مرکز آمار ایران اعلام کرد که تورم مسکن شهر تهران در شهریورماه منفی ۱.۷ درصد بوده است. بدین معنا که رشد قیمت در شهریور ۱۴۰۲ منفی شده است. ماههای تیر و مرداد نیز به ترتیب شاهد ثبت تورم منفی ۰.۷ و منفی ۲.۳ درصد بودیم. بر این اساس بازار مسکن شهر تهران سه ماهه تابستان را با عقبگرد قیمتی پشت سر گذاشت.
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ZgfNXkMdU4HCFpja7F+LTiDhsW3hcEyI5Gm0FdPb1tQXlsamjtVtTZt36u2xVRtbDG1kU0+bi10mLcWgOIaAwYnBd7XW4bwiIoAREQBERAEREAREQBERAEREAREQBERAEREAUKf51U/i38ldQp/nVT+LfyQCq8ZT+1/aVdQqvGU/tf2lee8VbU2dYNfaFFRGuqaanfLFTB+YZnNaSGA4HAnDBQ3bMJXyPei0S1cocNPee7Fl0tFNNBbtOKmCQU8z3SsOGxgY1zWlgc1zzIWta1w2k8m9rqxFwiIoJCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIBgOhERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAEREAREQBERAFCn+dVP4t/JXUKf51U/i38kAqvGU/tf2lXIBBB5DsUKrxlP7X9pXhvfaNbZF2LRtSz6NlbUUcDp207nlukDe+c0EA7c0HD7cFDtbML6H3ZVh2ZZskUlJTBkkVJHRxuJLi2FmOawE823E9OzHkCyS0a0713hblEsGxbMsWKqsK06F1YbQbI0vaGuaHNLHObgMJI3ZwzzyjN5xvKkglJBnvztLK37GuwC+dW9fPxq6ISQ1b18/Gmrevn41dEBDVvXz8aat6+fjV0QENW9fPxpq3r5+NXRAQ1b18/Gmrevn41dEBDVvXz8aat6+fjV0QENW9fPxpq3r5+NXRAQ1b18/Gmrevn41dEBDVvXz8aat6+fjV0QENW9fPxpq3r5+NXRAQ1b18/Gmrevn41dEBDVvXz8aat6+fjV0QENW9fPxpq3r5+NXRAQ1b18/Gmrevn41dEBDVvXz8aat6+fjV0QENW9fPxpq3r5+NXRAQ1b18/Gmrevn41dEBDVvXz8aat6+fjV0QENW9fPxpq3r5+NXRAQ1b18/Gmrevn41dEBDVvXz8aat6+fjV0QENW9fPxpq3r5+NXRAQ1b18/Gmrevn41dEBDVvXz8aat6+fjV0QENW9fPxpq3r5+NXRAQ1b18/Gmrevn41dEBDVvXz8aat6+fjV0QENW9fPxpq3r5+NXRAQ1b18/Gmrevn41dEBDVvXz8aat6+fjV0QENW9fPxpq3r5+NXRAQ1b18/Gmrevn41dEBDVvXz8aat6+fjV0QENW9fPxpq3r5+NXRAQ1b18/Gmrevn41dEBDVvXz8aat6+fjV0QENW9fPxr9ZT5rg7TTOw5i/EKyIAoU/zqp/Fv5K6hT/ADqp/Fv5IBVeMp/a/tKpPFHPA+GVodHI0tc084IwIU6rxlP7X9pXgvjXWjZt17StGyaeGpraWndNFDKSGyZozi3ZtxIBA+0hQ7WzJWuR6orLoIn0b2UzGuoozFTHE/02EAED/ho+C9i0yrvDeKW+9i2dZdJZTrDtOh1zXJ5ZGzMzHN0jGsAIcXMkjLcS3DBxOdgAtzXTvvOVbcSkp4pH5zg7H7HkfkV86pB0P6x3arooJIapB0P6x3amqQdD+sd2q6ICGqQdD+sd2pqkHQ/rHdquiAhqkHQ/rHdqapB0P6x3arogIapB0P6x3amqQdD+sd2q6ICGqQdD+sd2pqkHQ/rHdquiAhqkHQ/rHdqapB0P6x3arogIapB0P6x3amqQdD+sd2q6ICGqQdD+sd2pqkHQ/rHdqusFU3usCmvXDdiatLbVnAMcOiecQQSO+ww5GnnXUISnfZV7EOSjqzLapB0P6x3amqQdD+sd2q6LkkhqkHQ/rHdqapB0P6x3arogIapB0P6x3amqQdD+sd2q6ICGqQdD+sd2pqkHQ/rHdquiAhqkHQ/rHdqapB0P6x3arogIapB0P6x3amqQdD+sd2q6ICGqQdD+sd2pqkHQ/rHdquiAhqkHQ/rHdqapB0P6x3arogIapB0P6x3amqQdD+sd2q6ICGqQdD+sd2pqkHQ/rHdquiAhqkHQ/rHdqapB0P6x3arogIapB0P6x3amqQdD+sd2q6ICGqQdD+sd2pqkHQ/rHdquiAhqkHQ/rHdqapB0P6x3arogIapB0P6x3amqQdD+sd2q6ICGqQdD+sd2pqkHQ/rHdquiAhqkHQ/rHdqapB0P6x3arogIapB0P6x3amqQdD+sd2q6ICGqQdD+sd2pqkHQ/rHdquiAhqkHQ/rHdqapB0P6x3arogIapB0P6x3amqQdD+sd2q6ICGqQdD+sd2pqkHQ/rHdquiAhqkHQ/rHdqwWUCtfYFzLVtmija+opKcyRtlc8sJHSAR+a2Rajll8l14fc3fmFdhoqVaCeja5ldVtU5NfIjkltqovXc2K2LSiijqHzSxlsDntbg12A2Fx/NbbqkHQ/rHdq5/3OPkxp/ep/7yujqzGwjDETjFWSbOcPJypRb+RDVIOh/WO7U1SDof1ju1XRZS4hqkHQ/rHdqapB0P6x3arogIapB0P6x3amqQdD+sd2q6ICGqQdD+sd2r9ZTQscHND8RyYvcf8AtWRAFCn+dVP4t/JXUKf51U/i38kAqvGU/tf2lVljZLE+KRoex7S1zSNhB5QpVXjKf2v7SsffWS1Ibp2nPYk0cNow0z5aZ0jA9pe0ZwaQeY4Zv2Y4qHa2ZK1yPcygomOpnMpommlYWQEN8W0gAhvQMAB/wvSsTS20+omskQ2XWy09o0zqg1LA3RU+DWua2TFwdi7OwGAPyTjgssummnmcrTInJTwSOznxMc7pIXzqlNu8fCF9vmiY7NfKxp6C4BfmsU/p4uMKCT51Sm3ePhCapTbvHwhfWsU/p4uMJrFP6eLjCA+dUpt3j4QmqU27x8IX1rFP6eLjCaxT+ni4wgPnVKbd4+EJqlNu8fCF9axT+ni4wmsU/p4uMID51Sm3ePhCapTbvHwhfWsU/p4uMJrFP6eLjCA+dUpt3j4QmqU27x8IX1rFP6eLjCaxT+ni4wgPnVKbd4+EJqlNu8fCF9axT+ni4wmsU/p4uMIDAVF4rrwXqiuxLPE21pQCyDQO2gtLh32GHI086zuqUvoI+ELidvPYe6jst4e3N0Ue3HZ4mRdt1mnDcTPEAOfPC2YvDxoqm4/7RTKKFV1Nq+52PzVKbd4+ELiV5Iox3T1jxiNoZoo+9w2eKkXbm1NM4YtqIiOkPC4leR7D3T9jvD2luij247PFSK/+M61TwSK8XpHxI7YKSmw+bx8ITVKbd4+EL9FRBh4+LjC/dYp/TxcYXmGs+dUpt3j4QmqU27x8IX1rFP6eLjCaxT+ni4wgPnVKbd4+EJqlNu8fCF9axT+ni4wmsU/p4uMID51Sm3ePhCapTbvHwhfWsU/p4uMJrFP6eLjCA+dUpt3j4QmqU27x8IX1rFP6eLjCaxT+ni4wgPnVKbd4+EJqlNu8fCF9axT+ni4wmsU/p4uMID51Sm3ePhCapTbvHwhfWsU/p4uMJrFP6eLjCA+dUpt3j4QmqU27x8IX1rFP6eLjCaxT+ni4wgPnVKbd4+EJqlNu8fCF9axT+ni4wmsU/p4uMID51Sm3ePhCapTbvHwhfWsU/p4uMJrFP6eLjCA+dUpt3j4QmqU27x8IX1rFP6eLjCaxT+ni4wgPnVKbd4+EJqlNu8fCF9axT+ni4wmsU/p4uMID51Sm3ePhCapTbvHwhfWsU/p4uMJrFP6eLjCA+dUpt3j4QmqU27x8IX1rFP6eLjCaxT+ni4wgPnVKbd4+EJqlNu8fCF9axT+ni4wmsU/p4uMID51Sm3ePhCapTbvHwhfWsU/p4uMJrFP6eLjCA+dUpt3j4QmqU27x8IX1rFP6eLjCaxT+ni4wgPnVKbd4+EJqlNu8fCF9axT+ni4wmsU/p4uMID51Sm3ePhCapTbvHwhfWsU/p4uMJrFP6eLjCA+dUpt3j4QmqU27x8IX1rFP6eLjCaxT+ni4wgPnVKbd4+EJqlNu8fCF9axT+ni4wmsU/p4uMID51Sm3ePhCapTbvHwhfWsU/p4uML81in9PFxhAaRat8qWhynUFy/8ABGSGrY1+taUDNxa8/JzdvyOnnXpyw08DMl94HMhjadTdgQ37QtEvTIw903YLg9paIGbcdni5lvmWKaF2S68DWyxuOpu2Bw6QvVdGFOrh3FaqLfG5iVSU4Vb7rr8GG7nWCGTJlTmSJjjrU+0j/eui6pTbvHwhc77nSWJmTKnD5GNOtT8rgPrroLrQoWzCB1ZTCU8jDK3OP/GKzY9XxVTiy3C9jHgj71Sm3ePhCapTbvHwhfWsQeni4wmsU/p4uMLGaD51Sm3ePhCapTbvHwhfWsU/p4uMJrFP6eLjCA+dUpt3j4QmqU27x8IX1rFP6eLjCaxT+ni4wgPnVKbd4+EL9ZTU7HBzYYw4chDV+6xT+ni4wjZ4XENbLGSeQBwQFFCn+dVP4t/JXUKf51U/i38kAqvGU/tf2lWcA5pa4AgjAg86jVeMp/a/tKugPxrWtaGtAAAwAA5Av1aPea9VTQZQrKoIS/8AwqBrY7WeGYiOSpdmUu3/AN2OB6A9pPKt4TVXH0Pl0bHHFzGk9JC/NFH6NnCF8yVEEbs18zGuHMSvnXKXeI+JAU0Ufo2cITRR+jZwhT1yl3iPiTXKXeI+JAU0Ufo2cITRR+jZwhT1yl3iPiTXKXeI+JAU0Ufo2cITRR+jZwhT1yl3iPiTXKXeI+JAU0Ufo2cITRR+jZwhT1yl3iPiWFv1b7rGufatq0ElPJU0tM6SNsm1pcOTEAjFdQg5yUVqyJSUU2zPaKP0bOEJoo/Rs4QtUyW3pnvJculte1H0sVVK+RrmxAtaA15aNhJPIAtn1yl3iPiU1abpTcJarIiElOKkt5jb42rFd669oW2aNtTqcJl0WIbn4c2OBwXiyc3jivfdiO2hZzaPPlfHoi4PwzThjjgF48sNTTvyYXgayaNxNG7AB32hYXudZ4I8mVO2SVjTrU+wn/etcaMHgnVt721bysUOpL2hQ3Wv+TWrea3/ADSWU3NGGij2YeokXQ8r8bBkvvCQxo8BfzLnVuyxnuobKkEjczRR99js8TIuhZXamnfkxvC1k0bjqL9gctlftcN4Y8yil1KvF8jE9zsxjsmFJixp8In5vWFareRrf80FjjNGGij2YeqkW0dzzUQR5MaRskrGnWJ9hPrCtVvJLGe6eseQSNLNFH32OzxUisp98xHCZzLsKXGJ3ARR+jZwhNFH6NnCFMVlLh84j4k1yl3iPiXgnpFNFH6NnCE0Ufo2cIU9cpd4j4k1yl3iPiQFNFH6NnCE0Ufo2cIU9cpd4j4k1yl3iPiQFNFH6NnCE0Ufo2cIU9cpd4j4k1yl3iPiQFNFH6NnCE0Ufo2cIU9cpd4j4k1yl3iPiQFNFH6NnCE0Ufo2cIU9cpd4j4k1yl3iPiQFNFH6NnCE0Ufo2cIU9cpd4j4k1yl3iPiQFNFH6NnCE0Ufo2cIU9cpd4j4k1yl3iPiQFNFH6NnCE0Ufo2cIU9cpd4j4k1yl3iPiQFNFH6NnCE0Ufo2cIU9cpd4j4k1yl3iPiQFNFH6NnCE0Ufo2cIU9cpd4j4k1yl3iPiQFNFH6NnCE0Ufo2cIU9cpd4j4k1yl3iPiQFNFH6NnCE0Ufo2cIU9cpd4j4k1yl3iPiQFNFH6NnCE0Ufo2cIU9cpd4j4k1yl3iPiQFNFH6NnCE0Ufo2cIU9cpd4j4k1yl3iPiQFNFH6NnCE0Ufo2cIU9cpd4j4k1yl3iPiQFNFH6NnCE0Ufo2cIU9cpd4j4l4ret+zbGsaqtWrmzqelj0kgj752H2DnUxi5NJakNpK7Mjoo/Rs4Qmij9GzhCw91b0WReOxY7Ws+ZzaeRzmtEzcx2LXEHZj9iymuUu8R8SmUHCTjJWaEWpK6KaKP0bOEJoo/Rs4Qp65S7xHxJrlLvEfEuSSmij9GzhCaKP0bOEKeuUu8R8Sa5S7xHxICmij9GzhCaKP0bOEKeuUu8R8Sa5S7xHxIDAZTamezLgW3X2fIaaqgpHvilYBnMcOcbFi8iFpV1t5P6avtapdWVTppmulkAziA8gDYOhenK7U078mV4WsmjcTRPwAcsP3PM8EeTGkbJKxp1ifYT/vK9GMI+wSlbPaXIytv2lLdb1NbvS1o7pywQGjDQM2YermW+5Y42DJdeAhjQdTdyD7QtAvTLEe6asGQSNLBAzvsdni5lvmWGpp35L7wNZNG52puwAd9oWmr2mG4R5spp9StxfIxPc5sY7JjTZzWnwqflH+9avepjP8ztiDMb4qLm/2SrZu51qII8mVO2SVjTrU+wn/AHrV70yxnumrEkEjSwRxd9js+RIrKffcRwmcS7vS4xO4CKP0bOEJoo/Rs4QtcyiW5LZVxrYtKzKqJlZTUrpIXYB2DhybDyrH5Hry1lvXGp7StqsikrHzStc4NazY15A2D7F5Cw8nRdbdexv6VbfR77XNz0Ufo2cITRR+jZwhT1yl3iPiTXKXeI+JUFhTRR+jZwhNFH6NnCFPXKXeI+JNcpd4j4kBTRR+jZwhfojjBxDGg/gpa5S7xHxL6ZU073BrJo3OPIA5AVUKf51U/i38ldQp/nVT+LfyQCq8ZT+1/aVdQqvGU/tf2lXQDYi0O89j3ktTKfY9VZtbHT2XZ9PpKp1RA94a8vOAgzXtaZHNzmuLw4Mbm4DFxW+BN1xvCKUk8cbs12fj9kbj+QXzrUPrOqd2IC6KGtQ+s6p3YmtQ+s6p3YgLrSrSv/FRZTKS5RsuR76ljHCqEwAbnNcfk4Y/V6edbdrUPrOqd2Lid5pGnunbHeM7DRRfVOPi5OblW7AUYVZTU1pFvzRnxNSUFHZ3tI7mEUBVQ4f6nVO7E1qH1nVO7FhNBdaplg8mN4fcXrZNah9Z1TuxatlcqI35M7wNbpMdSfyxuH/Svwvbw4rmV1uzlwZj+558ldne1n/VcugLnXc+zxx5LbPa7Px0s/Ixx/1XdAW/a1D6zqndisx3eanF8zjDdjHgjWcsnkuvB7m78wsL3OHkxp/ep/71lcsNRG/JjeBrdJjqbuWNw5x9iwvc6zxx5MqcOz8dan5GE/X+wLRH4dLxrkVPvS8Pqa3b30pbK9lH+hIuiZYfJfeH3F65xbsjT3UNlvGdhoo/qnHxMnNyroWV2ojfkxvC1ukx1F/LG4f9K+v2uG8MeZXS6lXi+Ri+508l9J7xP+oVql5fpRWP7KP9KVbP3PM8ceTGkDs/5xPyMcf9Q9AWq3jkae6esd4DsNFH9U4+Kk5uVWU++YjhM5l2FLjE7mORFqWVS0paTJ1blTQ1FRT1MVI50csYcxzDiNoOGxY7Ida1VX5OqOqtOrqqupdNMHSy50jiBIQNv4LyVh26DrXyvb8XNvSrpOj+lzfkUNah9Z1TuxNah9Z1TuxZy0uihrUPrOqd2JrUPrOqd2IC6KGtQ+s6p3YmtQ+s6p3YgLooa1D6zqndia1D6zqndiAuihrUPrOqd2JrUPrOqd2IC6KGtQ+s6p3YmtQ+s6p3YgLooa1D6zqndia1D6zqndiAuihrUPrOqd2JrUPrOqd2IC6KGtQ+s6p3YmtQ+s6p3YgLooa1D6zqndia1D6zqndiAuihrUPrOqd2JrUPrOqd2IC6KGtQ+s6p3YmtQ+s6p3YgLooa1D6zqndia1D6zqndiAuihrUPrOqd2JrUPrOqd2IC6LxVtq0FFSS1dZPq9PC3OklkY5rWDpJI2L4su27LtSjbWWbVtq6ZxLRLC0uaSDgRiBzKdl22rZEXV7EKi81hU94YrvzWnAy1JQDHTEnPcCCR/wDAfgsTlk8l94Pc3fmFzm80rT3TljvGdm6KL6px8XJzcq6BlgqI35MLfa3SY6m7ljcOcfYvSWHjRrUGn1tl/kydK6kKie66/Bj+518llD7eo/Vcuhrm/c9Txx5LqFrs/HT1HIxx/wBV3QF0HWofWdU7sWfH96qcXzLcL2MeCLooa1D6zqndia1D6zqndiyF5dFDWofWdU7sTWofWdU7sQF0UNah9Z1TuxNah9Z1TuxAa1lg8mF4fcXrDdzp5L6T3if9QrKZXaiN+TK8LW6THUn8sbh/0sP3PM8ceTGkDs/HWJ+Rjj9c9AXpx+HS8a5GR96Xh9TXL1fSesH2DP05lv2WTyW3g9yd+YXPr0ytPdNWC8Z2AgZ9U4+Lm5uVb5lhqI35L7wNbpMdTdyxuHOPsV9btMNwjzZVT6lbi+Ri+5x8mNN71P8A3later6T1ieyi/slWy9zrPHHkypw7Px1qfkY4/X+wLV70yNPdNWI8Z2Aji+qcfkSc3KraffcRwmcS7vS4xOjZYvJdeH3F/8A0sR3Ovkvo/eJ/wBQrJZX6iN+TC8LW5+Oov5Y3Do+xYjueZ448mFG12fjrE/Ixx/1D0BY4/DpeNci996Xh9TpKKGtQ+s6p3YmtQ+s6p3YvMNhdFDWofWdU7sTWofWdU7sQF0UNah9Z1TuxfTKiJ7g0aTE9Mbh/wBICqhT/Oqn8W/krqFP86qfxb+SAVXjKf2v7SrqFV4yn9r+0q6A/C5oIxIGJwGPOv1aJeO576/K3YN52VdpMhp6OaKaKORpgz2uY6NxY9rg0kOkbnNzXYHDHDYt7TcN4RSlnzHluild9rW4hfGs/d5+BAehF59Z+7z8Caz93n4EB6Fw+8/0obH9lF+nKu0az93n4FxS80mPdO2O/MeP6UOwjb4uVen/ABfWqeCRjxmkfEjuY5EWNte2qOybLqLStBs8NLTMz5ZDETmt6cBtUrvXjs237LZadkmeppJHOa2QRFuJacDsOB5QvO2JbO3bL5mvaV9m+Zl1qmWDyY3h9xevNaWUGjosoNHc99m1jqiqa0tmBaGtzg47Rjj9VfeVyfPyZ3gGhmb4E/aWYBaaFKdOtTclq01wuU1JxlTnbdc8Hc8+Suzvaz/quXQFznufpszJbZ7dFK7+rPta3EeNct+1n7vPwJj+81OL5jDdjHgjWssnkuvB7m78wsL3OHkwp/ep/wC9ZTLBPn5MbwN0MzfA3bS3AcoWG7nabR5MqcaKV3hU+1rcR8taI/DpeNcip96Xh9TW7e+lLZXso/0JF0TLD5L7w+4vXOLdkx7qGy35j/FR97ht8RIug5XZ8/JjeFuhmb4C/a5mAV9ftcN4Y8yul1KvF8jGdzp5L6T3if8AUK1S8v0orH9lH+lKtn7nmbMyY0g0UrvCJ9rW4jxhWq3jkx7p6x35kg/pR96W7fFSKyn3zEcJnMuwpcYnRcsvktvD7m78wsX3O/kuofbT/qFe7LDPn5L7wN0MzfA3bXNwHKFjO58mzMl9CNFK7+vPta3EeMKyR+HPxrkXPvS8PqdHRcfvHeO24cv9k2RDaFbHZsscZkpAcGOJbITiP+B8F1gVP3eo4Fkr4d0VFt9ZXL6dVVHJLc7HoRefWfu8/Ams/d5+BZy09CLz6z93n4E1n7vPwID0IuJW3W1A7pmzYhLVNhMUeMOe4A/0n/VxwXZRU/d5+BacRh+hUHe+0k/uVUqvSbWWjsehF59Z+7z8Caz93n4FmLT0IvPrP3efgTWfu8/AgPQi8+s/d5+BNZ+7z8CA9CLz6z93n4E1n7vPwID0IvPrP3efgTWfu8/AgPQi8+s/d5+BNZ+7z8CA9CLz6z93n4E1n7vPwID0IvPrP3efgTWfu8/AgPQi8+s/d5+BNZ+7z8CA9CLz6z93n4E1n7vPwIDXMr/kyvB7k9YXuc/JdSe81H6hWUytz5+TS8A0MzfAn7SzALDdzxNmZMKQaKV3hNRta3EeMK9OPw6XjXIxvvS8Pqazef6UFj+xi/TlXQssfkut/wBzd+YXOrzSY905Y78x4/pRbC3b4uRdAyvz5+TG326GZvgbtrmYDlCvrdrhuEeZXT6lbi+Rj+518llD7eo/Vcuhrm/c9zaPJdQjRSu/r1G1rcR41y6BrP3efgWDH96qcXzNOF7GPBHoRefWfu8/Ams/d5+BZC89ChX1lLQUU1bWzx09NC0vklkdg1jRyknoX5rP3efgWsZWJ8/JreEaGZvgEm0swHIrKMFOpGL3tI5nLZi38jZLItOz7WoW11mVkNZTPJDZYXhzSQcDtH2r1rnHc+TZmS+hGild/Wn2tbiPGOWeq7+WJS3ygunM2tFpzhpY0QYt75pcO+x6GlXVcNKNadOCvs3+y3ldOsnTjKWV7Hxlh8mF4fcXrDdzp5L6T3if9QrKZXZ8/JleEaGZvgT9rmYBYfueZszJjSDRSu8In2tbiPllaY/DpeNcip96Xh9TXL1fSesH2DP05lv2WTyW3g9yd+YXPr0SY901YL8yQYQM2Fu3xcy3vLBPnZL7wN0MzfA3bXMwHKFfW7TDcI82VU+pW4vkYzucfJhT+9T/AN5WrXr+k9Ynsov7JVsnc7TZmTKmGild4VPta3H661i9MmPdNWI/MeP6cWwt2/IkVlPvuI4TOZd3pcYnRssXkuvD7i//AKWI7nXyX0fvE/6hWSyvT5+TC8LdDM3wF+1zMBzLEdz1NmZMKMaKV3hE+1rcf9QrJH4dLxrkXPvS8PqdJRefWfu8/Ams/d5+BeYbD0IvPrP3efgTWfu8/AgPQi8+s/d5+BfTKjOeG6GZuPOWYBAWUKf51U/i38ldQp/nVT+LfyQCq8ZT+1/aVdQqvGU/tf2lXQEn1NOx5Y+eJrm5uILwCM44N+J2DpKqtRtq51n1+Uuxb2yWXR1FRR0k1O+eVoLo++a6Jzcedp0gB5s8rbk3AIpSSSteQ2nc8dIcB+ZXzppt0fxt7UBdFDTTbo/jb2pppt0fxt7UBdcPvP8ASgsf2UX6cq7Tppt0fxt7VxO8znnunbHcY3A6KHvcRj4uT/hen/F9ap4JGTGdWPiR0bLF5Lrf9zd+YWJ7nbyWUPt5/wBVyyGV+SV2TG3w6ne0am7bnNPOPtWL7nuSRuS6hDYHPGnn2hwH+o7pKR+HPxrkH3peH1NVvb9J2wvZw/2SrouV/wAmF4PcXrm97HOPdNWG4xOB0cPe4jH5Eq6HlbkldkyvAHU72jUX7S5p/wC1fW7TDcI8yqn1a3F8jwdzz5K7O9rP+q5dAXOu5+kkbkts8Ngc8aWfaHAf6rukrftNNuj+NvasGO7zU4vmacN2MeCNZyyeS68HubvzCwvc4eTGn96n/vWUywSSuyYXgDqdzRqbtpc084+1YbudZJG5MqcNgc8a1PtDgPr/AGlaI/DpeNcip96Xh9TW7e+lLZXso/0JF0TLD5L7w+4vXOLec7/NDZTtE4O0Ufe4jHxMn/C6DldkldkxvCHU72jUX7c5p/7V9ftcN4Y8yul1KvF8jGdzp5MKT3if9QrVLy/Sisf2Uf6Uq2fueZJG5MaQNgc8axPtDgP9Q9JWq3kc8909Y7jE4O0Ufe4jHxUn/Csp98xHCZzLsKXGJ0XLL5Lbwe5u/MLF9zv5LqH20/6hXuywySuyX3gDqdzBqbtpc084+1YzufJJG5L6ENgc8aefaHAf6h6Sskfhz8a5Fz70vD6mrXr+k9Ynsov7JV3Aci4Zepz/APM1YjjE4O0UXe4jH5Eq7YJpsPmj+Nvan8j1KPgXqThetU8RdFDTTbo/jb2pppt0fxt7V5hrLotUyoVlZT5PLdngbPTSso3lkrJQHNPSCDiFhsgloV9Zk4p56t9TWympnBllmznEB5wGLjitCw7dB1r6O34KnVXS9H9LmqW99KWzPYx/oyLrN77ZF37sV9tGnNSKOEy6IPzc/Dmx24LkduPf/mhs1xicHaGPvcRj4mT/AIXQMrssrsmVvh1O9o1N20uaecfavQxMVOeHi9HGPMy0W4xqtfNmRyd3nF7rrw222jNGJZJGaIyZ+Ga4txxwHLgthXNu55kkbkvog2BzxrE+0OA/1D0ldC0026P429qwYunGnXnCOibNVCTlTjJ6tF0UNNNuj+Nvammm3R/G3tWYtLouU27fG8NNlzsy7UNRmWXOyMyU+jYS4ljye+5eVo5+ZdPE02HzR/G3tV9bDyoqLl/srldOqqjaW52Lr4MsQkEZkYHn6ucMfgp6abdH8be1cTvC9/8Amfsk6NwOij73OHopP+F3hcN07kr2sm/sc1qvRpZatI7mixN4LbZYdh1lr1lHOaekiMsgjc0uIHQMV5bm3pp702Ey2LNo6ltO972ASlrXYtOB2YlU9FNw6S2WlyzbjtbN8zYEUNNNuj+Nvammm3R/G3tVZ0XRQ0026P429q41eqvrmd0fYlO2aqZC6OLGATkMd3snKAcP/wDFpw2HddySdrJv7FVar0aTtq0jtiKAmmw+aP429qaabdH8be1Zi00m1b/VNFlYoblts2F8NSxjjUmYhzcWvPycMPq9POt9XDLzPf8A5nLGcYnB2ii73EY+LkXbBNNuj+Nvat2NowpxpOK1im+OZmw85Sc7vRl1oFpX9rKXK5R3KbZ8DqeoY1xqDIc8Ysc7kww+qt40026P429q4neB7/8AM/ZTtE4O0Ufe4jHxUn/CnAUoVZTU1e0W/MYmcoKOy96OkZX/ACY3g9yesL3OfkupPeaj9QrKZW5ZXZM7wB1O9o1J+0uaf+1hu53kkbkvpA2BzxrNRtDgP9Q9JVkfh0vGuRw+9Lw+prN5/pQWP7GL9OVdCyx+S63/AHN35hc6vM957p2x3GJwdoou9xGPi5F0DLBJK7Jjb4dTvaNTdtLmnnH2q+t2uG4R5ldPqVuL5GP7nXyWUPt6j9Vy6Gub9z1JI3JdQhkDnjT1G0OA/wBV3SVtlRemyae3YrCnqoY7TmAMdK6VukcDiRgP+D8FixsZSxVTZV83zNGGaVGF/kj6vzbUl3bpWjbcVO2ofRw6QROcWh20DDEA4cq8eTO80t7bpw21NSMpHySSMMbJC8DNcRykDoXgyySyuyX2+HU7mjVTtzmn6w+1YvueJJG5MKQNgc8axPtDgP8AUPSV1GjD2J1Le9tW8rEOcvaFC+VvU6StWyueTO8PuEn5LYtNNuj+NvatXysSyuyaXhDqd7RqEm3Ob0fis+F7aHFcy2t2cuDMZ3O/ktofbz/qOWmXm+lHZP8A6w/pSLbu58kkbkvoQ2Bzxpp9ocB/qO6StPvK53+Z+yXaNwObD3uIx8VJ/wAL2KXfMRwmYJ9hS4xOl5YPJfeH3F6w3c6eS+k94n/UKymVyWU5MbwB1O9o1F+0uaf+1h+55kkbkxpA2BzxrE+0OA+uekrHH4dLxrkXvvS8Pqa5er6Ttg+wZ+nMt+yyeS28HuTvzC59eh7z3TVguMTgdAzvcRj4uZb5lhkldkvvAHU72jU3bS5p5x9qvrdphuEebK6fUrcXyMX3OPkxp/ep/wC8rVr1fSesT2UX9kq2XudpJG5MqcNgc8a1PtDgPr/aVq96XvPdNWI4xODtHF3uIx+RIraffcRwmcS7vS4xOjZYvJdeH3F//SxHc6+S+j94n/UKyWV6SV2TC8IdTuaNRftLmno+1YjueZJG5MKMNgc8axPtDgP9Q9JWOPw6XjXIvfel4fU6Sihpp90fxt7U0026P429q8w2F0UNNNuj+Nvammm3R/G3tQF0UNNNuj+Nvav1ksrnAOpnNHTnN2f/AFAWUKf51U/i38ldQp/nVT+LfyQCq8ZT+1/aVdQqvGU/tf2lXQBF4aqiqpbYoq2O1KmCnp2StlpGMYY6guzc1ziQXAtwOGaR8o44r3IAixV6LZZYFi1lr1MDpKWki0j8x3fkfYP5XkuZeiG9VhMtizaSRlO+R8YEzs12LTgdgxXfRT2Oktlpc5247WzfM2BeG3rUpbFsaqtauLxTUsZkkLG5zs0dA51r1Zfyhpb909zpKOc2hO1rmuBGiALS7aeXkaeZZG+VlVl4Lq2jYzBFTurIHRCVzy4Nx58MNq7VLYlHpVZOz8vmcue1F7GbXM9F0rw2deexWWvZbpXUr3uY0yRljsWnA7D9q5Lef6UNj+yi/TlXRMml2666N1IbElkhrHxyyP0rCWA5zicMDisRatw7Qrcq1FfUVlOyKmYxppSCXOzWvHyuT63RzLbhqtGjWq2futSS9DPVhUqU4XWd02ZbLF5Lrf8Ac3fmFie528llD7ef9Vy2S+lk1l4LqWjYjNFTurITEJXOLg3Hnww2ryZNru110rpwWJLJDVvikkeZWEsBznl3IQelVKtD2J07+9tX8rHbpy9oU91vU5xe36Tthezh/slXRcr/AJMLwe4vWIti4doV+VSgvo2sp44qRrAaYglzs1rx8rkHyujmWy3ysqst+6to2KwRU7qyB0Qlc8uDMefDDarquIpynQafVSv9LM4hSmo1E1q3b7Gu9zz5K7O9rP8AquXQFq2Ti71bdO6VNYcr4at8L5HGVhLAc55dyEHpXrqLwVcN44rG/wDH7TkEgB1xkeNMzEE98/m5MOTlIWXEvpq9SUM1dvyLqP8AjpRUvkjwZZPJdeD3N35hYXucPJjT+9T/AN62i+tk1l4bqWjYjNFTurIDEJXOLg3HnIw2rw5M7tV10Lqx2LLJBWOZLJJpWEsBznY4YHFWxrQWCdO/vbV/Kxw6cvaFO2VvU55b30pbK9lH+hIuiZYPJdeH3F6xFoXDtCqysUl9xV07IqdjWmlIJc7Bjm/K5PrY8nMtlvnZNZeC6lpWIzRU7qyndCJXOLgzHnIw2q2riKcqlBp9VRv5M4p0pqFRNat2NY7nTyYUnvE/6hWqXl+lFY/so/0pV0XJrdyuujdSGxZZIax0ckj9KwlgOc4nDAgrEWpcO0KzKtRX2FXTsipmNaaUglzsGOb8rk+t0cy7hiaSxNabeUlK3nocujN0acbZpr8GUyy+S28PubvzCxfc7+S6h9tP+oVsd9rIrLw3TtGxGaKndWQGISucXBuPORhtXkyb3drbpXTgsSV8NW+J8jtKwlgOc4u5CD0rMq0PYnTv721fysW9HL2hT3W9TnN6/pPWJ7KL+yVdRyh2pV2Lce1rVoHMbVUtM6SIvbnAOHSOda5a9w7QrsqlDfRtXTxxUrGNNMQS52a14+VyD5XRzLY76WTWXgupaNiR6KndWQGISucXBuPORhtVtatSnKhndJJP75nNOnOKqfNt2Mdkdt+0ry3Gp7VtaSOSqfNKxxjZmDBryBs/BbgtUya3crro3UhsSWSGsfHJI/SsJYDnOLsMCD0qdbfyhpL9U9z5aOc2hUNa5jmkGMYtc7aeXkaeZZq0FVrz6FXWby+RbTlsU49I88vuVyu+TO8HuMiwXc4+S+l95qP1CtqvjZdZb91rRsZgip3VkDohK55cG48+GG1eDJnduuuhdSKxJZIax8cskmlYSwHOdjhgcVZGtBYJ07+9tJ+Vjhwl7Qp2yt6nPLe+lLZnsY/0ZF0PLD5MLwe5O/6WJtC4loVWVilvuKunbFAxrTSkEudgxzflcn1seRbJfOyay8F1bRsVmip3VkBiErnFwbjz4YbVdVxFOVSg0+qo38mcU6U1GomtW7Gs9zr5LaL3if8AUK6ItUya3crro3TgsSWSGsfFJI/SsJYDnOLsMDj0rPOfaesDNp6XQc+Mpz/ywWTFzjUxE5xeTbLqEXClGL1sjz3vtpl3rtV9tSQPqGUcRkMbXBpdtwwBK81wLyx3suxBbcVJJSMme9oie8OIzXFvKPwX5fayKy8N1LRsRmip3VkJjErnFwbtG3DDbyLyZN7u1t0rpU9hyvhq3wvkcZWEsBznl3IQelEqPs7/APe/4t9tR/k6X/5t+TnF6vpP2L7OL9OVdfvNbEFgXerbZqYpJYaSIyvZHhnOA6Mdi061rh2hXZVaG+orKdkVK1jTTEEudmtePlcn1ujmWy3zsmsvBdS0bFj0VO6sgMQlc8uDcefDDatOIq0qroq+SST++ZVShOCqO2bbsfdx7yUl67vRW1RQTwQyPewMmwzgWuIPISOZcpvF9KSyfZR/oyLo2Ta7lddK6kFiSyQ1j4pJH6VhLAc5xPIQelYe0rh2hV5V6O+wq6dkVOxrTSkEudgxzflcn1seTmXWHq0KNarZ+61JL0IqQqTpwus7pszGV7yYXh9wk/JYTucvJhS+8z/3lbRfKyqy37q2lYrBFTurKd0Ilc8uDMecjDavDk0u3XXRurFYsskNY6OWSTSsJYDnOxwwOKqjWgsE6d/e2r+Vjtwl7Qp2yt6m2LBZQLXqrCuXatsUTYnVFJTuljEjSWkjpAIWuWjcq2qrKhS3vZarY6SEMDqHPf32DHN5ccOU48nMthvpZNZeC6lpWIzRU7qyAxCVzi4Mx5yMNqpjGlCpBuV1lfLT5r6nbc5RllZ7jxZJrxV96Ll09sWk2BtRJLKxwhaWtwa8gbCSud3u+k5YXs4f7JV0XJtdyuuldSCxJZIax8Ukj9KwlgOc4nkIKxFs3DtCvyp0F9G1dPHFSNY00xBLnZoePlcg+V0cy2Ua9GniKrTtFqSXnoUTp1JUoJ6pq50Euaxmc5waANpJwRj2PbnMc1w6QcVgL7WRWXiunaNiR6KmdWQmISucXBm3lwA2rx5NLt110bqRWLLJDWPjlkk0rCWA5zscMDivPUIdFtbXvX0+nzuatqW3a2XzOd3n+k/Y3sov05V3Aci57atxLQrcqtFfUVdOyKmYxppSCXOwa4fK5PrdHMtnvZZ9fbN2rQsmBzKSWqgdEybSE6Mnn2AFa8VVp1eiSekUn9CihCUNttattGbXD7wfSjsr2Mf6Ui6Rk8sK07sXXhsirqWWhNHJI4zmRwzs5xIG3E7McOVYW0biWhV5V6S+wq6dkVOxrTSkEudgxzflcn1uhThKlKhUqJyy2Wk/n8hXjOpGNlndMy+V/wAmN4PcnrC9zn5LqT3mo/UK2e+VlVlv3VtGxWCKndWQOiErnlwbjzkYbV4cml2666N1IbElkhrHxyyP0rCWA5zi7DAg9K5jWgsE6d/e2r+ViXTl7Qp7repzu8/0oLH9jF+nKuhZY/Jdb/ubvzCxdq3DtCtyrUV9RV07IqZjGmlIJc7Na8fK5PrdHMtjvrZNZeG6lo2IzRU7qyExCVzi4Nx58MNvIrauIpyqUGn1VG/0sziFKajUTWrdjW+518llD7eo/VctRvb9J6w/ZQ/2Sro2Ta7tbdK6cFhyyQ1b4pJH6VhLAc55dyEHpWHti4doV+VSgvo2sp44qVjGmmIJc7NDx8rkHyujmXdPE0liq028pKVvPQ5lRm6NONs01+DJ5Z/JZb/uh/uCxXc6eS6k94n/AFCtlvvZFZeK6do2JHoqZ1ZDoxK5xcG7QccMNvIvJk1u5XXRupDYkskNY6OSR+lYSwHOcThgQVnjWgsE6V/e2r+Vi105e0Ke63qbWtWyueTO8PuEn5LNPq7QFa2AWU90RwxnE7M0f8fK/wDi8N8bLrLeutaVjMEVO6sp3QiVzy4MxHKRhtWag1CrGUtLrmW1E5Qkka13O/ktofbz/qOWmXm+lHZP/rD+lIul5Nru110rpwWJLJDVvikkeZWEsBznF3IQelYS1LgWhWZV6O+wrKZkVOGA0pBLnZrHN+VyfW6OZelTxNJYmtNvKSlbz0MkqM3Rpxtmmr+RmcsHkvvD7i9YbudPJfSe8T/qFbPfOyqy8F1LSsVgip3VkDohK55cGY85GG1eLJrdyuujdSGxJZIax8ckj9KwlgOc4nDA4rNGtBYJ07+9tX8rFzpy9oU91vU59er6Ttg+wZ+nMt+yyeS28HuTvzCxtrXGtCuyqWffRtXTsipI2sNMQS52DXj5XIPl9HMthvrZFZeG6do2JHoqd1ZAYhK5xcG485GG1W1MRTc6DT6qV/pZnEKU1Gorat2+xq/c4+TGm96n/vK1a9X0nrE9lF/ZKuh5M7t110LqxWLLJDWPZLJJpWEsBznY4YHFYq17h2hXZVKG+jaunjipWsaaYglzs1rx8rk+t0cy7hiaSxVabeUlK3nocujPoYRtmmjK5YvJdeH3F/8A0sR3Ovkvo/eJ/wBQrZb6WTWXgupaViM0VO6sgdEJXOLgzHnIw2rx5NbuV10bqQ2JLJDWOjkkfpWEsBznE4YHFZo1oLBOnf3tq/lYtdOXtCnut6mi3gtK0Wd0nZVAyvqm0jooy6ATOEZ/pyHa3HDmC7KFz207iWhWZVqO+wq6dkVMxrTSkEudgxzflcn1ujmW2Xhtk2HYdZa9ZSl1PSRGWQRvxcQOgYcqnFThV6KNPN7KT4ijGUNtz0u35GWRYC515Y70WDFbNnUj2U8rntaJn5rsWuLTsGPOFjq2/wBQUl+6e50tHUG0Jw0se0gxd80uGJ5eQHmWVUKjk4JZrX6W1LnUgknfJm4IsReO2v8AArCrLYrKUup6SIySCN+LiB0DBQuVeWC9Vhw2xQU0kdLK97BpXAPBa4tOwfaOlc9HPY27ZaX+pO3Ha2b5meUKf51U/i38ldQp/nVT+LfyXB0KrxlP7X9pV1Cq8ZT+1/aV+1sDqilfCyomp3OGAliID2/hiCP/AIgMRaV77t2deWmu3W2tTw2xVNY+no3Y6WZr3OaHMGHfAFrsSPkgYnALOrBiwHNt+zLVFbJLLR01RTSPmAMkzJCxwBIAGxzAeRZxNwNSyx+TC8HubvzCwvc4eTCn96qP71n8qNDaNpXDtqgs+nFRNPSlkUbfludiNg5liciFkW1YlwYaC0aPVKhtRM4xzfKALsQdmIXpRnH/AMfKN89pcjI4v2pPdb1NNvD9KOyvYx/pSLuA5FpdbcOCqyg099H1kra2na1rYGkaI4Nc3bsx+sedbb4Z0QfEqrGV4VY01HdFJ8TuhTlBzvvdy6KHhnRB8SnhnRB8SsRoLooeGdEHxKeGdEHxKAuih4Z0QfEp4Z0QfEoC6KHhnRB8SnhnRB8SgLooeGdEHxKeGdEHxKAuih4Z0QfEp4Z0QfEoC6KHhnRB8SnhnRB8SgLooeGdEHxKeGdEHxKAuih4Z0QfEp4Z0QfEoC64feT6UNkeyi/TkXafDOiD4lcTvHpf8ztk45mfoouTHDxci9P+L61TwSMmM0j4kdzHIigNcw5IPiU8M6IPiV5hrLooeGdEHxKeGdEHxKAuih4Z0QfEp4Z0QfEoC6KHhnRB8SnhnRB8SgLooeGdEHxKeGdEHxKAuih4Z0QfEp4Z0QfEoC6KHhnRB8SnhnRB8SgLooeGdEHxKeGdEHxKAuih4Z0QfEp4Z0QfEoC6KHhnRB8SnhnRB8SgLooeGdEHxKeGdEHxKAuih4Z0QfEp4Z0QfEoC6KHhnRB8SnhnRB8SgLooeGdEHxKeGdEHxKAuih4Z0QfEp4Z0QfEoC6KHhnRB8SnhnRB8SgLooeGdEHxKeGdEHxKAuih4Z0QfEp4Z0QfEoC6KHhnRB8SnhnRB8SgLooeGdEHxKeGdEHxKAuih4Z0QfEp4Z0QfEoC6KHhnRB8SnhnRB8SgLrVcr3kyvB7i9bH4Z0QfErV8rWs//ml4M8Q5uov5McVfhe3hxXMrrdnLgzGdzv5LaD20/wCoVsVVc2wKm9sN6ZqR7rVhDQyXTOAGAIHe44chK1jufNY//LqDRiLDTT/Kxx8YV0Dwzog+JV+MqShiquy7XbX5K8PFSowutyNayxeTC8HuTv8ApYfudPJbRe8VH6rluVsWcLXsyos20IKeekqGFksec4ZzTzYjap3asSlu/ZsdmWXSw01ExznCNr3uILiSdrsTylcrERWEdHftX/BLpPpuk3WsZZQp/nVT+LfyV1Cn+dVP4t/JYy8VXjKf2v7SrqFV4yn9r+0r9racVVLJTmWaIPGGfE8sePwI5EBr1sX7u9Zd9aC59XUuZa9fEJoYnAMaY8S3ODnEB3fDDNbnO2jZhtWzrCC7kAtuy7U08sktBBPAHTHSPe2UsO1x27CwYLNpuARSkbOXYslY1vQY8f8AtfOZVbxH1X8oC6KGZVbxH1X8pmVW8R9V/KAuihmVW8R9V/KZlVvEfVfygLooZlVvEfVfymZVbxH1X8oC6KGZVbxH1X8pmVW8R9V/KAuihmVW8R9V/KZlVvEfVfygLooZlVvEfVfymZVbxH1X8oC6KGZVbxH1X8pmVW8R9V/KAuihmVW8R9V/KZlVvEfVfygLooZlVvEfVfymZVbxH1X8oC6KGZVbxH1X8pmVW8R9V/KAuuMXhoK5/dK2VWsoql1K2KPOmELjGP6cnK7DBdgzKreI+q/lMyq3iPqj2rThsQ6Dk0r3TX3KqtLpElfRplwihmVW8R9V/KZlVvEfVfysxaXRQzKreI+q/lMyq3iPqv5QF0UMyq3iPqv5TMqt4j6r+UBdFDMqt4j6r+UzKreI+q/lAXRQzKreI+q/lMyq3iPqv5QF0UMyq3iPqv5TMqt4j6r+UBdFDMqt4j6r+UzKreI+q/lAXRQzKreI+q/lMyq3iPqv5QF0UMyq3iPqv5TMqt4j6r+UBdFDMqt4j6r+UzKreI+q/lAXRQzKreI+q/lMyq3iPqv5QF0UMyq3iPqv5TMqt4j6r+UBdFDMqt4j6r+UzKreI+q/lAXRQzKreI+q/lMyq3iPqv5QF0UMyq3iPqv5TMqt4j6r+UBdFDMqt4j6r+UzKreI+q/lAXRQzKreI+q/lMyq3iPqv5QF0UMyq3iPqv5TMqt4j6r+UBdFDMqt4j6r+UzKreI+q/lAXRQzKreI+q/lMyq3iPqv5QF0UMyq3iPqv5TMqt4j6r+UBdFDMqt4j6r+UzKreI+q/lAXXktizqO1rLqLNr4tNS1MZjlZnFuc08oxG0KmZVbxH1X8pmVW8R9V/KlNxd0Q0mrM8t3LEs271lR2XZNPq9JG5zmsz3OwLjidpJPKVkVDMqt4j6r+UzKreI+q/lJScm3J3YSSVkXRQzKreI+q/lfTGVAcC+aNzecCPD/tQSVUKf51U/i38ldQp/nVT+LfyQCq8ZT+1/aVdQqvGU/tf2lfVXTw1VNJTVDBJFI3Ne084QGs3lv1ZVhXvsq7dY+KOotEAsdLO2MnFxY0RtPfTPLuVrAS0d8cBhjtaw9FdqyaS1orShpxpoIDBTgnEQNc4ufmY8hec3OPOGtHIFmE3DeEXmaJpZZsJ3MDH5oAaOgHnH2r60M29ycLexAXRQ0M29ycLexNDNvcnC3sQF0UNDNvcnC3sTQzb3Jwt7EBdFDQzb3Jwt7E0M29ycDexAXRQ0M29ycLexNDNvcnA3sQF0XknbPHGHCqeTnNG1jecgdCpoZt7k4W9iAuihoZt7k4G9iaGbe5OBvYgLooaGbe5OFvYmhm3uThb2IC6KGhm3uThb2JoZt7k4W9iAuihoZt7k4W9iaGbe5OFvYgLooaGbe5OFvYmhm3uThb2IC6KGhm3uThb2JoZt7k4W9iAuihoZt7k4W9iaGbe5OBvYgLooaGbe5OFvYmhm3uTgb2IC6LyTtnY1pFU84va3axvOcOhU0M29ycLexAXRQ0M29ycDexNDNvcnA3sQF0UNDNvcnC3sTQzb3Jwt7EBdFDQzb3Jwt7E0M29ycLexAXRQ0M29ycLexNDNvcnC3sQF0UNDNvcnC3sTQzb3Jwt7EBdFDQzb3Jwt7E0M29ycLexAXRQ0M29ycLexNDNvcnA3sQF0UNDNvcnC3sTQzb3JwN7EBdF5J2zxsDhVPOL2t2sbznDoVNDNvcnC3sQF0UNDNvcnA3sTQzb3JwN7EBdFDQzb3Jwt7E0M29ycLexAXRQ0M29ycLexNDNvcnC3sQF0UNDNvcnC3sTQzb3Jwt7EBdFDQzb3Jwt7E0M29ycLexAXRQ0M29ycLexNDNvcnC3sQF0UNDNvcnC3sTQzb3JwN7EBdFDQzb3Jwt7E0M29ycDexAXReSds8bA4VTzi9rdrG85A6FTQzb3Jwt7EBdFDQzb3JwN7E0M29ycDexAXRQ0M29ycLexNDNvcnC3sQF0UNDNvcnC3sTQzb3Jwt7EBdFDQzb3Jwt7F8SiaJrX6y9/ftBBa3aCQOhAepQp/nVT+LfyV1Cn+dVP4t/JAKrxlP7X9pV1Cq8ZT+1/aVdAEREBja6GtnpaqOgrm0M+naRMYhIAAGkjA7No2Y82K1nJta0H+J2/Ys9q6aoba1Q+iglqjK80wZCc5mJJLAZMMeQEkfYtwiYyTW45Gtexz81zXDEEFo2ELQMndmWPZV77Sdd6os2pgr5ZpamNtK6KWizdGxkLDyaMYAlhw2uDhsOCR18g9Do6wF7KelwiqaptvTtxDBDZs0zdu04uETmnDm2nDkWfXxPGJoHxFz2h7S0uY4tcMRygjaD9qA1TJzadbVx1tJVsgh1WokYxjql76h7MRmvex73ujx74Zrjj3uOABwG3LAC78n/AJfR2zrMUdPRUk0EUMcRD5HSujc50j8e+wMYIGG0uJJWfTcDx22x0tjVsbNbznQPA1V4ZMTmn5DjyO6DzFahkutWzdNW2NTPtNr3PdWwx1kZa2OM5rXRRlzi46N/euzsO/LiNi3tYynsOjhvBNbjn1E1ZJBq7DJKXNijLs4tYOYFwBPKdgHIAEWTD0MmvBbVk0FrwMhtCEyxxv0jQJHMwOBH1SMeXkOxe9eC8EFNNZM5qoaWZkbHPzamTMixzSO+dgcBgTicDsKhko1fJzUPfZ1t0JmbLFZ9uyUsDg1oOjGjc3HNABPf8uHJh+K3dc7yQ01m0ljW9BYrYW2Y28MopRBIXxZn9LHMceUY448wOIGIAJ6Ip3LguRG98XzMVeiisipst89tMc6lowahxD3jNDQcTgw4u2Y7NuPQsLceWSoqZZLKrB/hUU00FTQ1FJoZqWYZrmBuG0964Z2diTiDiMCFt55Fo2TmarfbdvQ1FTM5lNaNRTtY6KJgcQWPz35gGc8h+OIG1rm4nOxRa2D0ubyvNaVGyupDTySTRtz2Pzon5rsWuDgMegkYHpGIXpRAaLk7tiaW8l47ElqHzMprRnMOmqzI9jAIhmsz++c3FziSMQ1xLOYLelCajpZauCrlp431FOHCGQtxcwOADgDzA4DH8ArotEhvZ47XhrZ6IsoK5tDPnNdpTEJBgDiRgekYjHmxWp5NbWg/xG3rFntXTVLLWqH0cEtUZZDShsRDmYkksBfhjyAkjl2LdpY2SxPjkY17Hgtc1wxBB5QQudZObMsey722k671TZ1VT10k01SxtK6KWjzTGxkLD6MYbWHDa4OGw4JHXy/oPQ6OsDeynpjHFU1TbdmaHBghs2aVhJ2nF2iIOHNtOG1Z5fM0YlifGXOaHNLcWuIIx6COQ/agNSyd2nW1RrqKqZDC2lqJGxskqXvqXs7wte9j3vdGNrm4OOPeg4AOW3rXzd6Q3ts+1xVRx09BTTRRxMjOkldLmZzpHk98P6YPJiScSdm3YFIPFbrHSWLWxs1vOdTvAFI/MmPenYxx5HdB5jgtSyXWrZpkrbFppLSDy91ZDHWRFrWRuLWujjziXERv712dh3xcRsW9LF01h0cN4J7cL6iaskh1dpklLmxR52cWsHMC7AnlOwcwAULJh6GUXgtqybPtaCOK0ITLHG/SNAkczA4Ebc0jHl5DsXvWPvDBSzWTUGrhpZmRsc/NqZMyL5JBznYHAYE4nA7CoZKNYyb1D5LOtiiMzZYrPt6SlhcGtB0Y0bm45oAJ77lw5MFu655kgp7NpbFtuCxhCLMbeKYUgheXxZmMfyHHlGdnY9Ds4DEAE9DXW5cFyI3vzMTemjsipst9RbbHOpaMOncQ54zQAcTgw4u2Y7NuPQsNceaSoqZZLLrAbKilmgqaGopNDNSzAtc0Nw2kZru+zsScWnEbQtvPItGybzVclsW7DUVMzmU1o1FO1joomA4Oa7PfmAYvIfjiBta5uJzsVEdbB6G8rzWlRsrqTV5JJo26Rj86J+a7Fjw4DHoJbgRzgkL0ogNFycWxNLeC8Viy1D5201pVBh01WZHsY3RgNbn985mJcSdoa4lnMFvShLR0stXBVyQRvqIA4RSFvfMDsA4A8wOAx/AK6LRIb2zx2vDWz0RZQVzaGYPa7SmISDNBxcMD0jEY82K1PJna0BrrcsWe1dPUx2rUvpIJaoyyGlAjIc0kklgLwMeQE4fYt2ljjlifFKxr43tLXNcMQ4HlBHOFzrJvZtkWVeq0jd6ps6rp66Weepa2ldFNRlrmMZCw+jGG1hw2kOGw4JHXyD0OjrA3tp6UsiqaptuzNBDBDZk0rCTtOLtEQcNmG04bVnl8TRiWF8Rc9oe0txY4tcMecEch+1Aank6tOtqteoqtkEIpaiRsbH1T31L2d7mvex73ujG1wwcce9xwAOC29a+bvSG9tDbAqo46egpZoY4WRnSSulLC50jye+H9MHkxJOJOzbsCbgeW2I3S2TVxMNSHPge0GmeGS4lp+Q48jug8xwWm5LbWs7T1tjU5tRkkjnVsMNZGWiJmEbXxMLnFx0byA8uwxe5xGzk3xYyCw6OO8MluufUTVjoDTxmSUlsUZcHOaxvIMXBpPKe9A5BgiyYehk14Lasiz7WhjitGEysifntAkczA4Ebc0jH8DsXvWPvFBSz2RUGrgpJo42Odm1UmZF8kg5zsDgMCQThyFGSjWMm9S+SyrXo3TNmjs+3ZaWFwa0HRtcwtxzQATg7lw5CFu655khp7OpbCtqCxxELMbeGfVBC8vizM5nyHH5Qzs7HodnAYgAnoancuC5Eb3xfMxd56Kyaqy3zWywupKQGocQ94zQ0HE94cTsx2bfwWDuRLJUVcr7Jq8LLhmlhqqCpo9DLTS4MewN5/kuBdnYk5wPekELcOZaNk9mq33hvBBUVM7o6W0Z4GsdFEwOOET89+YBnPIeSDh8gtxOcCoWtg9DeV5rSo2VtLoJJJo2iRkmdE/Ndix4cBj0EtwI5wSF6UQGi5NrYmmt28Niy1D520tpVGh01WZHsjaYwGtz++czEkl20NcSz6q3pQlo6WWshrJII31EDXNilLe+YHYZwB5gcBj+AV03JDezyWvDW1FA+Oz64UNRi0iYxCQAA4kYHZtGIx5sVqWTi1oBa14LFqLVE1Q21p30UEtUZXmmEcJzmYkksDn8vICSPsW7SMZJG6ORrXscMHNcMQQeZc5ye2ZY9lXxtJ93qizamCulmkqY20ropaLMETGxRnkzBgCWHDa4OGzYi1D0OkLA3sp6XNiqaptuzNxDBDZs0zDjtOLtE4HDm2nBZ5fE8YlhfEXPaHtLcWOLXDEcoI2g/agNTydWnW1ba2jq2QQilqJGMY+qe+oezFua97Hve6MHFwwcccW44AHBbetf8A/H5De6itnWY46ehpJoIoY4yHyulLC50jye+H9MHDDaTiTs27Am4HktqN0tj1kbDVBzoHgaq8MmxzT8hx5HdB5itPyXWtZ2nrbGpnWo173urYYqyMtEbDmNfEwucXHRuIa4uw79ziNi3tYynsOjivDLbrn1E1Y+DV2GSUlsUZcHOawc2LgCeU96ByDBFkw9DJrwW1ZFn2tDHHaMJlZE/PaBI5mBwI25pGP/Oxe9Y68lPST2PUa5BSTRRxucW1UmZF8ktOc7A4DBxBOHOjJRrOTepklse1aR0zZo6C3ZqWFwa0Exte0txzQATg7lw6Fu655khp7PprvWvDZAiFmtvDUCkELy+LM0jfkOPyhjjj9ucBiACehqdy4LkRvfF8zFXnorJqrLfNbTC6lpAahxD3jNDQcTgw4nZjs2/gsJciWSoqpX2VV4WXDNLBVUNRR6GamlwY5gbz/IcM7OxJzgcRgQtw5lo2Tuarfb1vwVFTO6OltGeBrHRRMzj/AE3578wDOeQ/EED5Bbic7FQtbfQPQ3lea0aNlbTCCSSaNokjkxifmuxY8OAx6CW4Ec4xC9KIDRcmtsTTW1eCxZqh87aW0qjQ6arMkjI2uY0Nbn989m0nO2hriWfVW9KEtHSyVkNZJBG6oga5sUpb3zA7DOAPMDmjH8ArpuSG9njteGtnoXR0Fc2hnzmkTGISAAHEjA7NoxGPNitNuHasGvW9Ys9qiapbbUr6KCWqMshpgIDnMxJJYC/l5ASRy7FvkjGSRujka17HAtc1wxBB5QQuaXGsyx7LvVaLrv1NnVNPXVEktTG2ldFLRZromMhYeTRjAYsOG1wcNhwRa+Qeh01Qp/nVT+LfyV1Cn+dVP4t/JAKrxlP7X9pV1Cq8ZT+1/aVdAEREBCm8ZUe1/a1aRc+6Nddm9s88MlZPRV8tRPPM6vdKXPOjDNM142nNZsc3a3aDnA4jeKXxlR7X9rVZFkPoEREAREQBERAF8yMZJG6ORjXscMHNcMQR0EL6RAYumsqjsyOrfSseH1taKqdznlxdI4tbjt5BmtaABsACyijW+JHtGf3BWQHit2WWCx6qSGhnr3iMgU8MgY+THYQHEjD449G1aJkeu9ZdJa95rUjifJVw2vU0EEsshkdDTt0Z0TSSThiATtJJG07MBv8Aab6uOhkfQwRz1AwzI3vzWnaMcT+GK1vJt4y8xZnyRG3Z3RzvxxmBZGSQTyhrs6MYbMIwOZI6vh6oPq+f9m2oiIAiIgC0G5t0a67N7J5YX1k9FXSVM88zq90pe86MM0zXja7Nbsc3aNoOcCCN+RFk7j6BERAEREAREQBfMkbJI3RyMa9jhg5rhiCPtC+kQGLpbKo7MbUupGPDq2uFVO5zy4ukcWgnbyDBrQANgACyijWeLZ7Vn9ysgPDb0ssNj1T4aGevfoyBTwyBj347CA4kYbOg49G1aLkdu/ZdJal5bUjifJVxWvVUEE0shkdFTsMeETSSdmLQTtJJ5TswG/2m+rjopH0MEc9QMMyN780HaMdv4YrW8moH/wDIyzPkidbtS6Od+OMwLWYnE8oacYwRswjA5kWTfD1Qea8/7NtREQBERAFoVzLo112L0zPhfWT0NbJUzzzOr3Sl8jizM0zXgYuzW7HN2ja05wIK31EWTuPoEREAREQBERAF8yxsljdHIxr2OGDmuGII+0L6RAYulsqjsuOqdSMeHVldrU7nPLi+RzmgnbyDBrQANgACyijWeKb7Rn9wVkB47bmlgsiqlgoZ66RsZwp4Xhj5PsBJGHxx6Nq0LJDd2y6S3b0WpHE+Sqp7WnoKaSWQyOgpwyE6NpJJwLhiSSSSNp2YDoFpvq46CV9DBHPUgf043vzWuOPOeZa5k6A1m9DmGSSJ1uzOZO/H+qNFDjgTyhrs6MYbMIwOYospeXqiWsvM2xERCAiIgC0G6V0a67V7p6iCSsnoq+aonqJnV7pS55DAzSteNpwZ3rm7W4YHOBxG/IiyG6wREQBERAEREAXzLGyWN0crGvY4YOa4Ygj7QvpEBiqWyqOy4qnVGODqyu1qdznlxdI9zcTt5BgAABsAAWVUK3xTPas/uCugPFbkssFkVUsFDPXyCM4U8Lwx8nNgHEjD449G1aJkgu9ZdJbV57UjifJVwWtPQU8sshkdDTtbEdG0kk4FwBJJJJG07MBv9pvq46GR9DBHPUADMje/Na7btxP4YrW8nGGnvQWaSSJ1uzOjnfj/AFgY4sSCeUNdnRjDZhGBzEpHKT4eqD08/wCzbUREAREQBc8u1dGtuzeiaeGSrnoa+omnqJnV7pS55MQZpmvG04M71zdo2g5wOI6GoVviR7Rn9wQF1Cn+dVP4t/JXUKf51U/i38kAqvGU/tf2lXUKrxlP7X9pV0AREQEaXxlR7X9rVZRpfGVHtf2tVkAREQBFrNr1dtMvg2yqerihpLRsmc0shhDnU9VE5vfnzmlsoOafR/atI13KrU5KZbehtqy5bZx0z4IqIUzadsWkEsbS7S6TF7QNobi0EAtJzgvlcWOuotCgv5FUX+syzoKiCSx6qiYx87cMBWzNE0Eed/uhY84f7mdIW+qbEXCIigkjWeJHtGf3BWUa3xI9oz+4KyAIiIAiIgCIiAIsBfmvtGy7NpLRoJIwyG0KcVkb2Z2kp3yCN4B5iM8PB/2Yc616kkv/AD31vJRC3bLFFQs0ln0zrOIdK2aJxiMk2ecAyRrmnBmJa0c5QHQEXHp7dyiQ5NxWttChNq2BaUzbde6RhLoIjn4EiENdjEWk5rYyQQQW8/X4ntkja9jg5rhi1wOII5igPpERAEREAREQEazxbPas/uVlGs8Wz2rP7lZAEREAREQBERAEWAvxX2jZdn0VoUD4xHFaFO2sjezEyQSPEbwDzEZ7X4/7cOdYOw5b5HK5blJaFfSTXfgpYJqGJrSyRrZc8EOABDyHxuGcXDAcxxxQG9osJFb877DoLSN3baZJVzxwuo3RR6enDn5pfIM/ANb8okEnDmPIs2gCIiAIiIAiIgI1nim+0Z/cFZRrPFN9oz+4KyAIiIAiIgCIiAIsBfevtGy6GhtCgfGIorRp2Vkb2YmSCR+icAeYgva/H/ZhzrB2DLfI5WrepbRr6SawKemhmoYmtLJGtlDgQQAQ8h8bhnFwwGGw44ogb2i1O2LetX/x6x7epaGps1r7Qp211FXRNEwgkk0Lgc1xDXAva/YTsbhzrbAgCIiAIiIAiIgIVvim+1Z/cFdQrfFM9qz+4K6AIiIAi5pfG2L6xXKvh/hFfRw2xY1eX08z6fOZJSOayUAjmc2N7m5wx2xg4HHBbhZ1ZaVDHY1mWhRVVXU1ETxUVdORJBA5jcf6j3Zru+5AQ3acdgQGbRadk1nvTUSWy281q0dY+irpKOCOmotBgxpzmyPOc7Oc5j4+TNAw5Mdq3FAFGt8SPaM/uCsoVviR7Rn9wQF1Cn+dVP4t/JXUKf51U/i38kAqvGU/tf2lXUaprzo3RtDix+dhjhjsI/7X5pandh1gQF0UNLU7sOsCaWp3YdYEB+0wIkqMQRjJs+3vQrKGlqd2HWBNLU7sOsCAuihpandh1gTS1O7DrAgKmNhkbIWNL2ghriNoB5cD/wABGRsYzMYxrW7TgBgNu0qWlqd2HWBNLU7sOsCA/WUlKxgYymha0Oa4ARgAFoAB/EAAD8FZQ0tTuw6wJpandh1gQF0UNLU7sOsCaWp3YdYEB+1YJhAAJ/qM5P8A2CsoaWp3YdYE0tTuw6wIC6KGlqd2HWBNLU7sOsCAuihpandh1gTS1O7DrAgLooaWp3YdYE0tTuw6wICskbJGZkjGvbsODhiNm0IGMEjpAxoe4AF2G0gY4fmfipaWp3YdYE0tTuw6wICmhhwlGiZhL4wZo7/Zht6dgA2r6a1rWhrQA0DAADYFHS1O7DrAmlqd2HWBAXRQ0tTuw6wJpandh1gQF0UNLU7sOsCaWp3YdYEBdFDS1O7DrAmlqd2HWBAftWCWMwBP9RnJ/wCysoaWp3YdYE0tTuw6wIC6KGlqd2HWBNLU7sOsCAuihpandh1gTS1O7DrAgLooaWp3YdYE0tTuw6wICskbJGZkjGvacDg4YjZtCBjBIZAxueQAXYbSBjgMf+T8VLS1O7DrAmlqd2HWBAXRQ0tTuw6wJpandh1gQF0UNLU7sOsCaWp3YdYEBdFDS1O7DrAmlqd2HWBAXRQ0tTuw6wJpandh1gQH7VgmNuAJ/qM5P/YKyhpandh1gTS1O7DrAgLooaWp3YdYE0tTuw6wIC6KGlqd2HWBNLU7sOsCAuihpandh1gTS1O7DrAgKyRskZmSMa9uIODhiNhxCBjBIZA1oeQAXYbSBjgMf+T8VLS1O7DrAmlqd2HWBAVkjZI3MkY17cQcHDEYg4j/AOr6UNLU7sOsCaWp3YdYEBdFDS1O7DrAmlqd2HWBAXRQ0tTuw6wJpandh1gQF0UNLU7sOsCaWp3YdYEB+1gJjbgCf6jDs/8AYKyhpandh1gTS1O7DrAgLooaWp3YdYE0tTuw6wIChhhcJAYoyJfGAtHf7MNvTs2L7UNLU7sOsCaWp3YdYEBVjGMLixjWlxznEDDE8mJ+C+lDS1O7DrAmlqd2HWBAXUawExAAE/1Gcn/sF+aWp3YdYE0tTuw6wIC6hT/Oqn8W/kmlqd2HWBKVsgklkkYGZ5GAxx5AgLoiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiID//Z)
درباره قیمت نیز متوسط وزنی و حسابی قیمت آپارتمانهای مسکونی فروش رفته در شهر تهران به ترتیب به ۸۰ میلیون و ۸۳۸ هزار تومان و ۷۷ میلیون و ۴۸۰ هزار تومان رسیده است.
از طرف دیگر بررسیهای میدانی از افت شدید معاملات مسکن در پایتخت حکایت دارد. آنطور که واسطههای ملکی میگویند به دلیل ایجاد انتظارات کاهشی و از دست رفتن توان خرید در سمت تقاضای مصرفی، معاملات به طور محسوسی در مقایسه با ماههای پایانی سال گذشته کاهش یافته و تقاضای سرمایهگذاری نیز تحت تاثیر ثبات اقتصاد کلان از بازار مسکن خارج شده است.
درخصوص پیشبینی از وضعیت بازار ملک در نیمه دوم سال جاری نیز با توجه به تاثیر متغیرهای درونی و بیرونی بر این بازار نمیتوان برآورد دقیقی ارایه کرد. اما تجربه نشان میدهد که معمولا بازار مسکن در سه ماهه پاییز دچار افت میشود. اگر شوکی از جانب بازارهای موازی به بخش مسکن وارد نشود میتوان شرایط باثبات با احتمال کاهش قیمت را در پاییز برای بازار ملک متصور بود.
ایسنا