温度。 | - | 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) | 5 | 19 |
空气压力 | - | 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) | 1009 | 1024 |
湿度 | - | 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y0TG/pvs+SdpO0QDy77xMNZ7SD1zGghyzc1lobUYEsy83ZEUeFXUTqEjJbAhhcMU7mhpq0zDQC0ZLUSZDvOiX68c0f3PS8c5Mk7DvKUv6ulOWbzToAWZLRk61nJo7mAlj9Y9+13ykEcatmpsfavty2f+4/JMyZLALTQSMRmg8Amta9c2Qzc3R9N1fvKsdlIBqAl2erqL1Fv0PLptT2XWvY85Zf2WesvREaLw6lDAC0ALbEjuTTDPZ57tHy6u2cjEasp/lHk/9mJnNEioKVZ0s3VAOgbS8+TfsbZfOoJWpijJeWG4fXalUu/kB458n4GQAtAC0BLNj4+HqOc6KDl6lse3l8x5amabmUdW2aMvUWXQUZLve0TGS1El3c/dbnHvE3di8ncsG3pJ+7O4v4AtAC0xHYk8WZcntLX0dGhxoFZ2Nx4jFF/0PKkerKxfPnjKApeB2jJCLREbK8sFqLXNOMyof/61xz6uKB0CKVDrotUlkHLp7p7fiQE4Sw1MI285QAtAC1ohoseLVKHnmlGS9Ef+YH1BPHV+JiI+7+29MLnXddGTQ6lQ1lo8diMccX67b+nPoBac7BkK98FaEGPlmNjgUc3qktGC0CLvNJjvtHzWF7uKR+mJVLap0MB5p6IPXk5ZGo28JcXSMhoAWg5Osd+i7/+9FqAFpPVqUMuGS2GuM33I7XWV9Lyt369/YLPJt1tgBaAliQbOfK9K2i5Yu0TZ6sQkIO+yON7AVqQ0YKMFjTDlb3q4XpntBSCqFNf9/iFr7Vf8FuuayNAC/1qe3t7Sxb6qucYUlahviWUa3muGFXeDdAC0FJPu3Sdq3Xdluf7eWI0TA3/XOtvrPF/ZCzdozMGt4yWK9b1vI9sNEkbK+TC76JHC0qHkNHi6sVucgAt0koeoCWnxzvnsEeLvEU7QyDDRM29KsOlj0pZSbcm41o6VCxU75W05kKtsYxH1a2LL/jbJHd3AS3zuh5uaiw1DOhvDrg3JL8E0ALQAtAC0ALQkrTy5vv747l0CKAlXGkoSOilJcc749ShXDrhNd3f2HPYNJ2qXZz0C2kzrDdhZsfSoc+s2/4XMpda7lyNArEpNMNFjxaUDmW5aAC0ALSIPQG0uB7v/Nl1T3xf6uhma044ONyYWDbjCloai0PxKVYzas0nqY6vbm2/8JeTFgWAFiJpKrdIjpy+TX+jYzsKng7JJJV1B3q0oEeLlMTgeGdktCQtvbn+HqCFCD1aiHC8c/3dNEvQ4heG1SPvi4YH5BSgbwK0oHTIxdKR0eKiJXcZgBaAFoAW0UAMWg5V+cAe79Rfq+U+PntDEfM3AFqQ0QLQAtAC0CL18wAt7tFWDiXzCFoWdPWUh8vh2zV1jUSFA76xBxJUitIhQkZLDt1u9JIyAy2G2ot+NW5eWvMjL+R2MPvNAC0ALS7+ANDioiV3GYAWgBaAFtFAS9cfT/lZeVKfulkR72QbiMXkK6PFa+D3WR6ZoF376dV/OYc8f/7/Ct7xxVpyI15DWKjQ/1GXD0bpEDJa4gZ1AC0ALQAt7qFWPiXzCFo+t+Gx88SyejSNWeZOy8U1AC0oHcqnZyVfFUALvSInrbwobc0v1yERmuFa33/n9s4P/zTZqrKRAGjJRo9HRgFoAWgBaDnOQYvvhb2yWV2lLQ2NfOiBIdN0pQ5RqCO0BbW3jDxho0dLhqVDV67/1izpqB/XTh/dh/mVA4dPelFqi9WgxWUSHO9MZC3dVAjshgR/QekQMlpcXCq3MgAtKB2KjTMaCKZM+qU+XzPULW3zkzKIMrVzl3LnTCes82AALQAt8rJmd7k08HL8GKqCZYCWTL0TxzvTNkvmA/K88K7aiuUDlv2vi20uVJVvzaztq89OPOURzXB/AXq0LNjcU9aMpfz6G8XjNaMFoIX3TDQDZoAnq43l8tijBaAl7ix96O6DdrK+mBNtNCa6VjaGplp+LGUsuw2blyXjTA1aQvYWB8beqgY2AC0kjRgXe0SqnlA6lGn8V/fBAFoAWmKjaywMdgrw1zOErLloy5JLn6iXkQK0iG26NMNF6VCcWonjnTN0TGS0ZKhMGQoZLchoETM4sZvhXr3xoQvlAe1x9cGKuYs56NJk5KEil6VDAC0ALZJphIwWgBbn6MBje5Px9YwdgBaiDRs2nGatfVqOPz7dWbnHkSBAC0ALQMv4OCwyWpDRgoyW8fE9ZLQgoyVuMLi1MRg6U44IPq2mGTLt3Xdo+qMCEK5T4YBnW+Ut7x2ajBzVu+Kkpn2rsjD5vsHmZdJ06xZtLDkeuM1Yul2dj3lLKaPjnQFa5I0VSodyeeoQMlqQ0TK6Dlpu9XxS12npi7PO86IWWfNLR7tWA7S4aRCgxU1PWUqhR8toD6w2yTBRYySm7I53RkZLlhbsNhZAC0ALQIubr2QtlRVo+cLtD31U7uEz+rMsrTlcndCpv8SnH0u/otclG1v6k9X+REzthny18XWRKt0VW+5Q52OAFoCW2EIAWuJga7PL8c7IaEFGCzJaRhuzonTIMSIBaHFTFECLm56ylAJoAWiJ7QmlQygdGnsUQDNcNMPNcochAmgBaAFoAWgZXVUAWmItmE2WzXz5x/RaS608YKNHC0qHAFpSxCIALW7KAmhx05Or1ILbt20kNp/X5K31VkQc3KXK4NQhWe+Q0eJqd3mUQ0YLMlqQ0TI+ngnQAtAC0JICtExuOrDNMF+huWtkvLUcBXcnBG7o0cI4dShk21HwjHryUpbHO6N0CKVDo+sSSoeIbSTlU15C+RSvKQSRmoYriPqFr7Vf8FtZhHAALVlo8d/HWHDbg1+WE/Ku10YNQ7/Fkn8nQAtKh8QGLpH+SJdla4X5GA2gBaAFoGV8fBGgBaAFoCUFaJnStL9Hsh6uUUEL+y1svaTADaAFoIUAWuJMqmhJuWF4veZTkm3VE9lghjw0zVTkRvorTRs8Q8u0sXDqEEDL6JIP0FL3qHPRxs3fOuxPuPjoJ+at97b+wWeTxgFo4dcsB0+KnhYkrK+569Fi2P73oDByo3bd0u/vwXtbr1iaZAcu36N0CKVDY48CKB1C6ZDLiuEuA9AC0ALQAtAyumKgdCjWAkqHnLYPlA6hdMjJUMaEUDrkpqwTPaMFoAWnDsWe4NIM12NuCQpV9YUVE23+SusV17p5ly4F0ALQAtAy5iMTGg+eO6kwOOuo/cqYv7+n5YqHksbB8c5JGhr7Hs1wRQnWzNq++uznkzRm5q1+RvYH9bMrjPyD8vb245rUtGBvzwBNmqvJGOI2348Susnj1CHXZrjIaKFX0QwXPVrQDBfNcJM2uv/4PUCLm7YAWtz0JN631XjcLP9/R62/kNMP+0aiwt+jdOj4zGgBaHH1BTc5lA6hdMi1dGhq077FJb96q5tl1ZaS7KDH7mn9zCVJ4wC0JGkIoOXnGgJokbDnBD/eGaAFoCWvzXCby298nslcrS3ZI2Hh/pCLX3Vb1hUpZLQgoyWFEQG0uCkLoMVNTzFo8Tx7pmQgnlbrLyRDc28YFR4BaAFocbEqZLQgoyW2E5QOEQG0uKwY7jIoHULpEEqHxlbXLaViZY7865Sa7sP0GkALQEtuQcuE/V1iu/F/NT/V0G8NbUltAOq0fQC0ALQ4GcqYEECLm7IAWtz0BNAyGrRsiaw3x5CpGbPIQ+Nx26MFGS2uvuAmh4wWZLQgo8XNV7KWAmgBaAFoAWgZXVfQoyXWwvHbo6UZoAXNcJmGpgX7Xtpvp+n11Th1CM1ws44mHcbLskcLMloAWtCjxcHp3hQBaAFoAWhx95csJQFaAFoAWgBaAFp+vqoCtDhtMMhoQUaLk6EgoyWFmggZLa7aQukQMlriPlm0uehXfWPifj01PmzeuGvhVYkNc1E6hNKhsUcBnDqE0iHXfchNDqAFoAWgBaAFoAWgxW3HOCIF0ALQksJiTvTSoakT937TML1fU0mx0fvihquvHtBkAFpcjQqgBaDlTdASDM+V8qkZNTkL06t3L7zql5MsC6AFoAWgZcxLAFqSVot03wO0ALQAtAC0ALQAtKTbOQBaAFpSWMyJDlpOatr3uqhDPQFQ+mmc/KWFV+0DaJlwcQrTqZWmgGa46NEyltEC0OLkTigdQukQSoecXCVzIYAWgBaAFoAWgBaAlnSbC0ALQEsKiwFokbfFJzhoWbh58zsLzE2qWRwyqw/7AC3G2Fs0PUXWb2PybtddDD1aAFrcF2GAFoAWgBZ3f8lSEqAFoAWgBaAFoAWgJd2+AtAC0JLCYgBaTnzQsmjTfd8RkzhXNYsh7hHQomb+uJkVSodQOoTSITdfGZMCaAFoAWhJ4zHZyQK0ALQAtAC0ALQAtKTbVQBaAFpSWAxAC0DLqLkAtEhmU7AMGS2DnZ7Ha7QlxPV4Z5QOuS3EAC0ALQAtbr6StRRAC0ALQAtAC0ALQEu6vQWgBaAlhcUAtAC0ALSMOQxAC1FjAaAlxfKZiShAC0ALQEsmrpR6EBfQctNXvvK7bO1va4MPhhN/MjJS3KZeANOaw9UJnZqMlFz+OIqC18nQeZpcxNRuyF+nyRSp0l2x5Q51PgZoAWgBaAFoAWhJt3kAtAC0pLAYgBaAFoAWgJYjSwZAS4rF00F08b2bviJikxTRvf0Hp8w9bJpO1R+sTJthvTcQG2qXI7XVhy9m2sHsx0duz9Lmq0bBSjkx6mZNxka21fO9OxLUcNdIGCy0FJhacvJw+Yo8XL5oDF2uPxTieGecOuTgdClEXEDL4nvv3ShDLtKGHQpLLcPV8p0ALWc/n6R+M2/1M+Lz6mdXGPkHZUH4uCY1LdjbM0CT1HpnQ9zm+5HaVI2JtzYGQ2eSMafVnI9p775D0x+VRfE6dZHybKthoy6KshKukFMaViUpyuX7vsHmZbKgq43lQvLbjCW9sRzzllKxMkfmPEXRwWtTmvb3EJlr9M3Kb2Hrqc5gmbuYgy5Vl8Q72QYyHc3W5AaHG5cbY1arm5XltsDXdSCb4+bG4lBsT+pRib4X9optXqXN18iHHhgyTVcmLAgdoS106zLcK/evJDZzlqrzyEvUwQh7rRwVEjZss8mymS9zTa+9YfOeiWbADPBkNWgRH17kGbpNu+6QbUfBM6oOmHnHxIb+ZvFPNWhpnrA/tifVpqqh3xraUlLQkux6AC0ALclW8nMJgBY30LLqttveZw31DjU2rKilXnkQ+sd1113Xm0L9dRFFjxZ6rhhV3l0x5anqXoXSIWS0ZOyRi++9598kRjq5dsxCe/oPTjYALQAt5dLAy/JQMU8zQYCWbB0UoAUZLchoiX0KoEVUANAiGxBAi8seA9AC0OJiJ2/KALS4gZauO+6YPdRY/H4CfN7Gxn7L49pvsNkz1fXX/KGeYpzi/rmIArQAtMgbxJ2loBKby2zNZpDR4uJRRB1f/vJJ7Fv1Zaq8i/sHDoPtAC3IaCETXSsvw2uf/Ma0G6DFzfeylAJoAWgBaAFoGV1TAFpiLQC0OG0wAC0ALU6GMiYE0JItaCFjZ0oW4xk1bwFT37pr/1DNrEhx+5xEAVoAWgBanFzFWaj9q3fNJOu9oP2BZKRvsjaYB9AC0ALQ4uxadRUEaAFoAWgBaAFo+fmyC9DitAMBtAC0OBkKQMsRNUXWO/lLC6/ap6nNNaMFoAXHO+N45xP/eGeAFiL0aCEqm4G7+6OpC9Utl81GgJYUQUkdRQFaAFoAWgBaAFoAWtJtOwAtAC0pLAYZLZLVExz+jZJn36apzavwxJFi8RE9oOZt9QYtS++782PaNRnj/axSLcV9Zc5Vrx3HO+PUITEQlA65LZ4ALQAtsaUAtLj5S16lAFoAWgBaAFoAWgBa0u1RAC0ALSksBqCFqMEfWhIE0XoVtIzYtVWvYWneQMuyr96Z2MC/Ui33AbSgGS56tKRYGBNEAVoAWgBasvOn8RoJoAWgBaAFoAWgBaAl3R4E0ALQksJiAFoAWkbNBRktyGhBRovzygnQAtAC0OLsLrkVBGgBaAFoAWgBaAFoSbdJAbQAtKSwGIAWgBaAljGHiXC8M0qHHNdOgBaAFoAWR2fJsRhAC0ALQAtAAVjVggAAFwtJREFUC0ALQEu6bQqgBaAlhcUAtOQTtCy//9bf9uImisqHDd8fRYX7E273LpQO4dShvJ469EuN/R+0QXWSZsOFf7Pvl+8vaW9vvyzF0nZMRQFaAFoAWo6pi9VlcIAWgBaAFoAWgBaAlnQbDkALQEsKiwFoqT9oKTWEpwZsJ2q3KbTRe9h4O1TQQqYrsn4XQEtxTYIOnitG6NGSxx4tU8sHesnQVSpoGbBtfsXOAmjxbtfBK7UX/eo6VYZpB7PfLDKzNLlqFKw0ZG7WZHDqEJrhpgg1cikK0ALQAtAC0ALQAtCSboMCaAFoSWExAC31By2NxaGtcotuUG+TpRZrvDsBWnxVB5a50zJAi6FAfSjOa0YLQAvt6T842Rw2Tadqvh6xaTMM0OJ5rGb5yea/hMlTG5sTc0/E3gxjzMxaOmemEdH5BoFNy7T7glOHUgQbORQFaAFoAWgBaAFoAWhJtz0BtAC0pLAYgBaAllFzQTNc9GgRM6j38c4ALQAtAgFfiaLgRWPocj0bh28EaNm3uORXb02xxb+lKDM/dk/rZy5JGkdARJwh1dfR0aHDq6SBcvo9QAtAC0ALQAtAC0BLui0KoAWgJYXFALQAtAC0jDkMmuECtLgunejRgh4tsa0go8XVY/IpB9AC0ALQAtAC0ALQkm6HAmgBaElhMQAtAC0ALQAtR5YMZLS4LZ4ALQAtAC1uvpJnKYAWgBaAFoAWgBaAlnT7FEALQEsKiwFoAWgBaAFoAWhJsWiKKEALQAtASzqfyaM0QAtAC0ALQAtAC0BLuv0JoAWgJYXFALQAtAC0ALQAtKRYNAFaRpWFU4dQOpTOa/InDdAC0ALQAtAC0ALQkm53AmgBaElhMQAtAC0ALQAtAC0pFk2AFoCWN80FPVrS+U3epAFaAFoAWgBaAFoAWtLtTQAtAC0pLAagBaAFoAWgBaAlxaIJ0ALQAtCSzmFyKg3QAtAC0ALQAtAC0JJuiwJoAWhJYTEALQAtAC0ALQAtKRZNgBaAFoCWdA6TU+l1f7S6nwrRfjJUfetLNIP7B09+Vr5bpP2EobDUMlwt36n+TKY1h6sTOjUZOer8x3LU+etyPedpchFTuyE/Pnq75qdIle6KLXeo8zFAC0ALQAtAC0BLui0KoAWgJYXFALQAtAC0ALTkGbQUw+rmoGHkMvb5X1Isbf9J1BA9f9MfdF1zNGMc+Vs0w0WPltgWUDqUhTeN3xjr7l9VMQVuqHkFTANvDJ58H0CL/3Uis1C9U9bM2r767OeT7qaZt/oZAUrqZ1cY+QeNoY9rUtOCvT0DNGmuJmOI23w/ul2nW7y1MRg6k4w5TTGEvfsOTX/UkLlOHcuzrYbNHfo10YqTmvatSlKUy/d9g83LmP1bNNmQ/DZjSdUBMW8pFStzZJxTFB28NqVpf48YgrqJRuy3sPVU6miZu5iDroT7spNtINPRbE1ucLhxuTFmtSZjLbcFvq4DZtrcWByK7WlGrbFE5lXfC3vFNq/S5mvkQw8MmaYr1XvI1BHaQrcuw71y/0oSvJylyUWRl6iDEfZaOSqotinK3mTZzJe5ptfUAfGeiWbADPDkU1W7i/xFnqHbVBm2HQXPqDpg5h0TG/qbxT9naWM1T9gf25NqU9XQbw1tKUEHDp4H0ALQ4mAmR0QAWgBaRm1hiHsO+xPUmMXNrHir59kzZb2uGbPIXrU3jAqPyF51vboGh36LJT9pv+60XFyTcG3PFaPKuyumPFXdq2ywzBirxiyR9duYPD1mId4SWW+OxGQ1YxbZO16zHDwp17NAjTWY2jyPE+LEcKWh4GY9ZqGdpaASi8xW44PCYKfMp+rTY24JClX1vkggvbkYDM8VHagxy9TygV6Jo9SYpRANP1Aoj+gxi5tx9t50RdfvuYnqUgAtAC2xhQC0ZOFN4zcGQAsyWpDREvsfQIuoAKAFoMVxMwJoAWhxNJVYDKAFoAWgZcxhIoAWajzBQYsx0T8Ypl9LsUS+pehQ2Lh1cHji/Trc4k3WBvPkZdTJteQESO3pPzjZHDZN6suhiE2bYR3wsaH2ol9VywkkltwhL0Cb5XrUl0PVKBB4Z1R4h1OHAFqO1o/G++8BWgBaAFoAWkbXIYCWWAvIaHHalABaAFqcDGVMCKAFoAWgBaDlyJJxooMWz9iS/FY1C9dl+RwOCy0DlSkJWT0ALaLLu0bCYKGlQHjTW38ENr0ifSlelAy3y1VwxXyjZFttVO8P0xLJOFuvy3BPxN4MyTafWfOamEYEbm0Q2LRMGwsZLS7ekl8ZgBaAFoAWgBaAlp+v0QAtTtsVQAtAi5OhALQcUVODP7QkCCI1OPdG7Nqq17A0IYDfRsbOlAD+jJpyTH1SBrpVvr9BHctSizV6mSuT6ZJSlq6E272rUi33icy5qhxKh5DRIgYC0OK2eAK0oHQothSAFjd/yasUQAtAC0ALQAtAC0BLuj0KoAWgJYXFIKMFGS2j5gLQAtAC0OK8cgK0ALQAtDi7S24FAVoAWgBaAFoAWgBa0m1SAC0ALSksBqAFoAWgZcxh0KMFGS2uSydAC0ALQIurt+RXDqAFoAWgBaAFoAWgJd0uBdAC0JLCYgBaAFoAWgBajiwZKB1yWzwBWgBaAFrcfCXPUgAtAC0ALQAtAC0ALen2KYAWgJYUFgPQAtAC0ALQAtCSYtEUUYAWgJbjHbSc8bbd75CTqn69luUbNpXD/zz5Pvm+r6OjQ28wnM59ciMN0ALQAtAC0ALQAtCSblMCaAFoSWExAC0ALQAtAC0ALSkWTYCWUWXheOfjuxnuGW/ffZqc5vm+WpbPxENDP5lyN0DLyTFsWqStEENhqWW4WlZPIZPAdM3h6oRObRw5gevHcgLX62ToPE0uYmo35KtHuRep0l2x5Q51PgZoAWgBaAFoAWhJFwECtAC0pLAYgBaAFoAWgBaAlhSLJkALQMub5nI8nzoE0EKEjBaAFoAWgBaAFoCWdBEgQAtASwqLAWgBaAFoAWgBaEmxaAK0ALQAtKRzmJxKA7QAtAC0ALQAtAC0pNuiAFoAWlJYDEALQAtAC0ALQEuKRROgBaAFoCWdw+RUGqAFoAWgBaAFoAWgJd0WBdAC0JLCYgBaAFoAWgBaAFpSLJoALQAtAC3pHCan0gAtAC0ALQAtAC0ALem2KIAWgJYUFgPQAtAC0ALQAtCSYtEEaAFo+QUBLdEbjQ8FpbBUah7sqeUh1vi9X7x44950HnRspTf3LChTdcKF6iwmerXv4LReU+CGmnJMA28MohmuZf/r0jh5oapPa2ZtX33280l31sxb/Yw0/VU/u8LIP2gMfVyTmhbs7RmgSXM1GUPc5vvR7ZqMdH3e2hgMnUnGSHfoGh+mvfsOTX/UkLlOHcuzrXJc1x36NdGKk5r2rUpSlMv3fYPNy5j9WzTZkPw2Y0nVATFvKRUrc2ScUxQdvDalab8sBOYabb6I/Ra2ntoZ2jJ3MQddCfdlJ9tApqPZmtzgcONyY8xqTcZabgt8XQfMtLmxOBTb04yaZsD0qu+FvWKbV2nzNfKhB4ZM05XqPWTqCG2hW5fhXrl/JUN0lqrzyEvUwQh7rRwVVNsUZW+ybObLXNNruwLvmWgGzABPPlW1u8hf5Bm6TZVh21HwjKoDZt4xsaG/WfxzljZW84T9sT2pNlUN/dbQlhJ04OB5AC0ALQ5mckQEoAWgZdQWhrjnsD9BjVnczIq3ep49U9brmjGL7Gd7w6jwiOxV16trcOi3WPKT9utOy8U1Cdf2XDGqvLtiylPVvcoGy4yxaswSWb+NydNjFuItkfXmSExWM2aRveM1y8GTcj0L1FiDqc3zOCFODFcaCm7WYxbaWQoqschsNT4oDHbKfKo+PeaWoFBV74sE0puLwfBc0YEas0wtH+iVOEqNWQrR8AOF8oges7gZZ69nbElE1ZjFZSgc74xTh2I7OdGb4XoV81Jx4rAa30osPXvBxXf8wMVv6iWz6Ym2U/yIX9Xn40cO/mzq+QAt5gOyTr+rtq74AEALQAvJkxVAC0BL/IAN0ALQAtCSIpoBaAFoAWgZc5gIoIUaAVqcVk+AFoAWgJYxVwFokfcUON5ZFgRktBAjo4WQ0UKEjBYiyUpDRotDOMkcLSk3DK9PeOPaIw8oM+Tt9ExFbqS/0rRBNuRl2lgT6dDdB+1kPT2RaKMx0bVC4JtqjSXAbbdk770sb0rnafOF7C0OjL1Vk7GWbioEdoOqLqbHQuudLjp4b005pqFpwb6X9ttp6tshstzq+aRmNklGwDrPi1pEB/Hb2aP6ALQAtAC0ALQcWUQAWtyWU4AWgBaAFoCWI6sFQItoAqBFkj4AWgBaxBcAWgBa3EJJWTMAWgigRd70s1nsEalASuDWw4ENLximslrvXC723yfllItUeGcjgU1eAmziNYUg6tRtmV+QUtjXRUYtiWnwh5YEQaQCRW/Erq16DUt14MbbyNiZ8vvOUIBbn5SBbpXvb1DHstRijV7mymS6pJSlK8Gfd1Wq5T6ROVeVQ+kQMlri+AAZLU7bI0ALQAtAC0ALQMt/WC4BWgBaYnNARgtAS2wHyGhxiiUBWmJIj4wWgBaxA4AWtzVDIg30aEGPFinfRI8Wgc+brA3mSR+7k2t5j+hpT//ByeawaVL7ygnsbjOs9wZiQ+1Fv7pOhdhMO6R3YrPIqJmV1SiQvj9G7ftjI5sIxGWeu0bCYKGlQNTw1h/RwStRFLwoGaGX69fON0r/oI067KYl0kNJheYS2PRE7EkWrqmZhStZoyOi8w2iAzULFz1aUDoU2yMyWuJgGaVDyGgBaBndn5DRAtDi/MiEjBaAltF1ExktAC3OqwZAC0ALQIu4C0DL6JoB0MJmIyWUO4ux7C6XBl6WJuJqufPUpn2LS35VzS51WamlGfdjZ7x9tzQsN++rDcB4CM1wceqQrGRohisOilOH0AxXID1OHUIz3Di641cOHD7pRXkTo74dctuM0aMFGS0ALbGvALS4rBixDDJaRAc4dQgZLQAtY0sGQAtAi+vmkZkcTh0iKlKlu2LLHXqWGG2zhFOHcLwzjneOIQqOd8bxzm6bEEALTh1ys5RRKTTDRTPcUUNAjxb0aIkzXtGjxWn1RI8W9GiJDQWlQygdGt0+ceoQSodG3zOhGS56tMSBFB96YMg0XalGE0wdoS106zLcG5JfksLbszS5KPKWSy3sak1mhL1Wjgpq80tJcdxk2cyXcabXGgsZLbGjI6MFpw45PSsAtLypJjTDBWiJTQHHOwO0uK6cAC0ALQAtY94SH+9cLu39a1ffqSVXbJxs559zz6GjHSf+e2S0IKNl1I4McZvvR7drRiUPDMhoQUYLMlrGPAagxWUHAmhBRouLnbwpg4wWZLSMmgIyWgBaxAyQ0eK2eAK0ALQAtIz5ijRgvsH3Ru5y8xxV6qXPnn/fb2QwDkBLfF9QOgTQEjuTZES0GUsqbBLKsKVUrMwR8VNqOiB6tKBHixgHMlpiJSCjBRkt7qEKQAtAC0DLmL8gowWgxXXlBGgBaAFoGR/QsvXJzy8gNps1X7XW3FgJJ+gnVBE/cvBnU883BW5Qni0H3hg8+T75fpE2H0qHRDs4dQilQ6OBFPstbL07VQdl7mIOujQZeZDbyTaIadlsTW5wuDGxbMZabgt8HTahR0usZWS0OAWBAC3IaHEylDEhgBaAFoAWgJYjSwYyWtwWT4AWgBaAFoCWI6sFQAtAy6gtoEcLQEtsB+jRguOd3ULJODkGpw7h1CGcOjQKpEbs2qrXsFT1HeZtZOxM6Ul1Rk05pr7G4tBW+f4GdSxLLdboLwWYTFdkffWlgMyxq1It98n/z1XnQ+kQMlri+ADNcJ22R4AWgBaAFoAWgJb/sFwiowWgJTYHZLQAtMR2EEb+ImngdZsWUYVsOwqeURsCM/OOiQ39zWTMLG2s5gn744ch9YGoGvqtoS0lNAR2iAGR0YKMFgczOSKCjBZktIzaAkALQAtAi/PKCdAC0ALQAtAC0ALQ8v9sGshoAWiJDQIZLQAtrtEkMlokmLR0UyGwG1SdMT0WWu90Y+i9NeWYhqYF+17ab6epUI4st3o+qcBNSgnXeV7UYsiUXO9lLTmAFoAWgJYx70CPFmS0uK6nAC0ALQAtAC0ALQAtAC3/366JjBaAltgkkNHiFk4CtAC0jD6AslnsEd2qWY30rXo4sOEFw1RWG8uVi/33SWmN2liObSSwyUuATbymEESduiXzCyc17XtdZOZqcjjeWbSDjBaAlvhFDEqHnDZHgBaAFoAWgBaAFoAWgBaAlv8UNCCjBaDFKZIUIYAWgBaAljFvQY8W51Vjq+fZM6V5+Wm1/kIysvaGUeERyQC7Xhs1DP0WS35S8/pOy8U1CVf3XDGqvLtiylM1OWS0ALS4WjlAC0ALQAtAC0ALQAtAC0ALQMtbRE7IaHELJwFaAFoAWgBa3FaLI1IM0EK8JbLeHCntO6U2bOLXLAdPyvcLNP0KlGrzPL5dlaFwpaHgZl2GdpaCSiwyW5NDRoubtQO0ALQAtGQPWkqFyj/JqBclAPGbQuur5dw43pmoSJXuii13JOwv2yyZD8he9a7acnzAsv91eXmyUF0d0QwXzXDHHhhwvDMyWpDR4hZKIqMl1hN6tKB0KLYDZLQ4rxoALQAt0pCcNheD4bkSwM+oDZvo1anlA71k6CrNugrR8AOF8siVrhaoyPV6xsZ9rc462rEAWgBaAFrGB7RUw+AmJoAWQ/46bR0DaBHtGOI2348S3lTw1sZg6Ew51aRmGq7saHv3HZr+qGxo16nkyrOtho1a926IVkhN+6qj3YTiv+8bbF7G7N+ijRWS32YsqTqQ+oUtpWJljoxT8+2Q6OC1KU37e0Sr16gkFKAFzXDFQJDR4ubhyGgBaBkD1OjRAtDitmYIngVoAWgBaBF3kb5Vm6wN5klcfXJN2ES0p//gZHPYNJ2qx66mzbCnPy8Yai/6VfXhSzKkdkhc3ixzqU3Zq1EgWVJGzZKykU3spSXz3DUSBgstBaKGt/4IlHslioIXpZTwcvUZhvlGye7aqK5ETEuYvPW6DPdE7M2QXmEza14T04jsextEB8u0scpm4O7+aKr+pp/NRjLRtTJWU82xmHaXSwMvyzPMPG2+qU37Fpf8qtovzWWllhMzHzvj7bvludK8r/Z94SGvYl4qThxWbUVs7gbfG7nLZd4EmZdcMloAWuKYjNoBWoK9PQM0SW3AB9AiD7wALfLGnNsCX4dNsjlubiwOxfakvh3yvbBXNiv17RAyWgBaXDdEgBaAFoCWMW8BaHFeNQBaAFoAWgBajiwYAC0ALa6bB0AL0Y8FOr4umRjn6eAVoIWmAbTkMqMltKaVOFCzeiSDZmXESfXOvJNtEKclzdacYWi4cTkbs1qTqTdomcCHtw6a8mfUNweWl0ZcXJvwVqBXQFlJXlOoabhR5C2XNweqDkbYa+WooN8XMpssm/lyTdMVAr9nohkwAzxZfTuUy4wW67eGYSlBBw77FfMrBw6f9KK8PVHfDjmMhGa4oiSUDp34GS2NhaElcly2+hbUjHD3iFdU653FYbaRsTNlvTtDeXPZJ9B8q3x/g7oGs2ll0jNQ5fuuyPpdCb68q1It94nMuarckOk57DeqL4dc1owsM1pGoqCVWT99yjJn1gw3jLxOzyO1sa7ou03emOtZuCc4aJE9v7UQDOungmVYOtQQDW/1yyNqzOJmm5RZ6ZBkfLT2DzUn6MAto2Wgv5kGuVw7a11+XGi9RR6Z29Q1AxktcRoRMlocnCHbjJZQMlqG65bRIk3LE3u0kDU3Hg4n6NlPxI8c/NnU802B1ZMS3xg8+T5RqXpS4nBYbhmqltTG7WKbaw5XJ6gnJUp21wkPWv4vtHCjndWdkcMAAAAASUVORK5CYII=) | 42 | 90 |
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Air Quality Data source
气象数据
Teichgasse, Försterschule Gainfarn, Kottingbrunner Straße目前的天气状况在測量(星期四)9:00
-°C
湿度: -%
空气压力:: -毫巴Teichgasse, Försterschule Gainfarn, Kottingbrunner Straße空气污染地图
最近的城市
- | Teichgasse, Försterschule Gainfarn, Kottingbrunner Straße, Austria 1922/10/19 - 102 年前 |
9 | Kottingbrunner Straße, Gymnasium Gainfarn, Sportplatz, Austria 2025/01/29 - 20 天前 |
- | Forstschule Gainfarn, Petzgasse, Austria 1922/10/19 - 102 年前 |
9 | Untere Bachgasse (Park vor Schule), Austria 2025/01/29 - 20 天前 |
9 | Neuklosterwiese Sportplatz, Austria 2025/01/29 - 20 天前 |
9 | Abfallwirtschaftszentrum, Austria 2025/01/29 - 20 天前 |
4 | Mühlgasse, Austria 2025/01/29 - 20 天前 |
- | 1, An den Steinfeldern 3 (Umspannwerk), Gstr. Nr. 308, Austria 1922/10/19 - 102 年前 |
- | 11, KG Erlaa), Calrberger-Gasse 69 (Gst. Nr. 273, Austria 1922/10/19 - 102 年前 |
- | 11, KG Erlaa), Carlberger-Gasse 69 (Gst. Nr. 273, Austria 2023/12/21 - 1 年前 |
7 | Am Alten Markt - Institutgasse, Austria 2025/01/29 - 20 天前 |
- | Freiwillige Feuerwehr, Austria 2022/11/29 - 2 年前 |
- | Am Alten Markt, Austria 1922/10/19 - 102 年前 |
- | Laaer Berg, Theodor Sickel-Gasse 1, Austria 2024/01/12 - 1 年前 |
13 | 252, Belgradplatz (Südostecke), Gstr.Nr. 816, Austria 2025/01/29 - 20 天前 |
9 | Umspannwerk Gaudenzdorfer Gürtel, Austria 2025/01/29 - 20 天前 |
13 | Laschoberstraße, östlich Kreisverkehr Ruster Straße, Austria 2025/01/29 - 20 天前 |
21 | Kendlerstraße 40 (Umspannwerk), Austria 2025/01/29 - 20 天前 |
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关于空气质量与空气污染指数
本网站采用的污染指数和颜色与EPA是完全相同的。 EPA的指数可以从 AirNow上查到
空气质量指数 | 空气质量指数级别(状况)及表示颜色 | 对健康影响情况 | 建议采取的措施 |
0 - 50 | 一级(优) | 空气质量令人满意,基本无空气污染 | 各类人群可正常活动 |
51 -100 | 二级(良) | 空气质量可接受,但某些污染物可能对极少数异常敏感人群健康有较弱影响 | 极少数异常敏感人群应减少户外活动 |
101-150 | 三级(轻度污染) | 易感人群症状有轻度加剧,健康人群出现刺激症状 | 儿童、老年人及心脏病、呼吸系统疾病患者应减少长时间、高强度的户外锻炼 |
151-200 | 四级(中度污染) | 进一步加剧易感人群症状,可能对健康人群心脏、呼吸系统有影响 | 儿童、老年人及心脏病、呼吸系统疾病患者避免长时间、高强度的户外锻炼,一般人群适量减少户外运动 |
201-300 | 五级(重度污染) | 心脏病和肺病患者症状显著加剧,运动耐受力降低,健康人群普遍出现症状 | 儿童、老年人及心脏病、肺病患者应停留在室内,停止户外运动,一般人群减少户外运动 |
300+ | 六级(严重污染) | 健康人群运动耐受力降低,有明显强烈症状,提前出现某些疾病 | 儿童、老年人和病人应停留在室内,避免体力消耗,一般人群避免户外活动 |
(参考详见
http://zh.wikipedia.org/wiki/空气质量指数)
This page has been generated on Tuesday, Feb 18th 2025, 15:18 pm CST-
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