdlZWWhGGUzOwBEIiIMnpaRnq7GpmazOnDj8w/T4kXPmJX/OBGWmc5p6QAQiYgweJpzS7K+8eAjbHLxOPcdkn7l7AdLT+UYAQCIREQYPC07e7AaDmFzvvOInQlFOe47Lf2orKyUCAOACEWEwdOGDh2mhkO4HekYnzdaixctNCt/2VpSooz0gWYFAIgkRBg8LXvIUDUcwu1Ix6TicXrWp5vzt5ZuVWa6vw+bBQDsHhEGTxsyZIiamtvN6uAkJsTriMOGa/Xq1WbiH5WVVcpgYz4ARCQiDJ7mbMxv2t5qVgevON85uNVf75Jsb29XS3OzBg5IMhMAQCQhwuBpzllh9YewMX+niUVH6rml/rolyRlhABDZiDB42qGemr9T6qAUpacO0Lp168zE+9zHFWWkmRUAINIQYfA050pYbd2hnZq/U3H+4Vq8eJFZeZ8TYamDks0KABBpiDB4XmbGoZ2av9PE8WO1ZPFis/K+0tKtSk8lwgAgUhFh8LyMUIQdyqn5Ow3OTFN0VFCbN282E28rKdnCI4sAIIIRYfC8WbNmaWtZtVkdmuKCw7VkyRKz8rbS0lJlZnBGGABEKiIMnved735PH5Zv11vvfGAmB29i0VgtXuyP0/MrKyu5EgYAEYwIgy/85Z77tGlLvdau+5eZHJyRwwerqbHBvcrkZd3d3aqrq3ff1QkAiExEGHzjj3f+SaXb2rXm9ffM5OB87uRpuuQH39fNN9+sBQsW6L33Du3P6wvOOyOzOSMMACIaEQZf+cMtt6l2e7RWvPaumRy4GVPydOqx+aqv2qTHH75fl13yPeXl5en00z+ryy+7VHfddZeWL1/uHpZqixNhGWncigSASBYVDDGvAd+49pr/UUJ0i46fUWgmh66iqlZlFTUqr6xTVU2DSsu3afv2Fo0dO9aNtPyCQuXk5Lgfgwb1bSA99thjWvyPR3T+2SeaCRAeV9xwl1asWKmkJB6XBfQ1Igy+9fOf3aDu1hqddGyxmfS+jo5OlVXWhIKsJhRpAVVsC4ReV7n/gsoZN07/9V/f0Akn9n4o3Xrrrdr67zd0xqlHmQkQHkQYED5EGHztV7/8hRpqS3TaCZPMJDwaGpvdq2Zr335fM44+Sd/57sXmK73j6quuVHpyh2ZMLTATIDyIMCB82BMGX/vxNdcpa+hYLXp+rZmEh/OuxYLcw3TBnJO0cf0a/fDyS81XeodzWj7HUwBAZCPC4Hs/uvJqjTqiSAueXWMm4TXrtOkanhmrM07/rJkcuvKKCmUQYQAQ0YgwRIRLLr1MuYXT9MSilWYSXlMn5uirZx/vbuDfuHGjmR68ysoqZWYQYQAQyYgwRIzvXvw9TZp6vB5Z8E8zCa/hQzN1528u1+WXfl9PPPGEmR64iooKZWVyRhgARDoiDBHlmxdepGOOP03znnzJTMLvfy45V888NV+//OUvzOTAOGeEZWWmmRUAIFIRYYg4X/3aBTrltDP1wGMvmEn4ffWcE9XaUKZvfP2/zGT/uQ/uTh9oVgCASEWEISJ96bwva9bs8/TX+cvMJPxOOqZY0yeM1DFHz1R9fb2Z7ptzJSx1IMcDAECkI8IQsWbPPkvnfeXr+suDz5pJ+OWPG62rvj9Hnz3tVK1atX9vGigr3ar0tAFmBQCIVEQYItoZn/+Cvvmt7+nOvy00k/BzzhT71fXf0m9+faPuu+9eM92zLSVblJWRalYAgEhFhCHinXrqZ/SDS36k2+5ZYCZ2/ODCWXpjzYvuafh747w7kjPCACDyEWHoF44/4QT9+Nob9Ps/PWkmdpx1xkylp3Tpi2fOMpNP44wwAOgfiDD0G9OnH6Wf/b+b9Js7HlV17f5vlO9tM6bk6ezTp6mwsFDvv/++me5QXV2tgQMHKCaaX00AiHT8kx79yuTJk3Xz//1B9859Xjf9YZ6eXrxSH5ZUmq+Gz+iR2br1ph/oO9/6phYtfMZMd7wzMjOd/WAA0B8QYeh3ioqKtHjJs7rrz/cor3im/vH8W7r2F/dq3pMvasN7W8x39b3o6Chd98OvaN6D9+n3v/utOysrK+OMMADoJ6KCIeY10G/V1NTo+eef1+JFC7V6zRpNnZSvgpxRmlh0pOLjYs139Z1nX3xddY09mjZ9ht5e+6Jmn3GM+QoQXlfccJdWrFippCTOqgP6GhEG7KKrq0tLly7VkiWLQmG2XOPGjFJh7o4gS0vtu/O73t7wgR5Z8IpOP3myZk4rNFMgvIgwIHyIMGAfVq5cqWefXaLnnntOgwYkqShvtMYXHKGRwwab7+g9DY3N7rligC1EGBA+RBhwADZs2BAKsme19Lklampq1Pj8I1Scf7jGjR1pvgPwNyIMCB8iDDhIzoO2n39+mRYtWqj33tukSePHuVfJnNuWgF8RYUD4EGFAL9i+ffuOfWSLF2n5Cy9qUnGuCt2N/WOVksK/zOAfRBgQPkQY0AeWL1+u555domXLlmlIdobG5x2m4sIxys5KM98BeBMRBoQPEQb0sTfeeMMNMmcvWWJirC7/zmxOxIdnEWFA+BBhQBiVlJRo9uwv6qbrLlRCfJyZAt5BhAHhw/8dB8Jo9OjRev31N3T5dXeYCQCgvyLCAAteffVVXfnTP5kVAKA/IsIACwYOHKgF/3hGP735fjMBAPQ3RBhgyfDhw3X3X+7Tr2572EwAAP0JEQZYlJubqxt/8WvdcvdTZgIA6C+IMMCyadOm6ZLLfqS7H1hiJgCA/oAIAzzglFNO1bnnXaAHHl1uJtib0rJt5hUA+BfnhAEesuDpJ/XIvPv1za+cZibYaWsovFa//p5Wr31XUyZP1IpVazTmsBEaOTxTo0cM1mEjh7hPJ8Ch4ZwwIHyIMMBjXnn5Rf39r3/Sl2cfbyb9V3NLm1a+tkGvvrlZiYnJOvucc3XWWWcpNTVVnZ2devvtt7V+/Xq9+cbroc9vq6amVkccNlwjh2VqlBNmo4YoKyPV/GnYH0QYED5EGOBB8+fP06J/PKavf+kUM+lf1r61SWte36QtZVWa/cXZOmfOucrJyTFf3bOWlhY3ypwg2xFm69XUtN0NsxFDM0JRlu1eMUtLHWB+ArsiwoDwIcIAj1qw4GnNfeA+fftrnzWTyPb+h+Va88Ym/XPN2zrl5JM159wv6bjjjjNfPXgNDQ3uFTPn460339A777yjrq5OHT562CfCbKgGDiA6HEQYED5EGOBhy5Yt1R9v/71+cOEsM4ksdYFGrVq70b3dODg7W1/60nmaPfssxcX17XM1a2pq3KtkTpi98cZabdjwrmJjokNhNlQjQ2E2emQozEYNVXJSgvmJ/oMIA8KHCAM8buXKlbrpxp/qiovPNhN/c/6Rs+LVd7R23b8VqN+us84+R2eHPkaNGmW+w47KykpzxWzdjitmoTDLzxmr6tpapSQnuh9JCXFKTIzTgNDr5NDHzs8pyUmhjwSlpCQpJtrfbzonwoDwIcIAH3jrzTd11ZU/1DWXnWcm/rNh0xb3iteate/ozDNn6ZxzznXPSPMyJ8wCgYB7S7O+vl6NjY3u57q62tDngOpDX3PWztcbGhrV2NSk2JgYDRiQooEDkkMhEwozJ95C4ZacGO++/s94Mx8W4q27u1tt7Z1q7wh9tHeos7PLfX3HvU9r1arVRBgQBkQY4BObN2/WRRd+Qz+/+gIz8b6KqjqtWvuu1ry+0X06wJxzz9OsWZF5a3Wn1tZWN8x2RpsTcTvjLRCoU6Cu7qPXjY1NbsDtNt5CH87t0MTE2FC0JbmzAaFYSx2Yopa2dnW48dS54/PO16GQcj46u7pDcyeqdoSVE1itoZ9xYqvNfI6Kjgr9+UlKTAoFYVJy6D/HuZKXoqlTp+ryH/5IUVFR5r8RgL5ChAE+UlpaqrPPnq1fX/8tM/GexqYWvb5us3vVK6gYnTNnjrvPKysry3wHdseJNyfIPhltO6/AOcHmXHVzPqekJKumpk5J7i3QFCUnJ4fibYCSUwa4EeVcwXJmOz/vfL3rOiYUfQDsIsIAn3H+JX3iiSfoDzf+t5nYs62m3j1EdWtZtcqrAtqytVKjR41Q8cTJOuecOSosLDTfCQDYFREG+FBbW5smTpygW37xA8XH9+07CXcqrahWaSi2tpbXqKyyTltKypU1OEsF+fkqnjBR+fkFbnSlpaWZnwAA7A0RBviYE2K/uv5bSgiFmPOr3NXVre7uHnV17/jc2dWl7tCsM7Tucec97oZsZ8+QM9+5dj53Od+7cx36Wk9PUPWNLaHoqtYHW8o0ZswRKiwoNMGVr4KCAve2FgDg4BBhgM997atf1tq1b7obrZ3ztZwN3rFxse7rnR/xcfGKjXXmcaFgC712Z87X4hUXCriE+ITQ59Dr2NDPhT4nJCSEAitZ2dnZbmw5H2zUBoDeRYQBPtfT0+MGEpEEAP5ChAEAAFjg76OdAQAAfIoIAwAAsIAIAwAAsIAIAwAAsIAIAwAAsIAIAwAAsIAIAwAAsIAIAwAAsIAIAwAAsIAIAwAAsIAIAwAAsIAIAwAAsIAIAwAAsIAIAwAAsIAIAwAAsIAIAwAAsIAIAwAAsIAIAwAAsIAIAwAAsIAIAwAAsIAIAwAAsIAIAwAAsIAIAwAAsIAIAwAAsIAIAwAAsIAIAwAAsIAIAwAAsIAIAwAAsIAIAwAAsIAIAwAAsIAIAwAAsIAIAwAAsIAIAwAAsIAIAwAAsIAIAwAAsIAIAwAAsIAIAwAAsIAIAwAAsIAIAwAAsIAIAwAAsIAIAwAAsIAIAwAAsIAIAwAAsIAIAwAAsIAIAwAAsIAIAwAAsIAIAwAAsIAIAwAAsIAIAwAAsIAIAwAAsIAIAwAAsIAIAwAAsIAIAwAAsIAIAwAAsIAIAwAAsIAIAwAAsIAIAwAAsIAIAwAAsIAIAwAAsIAIAwAAsIAIAwAAsIAIAwAAsIAIAwAACDvp/wNyWZlB+WHJjgAAAABJRU5ErkJggg==[/img]
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