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<p class="MsoNormal" style="text-align:justify;margin-left:21pt;background:white;"> <b>北京（我的轮胎）<span>2024-7-31 </span></b>据四川市场报道，<span>7</span>月份省内全钢卡客车轮胎替换市场零售销量表现下降。全省卡客车轮胎经销商销量调研数据显示：<span>67%</span>经销商表示销量下降，<span>33%</span>经销商表示销量平稳，无经销商表示销量上升。主要原因：<span>7</span>月份起省内进入雨季，降雨天气增多，且覆盖范围广，对基建等工程项目作业造成消极影响，省内矿区、砂石料场等间歇性停工，货运运量大幅减少，替换需求减弱。按照惯例，<span>7</span>、<span>8</span>月份为省内卡客车轮胎销售淡季。只有个别以轻卡类客源为主的经销商表示销量没有明显下降，一方面是高温高湿路面加剧轮胎磨损；另一方面路面积水造成路况不明，车辆行驶过程中撞击异物导致轮胎破损。本月销量不佳，经销商库存消化缓慢，多数未新增备货，使得整体库存水平有所下降。次月降雨影响持续，经销商销售信心较低，预计销量将以平稳为主。<span></span> </p> <p class="MsoNormal" style="margin-left:21.0pt;background:white;"> <br /> </p> <p class="MsoNormal" align="left" style="margin-left:21.0pt;text-align:left;background:white;"> 根据全省经销商信心指数调研数据显示，四川省卡客车轮胎经销商对<span>2024</span>年<span>8</span>月份轮胎市场预测：<span></span> </p> <p class="MsoNormal" align="left" style="margin-left:21.0pt;text-align:left;background:white;"> 1、价格预测：<span>100%</span>经销商预计价格平稳，无经销商预计价格下跌或上涨。<span></span> </p> <p class="MsoNormal" align="left" style="margin-left:21.0pt;text-align:left;background:white;"> 2、销量预测：无经销商预计销量下降，<span>83%</span>经销商预计销量平稳，<span>17%</span>经销商预计销量上升。<span></span> </p> <p class="MsoNormal" align="left" style="margin-left:21.0pt;text-align:left;background:white;"> 3、库存预测：<span>33%</span>经销商预计缩减库存，<span>50%</span>经销商预计维持现有库存，<span>17%</span>经销商预计增加库存。<span>7</span>月底经销商平均库存水平<span>58</span>天。<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAq4AAACwCAYAAADOvOzEAAAgAElEQVR4Ae2d789lRZXvn3+BOG8NZOKLmwHfTHjR+mI0kTeGH0My8Q560TB6xfBDkXsZJK0D0yLdkO4mwAT1XmgnYBrkAhNpsVGZVujmVxCQgIN9BUFtRNEZ8Apc0nDJvlnnPGufdepU7V21z/5R5+zPTp5U1apVtet8a62zvk+d2rU3Ci4QAAEQAAEQAAEQAAEQWAEENlZgjAwRBEAABEAABEAABEAABIoJcd2zZ0+xfft2/sAAGxjYBsQX8Ue+i/g+zsMG8Mc85gF/YB7EBsQf5ZoQVxFwgQAIDI+AfkEPPxJGAAIggD9iAyCQDwLKVSGu+cwJIwGBcsUbKEAABIZHAOI6/BwwAhBQBCCuigQpCGSEAIEyo8lgKKNHAH8cvQkAQEYIQFwzmgyGAgKKAIFSkSAFgeERwB+HnwNGAAKKAMRVkSAFgYwQIFBmNBkMZfQI4I+jNwEAyAgBiGtGk8FQQEARIFAqEqQgMDwC+OPwc8AIQEARgLgqEqQgkBECBMqMJoOhjB4B/HH0JgAAGSEAcc1oMhgKCCgCBEpFghQEhkcAfxx+DhgBCCgCEFdFghQEMkKAQJnRZDCU0SOAP47eBAAgIwQgrhlNBkMBAUWAQKlIkILA8Ajgj8PPASMAAUUA4qpIkIJARggQKDOaDIYyegTwx9GbAABkhMDoiOsHP/jBQv7s5ZPZes379Hwy1felrr5b9rVxZaltXH237PbvlkP6IbnbPqXs9umWU/paZd0xBMqquZW6rVu3Vk6htq9LqzrRtqrjllVelaa2cfXdctW9pC6kH5LX9VdV7/bplqvarlPdGPzRna9l5rppW7edW3bH6CuntnH13bLvHlYW0g/JbdvUvNunW07tb1X1Ia4VgcCdVJ+R+GRuO1v26ftkto0vn9LG1Q2VRa6X1YnJu+20jaRXX311GWyt3Obd9r6y1bd51V2ndAyBUudQ582WJa/E1cpVV1Irt3nV8cm0TlOfjk+m+qE0pY2rGyqLXC+rE5N322kbSfFHRSc+HYM/+tBQu/HVVcnabNekr5Q2rm6oLHK9rE5M3m2nbSTFHxWd+HT0xNUakOSrLtW1Oiqzqa23easTk7dtfXntw1dnZa6elm1q9TVv623erdeyL5V24pj20r6sTPIq96W33XZbWa/tVE/L65SOIVDq/GmqNqBzLcTV1rnz69bVlUPttV1d6rZ3y9relbtlV0/LNnXbSNnW27zqqkzLvlR08EcfMtWydfdHtZ2UVBFLaWN1tb2mti4mr+1CqfYRqle5q6dlm6quTW29zauOyrTsS0UHf/QhUy0bFXF1DamurNCpnk0ffPDBMpC4elp2U23vypuW6/rTepsqKRCZe6meyDUfSkM6Kvfho3W+e0udXHq/zeJcuapO9dclHUugDM2XzLWuuFbpqE1UpXXtQ/Wpch1DqJ3W2xR/DKGVl3yM/qh2mjoTfbcLja9uHFpvU/wxhGZe8tESVzVWdzpCctGzdZK35MzWuX3atqLnlrWtTX192Hahep9c+9U6t1wlV11NfbpunehUybROU+3T187q2LxP1/az6vl1DpTuPOpcqTyUql4bqb2H9GfLvnzonqobqvfJ3TZuWdv45CrT1Kfr1olOlUzrNNU+fe2sjs37dG0/q55fZ38MzZ07vzFz2KSNvb+0d8vap01DY1GdUL1P7rZxy9rGJ1eZpj5dt050qmRap6n26WtndWzep2v7WfX8aIirTqpNQ5OnOm59qlzbSztLclXeJA2NoaovXxuV+VLty1cnMrm0LpTXek1Vb8+ePZP2Wtb+VKj6bmr1fXXafl3SsQRKncvYlY4qO9C+QqnahtTjj1Mfxh/VKqrTsfljyIes3IeY1kud5n2pbSv1+CP+aG2iLj8K4hpyDHUoBcktq1xSrdNU67Ssqcp9qdXRfCi17VVHZDYf0rFy2ybU1tW3bUJ5/aIJEQ69l6bajwRKkdW10zG57aWsl61T2bqk6x4oZZ5k/ux2gNB8xspdPbfs2oat13wotW1VRz+DlN3L6oTqqnRCbURu22kef3QRa7e87v6odqSouWWVV6XaRlLfpfW+OpHZes2HUtuH6rh9hHSs3Lax/bg6btnq+vL4o4tYu+VREFeFzBqYyOrK2s7qahubqp7KtOymdfWuvpZtO5vXek1DdSqXVC5bdvPal6Zar2WbSl0sAZV2oh9LXPW+mmp7Ketl61S2Lum6B0qZJ5k/H3HVeXVTd27d+lDZbadl1ddybGrb2bzbPlSncknlsmU3H9un9oM/uoi1U153f1S7UztS2/SVfYhqe01dnZDc6sXoWH3N23Y2r/WahupULqlctuzmtS9NtV7LNpU6/NEi0l4e4hpBhMQA9T8oycsVMliVq56dKq2z7VXmpnXtbL3mtQ+3HJKrnqQhHZXbVNuJrCvHtPeQ+9gx2rFoneqvS7rOgdKdPymH7MjOuzu32o/K68qqp6nV13wo1TaSqo6btzq+Om2nqeq75Zi22kZSvSQfwlH1VVfvEfuPpLaz/WjeTVV3ndJ19ke1BZlHm3fn1Zbt3KrctrX1VXKr5+tHZW5a187Wa177cMshuepJGtJRuU21ncjwR0Wj3RTi6nzxi7GFLjVOrdeym2q9m6qeyG3e6vnkVmbztp3mffWuzC3HjsdtJ+UhHLPqs2rdqqfrHijV5nwrru7cuXan9SqvS1XfTbWdyG3e6vnkVmbztp3mffWuzC3HjsdtJ2X8UZFvN113f3RtyaJXVWf1JK+6MWmore2nSkfr9F5V7Xy6IZntL6Tjk7vtpIw/KlLtphBXQ1Rdw3OhduvrylXt3baq68rrytpOU1df5K5My75U+7HtRM+WfTpWVqVbtcLjG49PpvfSOi2vU7rugVJtxEdcdV7dtG5+Vb9OT+utvs1rvaSuvK5s2/ra+2Tapy+1/dl6Xz8hWUgu/eGPFuFwft39UW3Lh0BVnasf0g3JbXurY/MhHZG7em7ZtvXp+2Tahy+1/dl6Xz8hWUgu/eGPFuFwfrTEVY3OQuOTVdW7+m7ZtpW8rbd5qxeSq46v3idTffe+vnJIpn1o/5K6l9alykPt3H607NP3yVR/1dN1D5QyPzJ/QlwlDa1MqJ7o2EvnPja1bTWvbaVs81pfJVcdXzufTPV9ffr0fTLtQ+skdS+tS5WH2rn9aNmn75Op/qqn6+6POncpqW9Otb1bF5JbPatj8yEdK9e8r51PpvqSuvVu2afjay/t3MvXV1V/qq+p21+o7NP3yULtV00OcTUzVjfRbr2W3dR0OZdVPRFqPpTONTQF1Teisi8rs3m3jVsWXZ/Myt09vrbO1zZGFqvju7e9v+TX7Vr3QCnzpfMvqS27c6l6rtwtx+ppO6uv+VCqbdxU9a3cJ6uq9+n7ZNKHyn0+oXWaVt3T9qV6Me1Ex3dvX3/a7zqk6+6PvrnXeauqUx1NQ7ohubaT1OpoPpTadjav+nWyqvqUPlTX5xNap2nVPaXO1XPLIR3fvX269v6rnh8lcfUZRMxEu+3qyq5xWH2bt3ohuU9HdTW1OpJXuaZar2Vf6tNRmfbpWx3z9SUyvbRey9pXnU6Vnq9P2/8q59c9UOq8+rYK6Lzp/Goakmt9XartNVV9Kdu81lfJfTrah6ZWx/bl1mvZl2oftk5l2if+aBHpJr/O/qi2FUKurt62c3W1rKnVdfNWx+atXkju01FdTa2O5FWuqdZr2Zf6dFSmfeKPFpFu8qMirt1ASK8g0D4C6xwo20eLHkGgWwTwx27xpXcQSEEA4pqCFrog0BMCBMqegOY2IBCBAP4YARIqINATAhDXnoDmNiCQggCBMgUtdEGgWwTwx27xpXcQSEEA4pqCFrog0BMCBMqegOY2IBCBAP4YARIqINATAhDXnoDmNiCQggCBMgUtdEGgWwTwx27xpXcQSEEA4pqCFrog0BMCBMqegOY2IBCBAP4YARIqINATAhDXnoDmNiCQggCBMgUtdEGgWwTwx27xpXcQSEEA4pqCFrog0BMCBMqegOY2IBCBAP4YARIqINATAhDXnoDmNiCQggCBMgUtdEGgWwTwx27xpXcQSEEA4pqCFrog0BMCBMqegOY2IBCBAP4YARIqINATAhDXnoDmNiCQggCBMgUtdEGgWwTwx27xpXcQSEEA4pqCFrog0BMCBMqegOY2IBCBAP4YARIqINATAhDXnoDmNiCQggCBMgUtdEGgWwTwx27xpXcQSEEA4pqCFrog0BMCBMqegOY2IBCBAP4YARIqINATAhDXnoDmNiCQggCBMgUtdEGgWwTwx27xpXcQSEEA4pqCFrog0BMCBMqegOY2IBCBAP4YARIqINATAhDXnoDmNiCQggCBMgUtdEGgWwTwx27xpXcQSEEA4pqCFrog0BMCBMqegOY2IBCBAP4YARIqINATAhDXnoDmNiCQggCBMgUtdEGgWwTwx27xpXcQSEEA4pqCFrog0BMCBMqegOY2IBCBAP4YARIqINATAhDXnoBu6zaHj/yxuOPQL4uvffdw8cWbnig+dtX9xV9vOxD8+8gVP5roif6t9z1fPP3CK20NhX46RIBA2SG4LXb96tNPFUf23VUcvu6a4skvbS0eOftTxX2nn1r+fefKr8755lm7D0388dq7nin2Pfxr/LHFueiyK/yxS3Tb6/ulV/6tePpX+4v7/+3rxd2PXV5864HPFTfc+9Hy76Yf3og/tgf3YD1BXAeDPu7GR99+p3jkZ78vJNBJ0KsiqbF1QnZ33fnT4uDTvytef/PtuIGg1SsCBMpe4Y6+2RsvHileuPWW4rELLyjJqSWqbt4lriEf/fz/eHTyj+WRP7wRPRYU+0MAf+wP65Q7vfr6b4rHf3FH8S+PXFKSU0tU3bxLXPHHFLTz0YW45jMX5UiETB74yUvF9tueKmTFNORcbcm37X2yuOfHLxYvv/pmOQYywyJAoBwWf3v3N19+ebKqGktWLXmNJa7Wl8+7/uEJicUf7SwMm8cfh8Xf3v1P//f3k1XVWLJqyWssccUfLeL55SGuGc2JEFb5Ob8Psmod0+ZlZfeV145mhMo4h0KgHH7ehbDKFgBLRFPzTYir648Q2OFtAX8cfg6EsMoWAEtEU/NNiCv+OPzcuyOAuLqIDFCW7QCy361uv6p1oC7zQpxvPvAc2wgGsAW9JYFSkeg/bYOwKsFdlriqn8s/lBDY/m1B74g/KhL9p20QViW4yxJX/LH/+ffdEeLqQ6VHmewz/fS1D3a+HUAdLiUVIi2EWog1V78IECj7xVvv9qs7by8O/ue/WWqVVUmrpG0RV/Vb+YcSf9TZ6i/FH/vD2t7pyRfuKr5x4BNLrbIqaZW0LeKKP9pZ6j8Pce0f88kdn//tnwp5IEMdIOdUiPXjz/77QEiN87YEyn7nXR66euILF7VGWJW8tk1c5Xvi4j2PFTzE1a994I/94i0PXd316KWtEVYlr20TV/yxX7vQu0FcFYkeUzklYMh9rE1Jsqy+cvWDAIGyH5zlLm2vsipp7WLFVX1Xvj/kAU6ufhDAH/vBWe7S9iqrktYuVlzxx/7swt4J4mrR6CEvD1+psa9iKsdo8VNl94ZCoOwe43feOrr0w1eWpPryXay42u8NOXmEI+26txX8sXuM/987by398JUlqb58Fyuu+GP3tuHeAeLqItJRWciekD5r5Kual58qOXmgI0PZ7JZA2S2+b7/++uSFAT6y2aasa+Iq3yFyvrNsPeLqDgH8sTtspeejb78xeWGAj2y2KeuauOKP3dqJ9g5xVSQ6TIXkrcp+1lgyTbDs0GCKoiBQdoevnBrw6PnntL6f1Ud4+yCu4rPyICXktTubwR+7w1ZODbj9of/e+n5WH+Htg7jij93ZivYMcVUkOkrlCJtcTw2IJakhPdlnJ6+g5WofAQJl+5hKj0Ja3dey+ghnW7K+iKv4qPwzyZFZ3dgN/tgNrkJa3dey+ghnW7K+iCv+2I29aK8QV0Wig1S2B8jP6iHitw5ygmUHhsOKayegyvaAvlZalfj2SVzl+0T+SWYbT/vmA3FtH1PZHtDXSqsS3z6JK/7Yvs1ojxBXRaKDdF32tNYRbCHnPLDVrgERKNvFUx7EeurLl/WyPUBJq6R9E1fxVdmWxANb7doP/tgunvIg1j1PXBneHnDFe4qNjY3ir6746ExnUyby2d97is/dKzofKP5K5Sd/YNbmpr8s/vwv/rK4YqLT/jmudbERf2zXbrQ3iKsi0XJ6x6FfrvVKq+uwQtK52kOAQNkeltLTsq9utWQ0JT8EcRXf5J/Jdu0Hf2wXz6pXt37u5I1i4+QPFJLOEddN8qmrpzcIkd0kqVec82fFn59zSnHDvacUf/sXlsxqfkqA+15x1TiJP7ZrPxDXdvGc9CaH9avBjikVss7VDgIEynZwlF5+8739va+0KrkdirjK9w7/TLZnQ/hje1g+c+Te2YqoS0ZNuZq4CkGdEVsfcfW1H4q44o/t2Y/0BHFtF8/JG23kCd8xEVb7WXnDVjsGRaBsB0d5GKvNV7gqIY1NhySu4pf4Yzt2hD+2g6M8jBX7Clcf8ZxbbTVbAOxWAVl5nRFZs9Wgg1e+2tgXk8cf27EjiGs7OJa9rNuxVzHOaHXkYS32u5bm0DhDoGwM3VzDJ7+0dbDVViG3QxPX865/GH+cs4hmBfyxGW5uq7sfuzxqtVUIapi4zq+2lmRWV2tlX6tsIZB0c9/rdBvBMHtcbXzEH12LaFaGuDbDzdtKXuVqjXSseXk7GNdyCBAol8NPWg+5RUBXZIcmrvIdhD8ub0v44/IYxm4RUCIaJK6Th7Tm965qm+nK67SubG8e0Bpyq4DyAfxxeVuCuC6PYdnD2Fdb1THlfFeO5CnNolGGQNkItrKR2N++Xf+z2TaB9x07eWr5lPedOlut3ZTNnmaWJ5uPLa46XXS2FKfoE83HbZm1OemE4j8d+5HipG0HBv2HVvzxyB/eKLEhk44A/piOmW1x9NVXih99+8vR2wSqVlyFkOoK6oywypYAWYn9s+Jvb5puDyiJq5w4sLmtIAfiij9ay2iWh7g2w22h1b6Hfz1ocFLSmEt64/d/voARgngECJTxWPk0xf7EF8658nvF/ZdePiOTE6JpCKlTvuq4jWLjuC2FpHPE1dG7T4jsJknd+95jiuPf+6HivtM/VJz/Lktmjy3+8cqvZvG98MWbnvDBhCwSAfwxEqiA2nN7bpj44MFzP17s/+E/VG4XEMI5/w/ijIxOf/73r7Yu7Gs1WwX0dIIciKt8L+GPAUOJFENcI4GqUpM9nbK3MxfSmMM4+K+yymLq6wiU9RiFNGS1VezP+sGu3XcWD53/2SQCGyauQlBnxNZHXJX45rBVQHGQrUxczRDAH5vhJq1ktdV9QPLQrguLOw7+t0oCO7+aOv+QVdO6XIir+CT+2NymIK7NsStbju3MVg2Eden2254qMSKThgCBMg0vq62rrT77vHXXPxcPnPXxWgKrxFP3qs6lstr6rhOKveUq7GyrgKy8zojs8A9nWQxY5bFWkpbHH9Pwstq62jrnQ+o7t/xD8c0ffaY3ApsTccUfrZWk5SGuaXgtaMsbatzVHRssxp5//rd/WsAMQT0CBMp6jHwaMf541hU/KO7ZcV0leQ0T1/nV1oVgfNIJxfGyhUDSzX2vx3z45rnV3yG/E15+9U0fbMhqEMAfawAKVMtrlt3VVtdnDv7dGcW/3n1ZL+Q1J+Iq3wP4Y8BwasQQ1xqA6qoP/OSlbILSkAExdO+bDzxXByH1HgQIlB5QIkQpe80v2Xl38cAl/uOygsR18pCW7mN198rKyuu0Ttt/5+8/Uhzz7nMHf0BL/ZMnmiOMyKOCP3pAiRAd2XdX5T+IlsQevOQzxb77tnZKYHMjrvhjhBF5VCCuHlBSRPJ2Gg0KpItPT8u5dVzpCBAo0zGTFk1O9vin3bcXD53zmbkAq8TTBlbJi3z6IJZLWmUl9pji/JOmcm3/nSvPK47LiLjij83sCn9shttjF14w51euP/nKh667qLjt4AWdENjciCv+2MyuIK7NcJu0koeyxvyWrFiizlE86UZGoEzHTLalxNqkT+/2nTcWO9/jPtE8I6PTn//9q612X+skGJutAsedufgPne/+fckOH/ljOrgjb4E/phvAa8//Ipm0WiL7o/91aXHTDz/ZKoGtIq4nffh4c5rB8cUJF8z8NlR32rYdxXF6FN6JO8rvn9MuODf6lxb8Md22IK7pmJUt5PVtfQWbVb6PPLzGlYYAgTINL9GWn92W9RM5PuvA5TuXCrg2+OZ0qoBi87XvHk4Hd+Qt8Md0A3jh1luW9iM5Puv7P2hv/2uIuE4IqPllZEJUN4loVZ3oyR7207bdXJzw7pOLLdsOFFMyO82rz1Wl+GO6bUFc0zErW4jBVRkkddP/WC/e81iJGZk4BAiUcThZLXlKty2fu2znvuLBiy5eOvDmSFzlVyKuNATwxzS8RLvN1y0fuuy84tv3X7L06muIuLrfG1tO3JgQUlcuZVvnI65Sn/IrC/6YblsQ13TMyhac3Tr7KcXn4FbGm7RKs4nKECijYCqVZNtOF6d7fH33t6KOz7KrrDafI3EVv2T7Tmk6URn8MQqmUumdt47WniZg/SQ2f//XvrDU8VlVxHVuO4D52V/8JVRntwrIyqsSWRv7YvL4Y2k6URmIaxRMi0qyLyXGINGZktt7fvziIohIgggQKIPQeCu63LZzxlfuLYSA1h3r4wu+uRJXDj/3mlFQiD8GofFW/McTjy/9a4XPn0R2/0f/pjhw1z8mvT5WX1hQRVxtrJ4QVbN1IKZusq/1xB3FJE08Cg9/9JpRUAhxDUJTXZFy7I41+rHm2cdTbU9uLYHSRaS63Ic/pr4+VoJsrsSVfefV9uTW4o8uItXllGOwQgS1Th7z+lglrJrGEtfpSur8A1oau311dl+rbhVIeUALf6y2J7cW4uoiEllmf2v8NgFxePa5RhrWphqBMg2va+96prdfQLbv/nbx4IUXRq0o5Upc5Rg/rngE8Md4rETz8HXXRPlHHTmNqT+0/XPFvxz8+6j9ryHietqZJxcbZnvApLyx+bBVRZ3EtumDWTOSWxJXOXEgsGqrJFhT/DHNviCuaXiV2tv2PtlboFTjXuWUDeil6URlCJRRMJVKTc5vXdafYl4fmytxFby44hHAH+OxEs0m57fGkNRKnYjXxwaJ6+RUAHsU3uxUgCkx9dfJd4i7r9VuFYh9SAt/TLMviGsaXqU2D2alrbiKg/OAVmk+tRkCZS1EcwqfvvbBQf6R1NfHhva/5kpcxR/lgTauOATwxzicVOuRsz/V24qrJbP6+thvHPiEdwU2RFyX/Se2jfb4o1pPfQpxrcfIq9GGoY6tD97L7DUlr5BA6YUlKByKuKoPf/6q/d7Xx+ZMXOWFDVxxCOCPcTip1lDEVUnswc9/0vv62JyJK/6o1lOfQlzrMfJqaMAijV95ffqFV7xYIlxEgEC5iEmVpIujsJr4tvv62JyJK/5YZVHzdfjjPB51pdAvEEos+0rd18fmTFzxxzqrmtVDXGdYROfkJ+8mQW3sbXDMaBMrCJTxWIlmbr4lr4899LEzsj1VQPDCH+NtDH+Mx0o0+yKmsffR18dCXNPmMVdtiGuDmZGfvHMLlKswHgJlvLERKOOxEs0c7V/2v8oJBDmOTcbET5PxNoY/xmMlmrGEsk892f+6/5vX449pU5mlNsS1wbRAXOO3B9igDXGNNzYCZTxWomntjHycf7LnPN7G8Md4rESzT0Kaeq+Hzv9ssWv3ndl9Z+CP8TYGcY3Hak6T4BgXHC1OENc5E6osECgr4VmotHZGPs43CZQLZhQU4I9BaLwVqWRyCP1DWy8t5KHKXL4v8EevKXmFEFcvLPXCXIx9lcbB+5jr7Uo1CJSKRFy6Sn6Qy1gJlHG2JVr4YzxWojkEEW1yT3mI7J4d1xWyrWdov8Qf420M4hqP1ZymHKg/tKGv2v1xzDkTqiwQKCvhWag87/qH8cdtcSut+r2BPy6YUVCAPwah8VY8ev45K0NehfA+cNbHi2/s3jvodwj+6DUlrxDi6oWlXiivMNUAQFofMOW4Iq54BAiU8ViJ5vbbnsIfE4nr62++nQbyiLXxx7TJ/+mOK1aKuOpqrbzKeagHKvHHeBuDuMZjNafZ57vR14EY80q7OfOpLRAoayGaU7j5wHMQ1wTiKivUXPEI4I/xWInm89+8aSWJqxLY+y+9vDjnyu/19p2CP6bZF8Q1Da9S+45Dv+zNqNeBuO6686cldmTqESBQ1mNkNQ4+/Tv8MYG4ygo1VzwC+GM8VqL58qH7V5q4CoGV/a/yApEzvnJv598t+GOafUFc0/AqtR9/9t87N+Z1IKz6GYToc8UjQKCMx0o05UxStTXS+q07t973fBrAI9fGH9MM4LXnf7HyxFVXXx/8r58svr77W51+v+CPafYFcU3Dq9Q++vY7RS6vmVyFQM2JAqXpRGUIlFEwlUrij6vgB7mM8ZGf/b7Ejkw9AvhjPUZW4523jq4NcS0J7EUXF5ft3NfJ9wz+aK2nPg9xrccoqCE/f+cSiHIex6evfTCIIRV+BAiUflyqpJwsUL/SKt8T8g+3EH2ueATwx3isVHPVThZQglqXHrh8Z6v7X/FHtZj4FOIaj9WC5oGfvARxjdhXJw/OcKUhQKBMw0u05ee2nP+By2VsX7zpiXRwR94Cf0w3gBduvWXtVl2V1B762BnF7TtvbOX7Bn9Mty2IazpmZQs5voLtAvWrPLwxqzSZ6AyBMhqqUlG2o+RCDnMeB/vpSpOJzuCP0VCVim+8eGRtiasS2IfO+UzxT7tvX+p7B38sTSY6A3GNhsqvKP8t5Rykhh7bWbsP+YFDWokAgbISnmAl5yvX/yPJQedB8wlW4I9BaCornvjCRWtPXoXEPnDJ1uKSnXc34gL4Y4fu4nUAABENSURBVKUJeSshrl5Y4oX7Hv51I2MdmlD2dX8575YrHQECZTpm0uKeH7+YlT+edubJxcbGRvl3zIdvLsd30oePL+UbG8cXJ1wwJZ2nbdtRHKdtTtxR6p92wbnFMe8+tzgpYntOyL+37X2yGbAjb4U/NjOA33xv/yiIq67A/uArVye9PhZ/bGZXENdmuJWt5L+lUJBAfqCQY8O40hEgUKZjJi1y2r4zJaCGkArx3Di52LLtQDGpMyR0QmI3SarkheCetu3m4oR3G/3Ntst8r/D0cjO7wh+b4fb2669PzkNVYjeGVF4fe+uuf47iBfhjM7uCuDbDba4Vb9Hy/zzJ27LmzCSpQKBMgmtOOZfTPqqIq0s+t5y4MSGrIvcRV6k/7ky/n7l9hcqybYfTBOZMJbqAP0ZDtaD4zO6do1p1VXL+0PmfLXbtvjNIYPHHBVOJFkBco6EKK77y2lEe0vL8fMlqa9hm6moIlHUIhetzejnI5Od9/dnfWTGd2ypgtwSYrQKy8qpENkRIY+WyrYmrGQL4YzPcpNV/PPH4KImrEthDWy8tPn/V/gUCiz82tymIa3Ps5lre+P2fLxhmbEBZRz1eYTdnHskFAmUyZHMNZO9YDn41JacnF1sm2wQ2ig1DUO34Jnpm64DWTYjviTsKS4DtPlnVq0tZ3Zkzj+QC/pgM2VyDp7582ajJq/v6WPxxzjySCxDXZMj8DWRvnRhjXQAZS728gpOrOQIEyubYSUvZez70UXWTB7MMGZ3uWfX/5O9uK5DvialsusdVtwo0fUCL1Z3l7Al/XA6/N19+eXR7XXXF1aay//Ubu/cW+ONy9gRxXQ6/udZijGMhplWfU/YYci2HAIFyOfyk9R2HfjmoPy4S1+lpAbJXdVJnVl+npw9MSeqUtMqDWbMHu0riKtsIDBmu8kOt44Dz5W0Jf1wew1/deXvEquuHivPfNTuFY3Iix3FbZu3ed6w5iWOjOP69H9qs21KcoltyrP5JJxTHv+uEYu/pp876GDj/5Je2Lg/myHuAuLZoAPLgw9hXXWWVS/b8ci2HAIFyOfyktfijPCCoBG6IVAin7zgsXX2d1c1Iq4zT3ddqtwqkPKT1savun6w+L4/muHvAH5ef/3feOlo8duEFNQRySlxPeZ+PaAo5PaY4/6TNOiGlm+W97z1mk8RK+2OLqybkVPQ17+uvf9kD/+WMQlafuZZDAOK6HH4LreV4iyECZC73lFUuruURIFAuj6H0IG9ty8U3hhjHwad/1w6QI+8Ff2zHAF59+qnmxFVWW+1q6umnFlcdN1119RFXqfMT4P4Jq24XePnQ/e0AOfJeIK4dGMDQP1EOESDlnjyQ1Z4xESjbw3Ksx9Xx8o/2bAh/bA/Lw9ddU0FeF7cKKPkUcuoS1xlhnW0VkO0DM/lwJFXJqqbyubnaQQDi2g6OC70IiRuKQA5xX/lJljMiF8ygsYBA2Ri6hYby4OTQWwb69slPX/sg/rhgCc0F+GNz7NyW8lKC+i0Dm4Rzsqd1+nN/NXE1BFW2EMjK7GQrwXSrzmwvrNHrca/rI2d/qpCtElztIABxbQfHhV7a2F83fWBj8Slklev+OHs8Tqhu+oTy5n47+1BIC6+RlH29vG95wQSWEhAol4JvobGQVyFzfRPIIe4n+8wPH/njAgYImiOAPzbHztdSyKuQOV2NDKezfa0+4qpbBWbtZ/tay60CAz+gJUdh/Z//fdgHA7KGCEBcGwIX00zIXNOHtSYPdZy4o9CniTUAusfmTB/amD59XFWnD3u0/RpJCZKyj5CrXQQIlO3iKb2JP46BvB74yUvtgzfyHvHH9g1AHlKqJa9mxXW6gup/OGtKXGWbway+JK6nbylOGfBkgd8e+Nf2wRt5jxDXjg1ASN0y50kuENczT144xFx0Ju82r6jzEVe3byXHKek9P36xYwTH2T2Bspt5P/KHNwp50j7FxldFV75nIK3d2A3+2A2ub7x4pJAn7edXTO1JHM6pAM5xWLr/Vdov7Gs1WwWs3uxe3W4bkJVWSGs3dgNx7QbXuV6FvDYNli65nLxhx/zUL0FVSWlVnd0q0NZrJCGtc9PcaoFA2Sqcc53JyzGW+WcyRyIrn4dXLM9Nc6sF/LFVOOc6e+35X6zdywmEtMqrbrm6QQDi2g2uC73KSs951z+cvNLTFnG1wXayvWCJ10gKCWd7wMIUtyogULYK50JnQvKa/jNpfSmHvHwO9rQuTHGrAvyxVTgXOhOSN7/y2u1qaJerrvI52NO6MMWtCiCurcJZ3Zk8ICJvsUkJdjHEVXR0FdV9F7rW6T2nK6/NXyMp5JsHsarnuY1aAmUbKFb3IXZ88Z7HkvxR/SiXVPbQ83rl6nluoxZ/bAPF6j5kz+sTX7jIbBtYPfL60N99opAVZK5uEYC4douvt/cbv//z6GDpElf7MJYET1u2ebduUt623Gsk5YgvId9c3SNAoOweY73Drfc9H+2PuRBWGYcc8cU/kTqL3ab4Y7f42t5fuPWWlSSvcsQXb8WyM9ldHuLaHbaVPcv+0Kp9dkJY9biraTp7b7l75JV9BWRVne6F1eA7JbrT+9g+tN6mNx94rvLzUNkuAgTKdvGs601+al+VEwdkawBvqKub0Xbr8cd28azrTX5qrz1xoMdzWKu2FsjWgF/deXvdR6K+RQQgri2CmdrVK68dLb723cNZr/bIKqvsz+XqFwECZb94y93k14Tc37K1686fFvK9wdUvAvhjv3jL3eSs1+q3bA2/leCZ3TuLo69yHGTf1gFx7Rtxz/2EGOb2pi3Z+8cDWJ7J6klEoOwJaM9tHvnZ77N705bsLccfPZPVkwh/7Aloz23+8MjD8W/a6mkV9tHzzyleffopz2gR9YEAxLUPlCPvIYEp9eEt+3N+G3n5uVQCN9ewCBAoh8Vf7i5nog69fUAI676Hf83rWwc2B/xx4AkoismZqENvHxDCemTfXby+dWBzgLgOPAG+28tRPfKTZV/H9cheW/kJksPLfbMxjIxAOQzuvruKP4p/tPGPYUwf4veyhYgjrnyzMYwMfxwGd99d5egs+Ym+at9pm3Wyh/XnX/8qR1z5JmMgGcR1IOBjbyursHIKQdsrP3KMjgRHVldjZ6JfPQJlv3jH3E32lsrq57a9T3ZCYqVf+efx6NvvxAwHnR4RwB97BDvyVrK3VFY/n/ryZZ2QWOlX3nz1zlvsKY+ckt7UIK69Qb38jWQvrDxNLAEu9WUGoi/bEOToH859XH4uuu6BQNk1wsv1L+RSVmLFn1L9UX7hEF+UfxyFCMs/pxwzt9x8dN0af+wa4eX6F3IpK7FylJYQTvlJP3bVVd5y9eSXtk5WVYUIy95VeTCMK18EIK75zk3UyISESuAL/fFzYxSM2SkRKLObkugBycpsyB85ESAaxqwU8cespiNpMLIyK2TU98eJAElQZqMMcc1mKhgICMwQIFDOsCAHAkMjgD8OPQPcHwRmCEBcZ1iQA4FsECBQZjMVDAQECvwRIwCBfBCAuOYzF4wEBEoECJQlFGRAYHAE8MfBp4ABgECJAMS1hIIMCOSDAIEyn7lgJCCAP2IDIJAPAhDXfOaCkYBAiQCBsoSCDAgMjgD+OPgUMAAQKBGAuJZQkAGBfBAgUOYzF4wEBPBHbAAE8kEA4prPXDASECgRIFCWUJABgcERwB8HnwIGAAIlAhDXEgoyIJAPAgTKfOaCkYAA/ogNgEA+CEBc85kLRgICJQIEyhIKMiAwOAL44+BTwABAoEQA4lpCQQYE8kGAQJnPXDASEMAfsQEQyAcBiGs+c8FIQKBEgEBZQkEGBAZHAH8cfAoYAAiUCEBcSyjIgEA+CBAo85kLRgIC+CM2AAL5IABxzWcuGAkIlAgQKEsoyIDA4Ajgj4NPAQMAgRIBiGsJBRkQyAcBAmU+c8FIQAB/xAZAIB8EIK75zAUjAYESAQJlCQUZEBgcAfxx8ClgACBQIgBxLaEgAwL5IECgzGcuGAkI4I/YAAjkgwDENZ+5YCQgUCJAoCyhIAMCgyOAPw4+BQwABEoEIK4lFGRAIB8ECJT5zAUjAQH8ERsAgXwQgLjmMxeMBARKBAiUJRRkQGBwBPDHwaeAAYBAiQDEtYSCDAjkgwCBMp+5YCQggD9iAyCQDwIQ13zmgpGAQIkAgbKEggwIDI4A/jj4FDAAECgRgLiWUJABgXwQIFDmMxeMBATwR2wABPJBAOKaz1wkjeSvtx0oqv4WOtt/drGxsVH+vf+aZxdUEOSDAIFy2Lmo8i2pW7ga+Nd9p59ahP4W+hfB5j3O3u+tRdghAvhjO+BW+VXUHRJ9IORfKl+4ZwM/vuHejxZVfwv3EEHi5/D2MWIhxHVFJ7/qC2AxsO4vzt54f1Fy1WevKd5vyyuKwToPm0A57Oz24V8aPH2p++n3n71RbJy9v5AU4uqi030Zf2wH4yq/qrtDEx/w+ZaVzd+zWZysIq1S515NPofbx9jLENcVtYCqL4AF4ir/3TnRTpyHVdd8J59AOezc9OFfNoC6+dCnh7iGkOlWjj+2g2+VX8XeIcUHXL9yy3P3bBgnU4mr3jPlc2gb0ikCENcVtYSqLwCXuD57zfsXiKvIIK75Tj6Bcti56cO/3CBqy6FPT7ALIdOtHH9sB98qv4q9Q4oPWJ/y5e09m8ZJiKtFsZ88xLUfnFu/S9UXAMS1dbh775BA2Tvkczfsw798gVRlc4MxhZSgbZqRXRIB/HFJADebV/mVvcOERG4+k+EusKT4gPpTKF24p/PLZMwCD8TVothPHuLaD86t36XqCyCGuIrzu18IrQ+SDhsjQKBsDF0rDfvwr1AwFXnoSgnaoT6QpyOAP6Zj5mtR5Vc+fZ8sxQeqfMz1M9+Ka0ychLj6ZqlbGcS1W3w7673qC8AlroX7MJZb7myUdNwUAQJlU+TaadeHf1UF1dCnSAnaoT6QpyOAP6Zj5mtR5Vc+fZ8sxQeqfMwlrk3jJMTVN0vdyiCu3eLbWe9VXwALxFVG4Rzz4fwi0tk46bgZAgTKZri11aoP/6oKqu7nkGBtj7Pb4FQQF6JOy/hjO/BW+VXdHZr4QJWPLRBXGUCDOJlKXJt8jjpsxlYPcR3bjPN5VwIBAuVKTBODHAkC+ONIJpqPuRIIQFxXYpoY5NgQIFCObcb5vDkjgD/mPDuMbWwIQFzHNuN83pVAgEC5EtPEIEeCAP44konmY64EAhDXlZgmBjk2BAiUY5txPm/OCOCPOc8OYxsbAhDXsc04n3clECBQrsQ0MciRIIA/jmSi+ZgrgQDEdSWmiUGODQEC5dhmnM+bMwL4Y86zw9jGhgDEdWwzzuddCQQIlCsxTQxyJAjgjyOZaD7mSiAAcV2JaWKQY0OAQDm2Gefz5owA/pjz7DC2sSEAcR3bjPN5VwIBAuVKTBODHAkC+ONIJpqPuRIIQFxXYpoY5NgQIFCObcb5vDkjgD/mPDuMbWwIQFzHNuN83pVAgEC5EtPEIEeCAP44konmY64EAhDXlZgmBjk2BAiUY5txPm/OCOCPOc8OYxsbAhDXsc04n3clECBQrsQ0MciRIIA/jmSi+ZgrgQDEdSWmiUGODQEC5dhmnM+bMwL4Y86zw9jGhgDEdWwzzuddCQQIlCsxTQxyJAjgjyOZaD7mSiAAcV2JaWKQY0OAQDm2Gefz5owA/pjz7DC2sSEwR1yvvvrqQh2UdDtYbAeDofxAfBF/xP6Gsj/uO297+OM8HtgHeAxpA+KPcm2MjbHzeUEABEAABEAABEAABFYTAYjras4bowYBEAABEAABEACB0SEAcR3dlPOBQQAEQAAEQAAEQGA1Efj/DScNLCIawrEAAAAASUVORK5CYII=" alt="" /> </p> <p class="MsoNormal" style="text-indent:176.0pt;"> 1表示上涨 -1表示下跌 0表示平稳 </p> <p class="MsoNormal"> <br /> </p> <div style="border:none black 1.0pt;padding:3.0pt 3.0pt 3.0pt 3.0pt;background:white;"> <p class="MsoNormal" style="text-indent:26.35pt;background:white;"> <b>我的轮胎网经销商信心指数<span></span></b> </p> <p class="MsoNormal" style="text-indent:26.35pt;background:white;"> <b>1</b><b>、指标解释<span></span></b> </p> </div> <div style="border:none black 1.0pt;padding:3.0pt 3.0pt 3.0pt 3.0pt;background:white;margin-left:26.25pt;"> <p class="MsoNormal" style="background:white;"> 我的轮胎网经销商信心指数（<span>Mytyrenet Tyre Dealers' Confidence Index</span>），是预测轮胎行业未来<span>1-2</span>个月市场情况的先行指标，包括价格信心指数、销量信心指数、库存信心指数。<span></span> </p> </div> <div style="border:none black 1.0pt;padding:3.0pt 3.0pt 3.0pt 3.0pt;background:white;"> <p class="MsoNormal" style="text-indent:26.35pt;background:white;"> <b>2</b><b>、调查范围<span></span></b> </p> </div> <div style="border:none black 1.0pt;padding:3.0pt 3.0pt 3.0pt 3.0pt;background:white;margin-left:26.25pt;"> <p class="MsoNormal" style="background:white;"> 调查的对象：从事卡客车轮胎经销商，<span>2023</span>年销售额在<span>200-500</span>万；从事轿车轮胎经销商，<span>2023</span>年销售额在<span>50-200</span>万。<span></span> </p> </div> <div style="border:none black 1.0pt;padding:3.0pt 3.0pt 3.0pt 3.0pt;background:white;"> <p class="MsoNormal" style="text-indent:26.35pt;background:white;"> <b>3</b><b>、调查方法<span></span></b> </p> </div> <div style="border:none black 1.0pt;padding:3.0pt 3.0pt 3.0pt 3.0pt;background:white;margin-left:26.25pt;"> <p class="MsoNormal" style="background:white;"> 经销信心指数原始数据采用<span>“</span>定产品、定市场、定时间<span>”</span>直接派人对经销商的老板或者主管经营的经理人进行采集。<span></span> </p> </div> <div style="border:none black 1.0pt;padding:3.0pt 3.0pt 3.0pt 3.0pt;background:white;"> <p class="MsoNormal" style="text-indent:26.35pt;background:white;"> <b>4</b><b>、指数的应用<span></span></b> </p> </div> <div style="border:none black 1.0pt;padding:3.0pt 3.0pt 3.0pt 3.0pt;background:white;margin-left:26.25pt;"> <p class="MsoNormal" style="background:white;"> 轮胎上游企业、轮胎厂和一级代理商可以根据库存指数的变化来调整生产计划和库存计划，对市场进行前瞻性预判。<span></span> </p> </div>
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