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<p class="MsoListParagraph" align="left" style="text-align:left;text-indent:0cm;"> <b><span style="font-family:SimSun;font-size:12px;">一、轮胎价格走势</span><span></span></b> </p> <p class="MsoNormal" align="left" style="text-align:left;"> <b></b> </p> <p class="MsoNormal" align="left" style="text-align:left;"> <img 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" alt="" /><span style="font-family:SimSun;font-size:12px;"></span> </p> <p class="MsoNormal" align="left" style="text-align:left;"> <span style="font-family:SimSun;font-size:12px;">根据我的轮胎网价格监测结果显示，</span><span style="font-family:SimSun;font-size:12px;">2024</span><span style="font-family:SimSun;font-size:12px;">年</span><span style="font-family:SimSun;font-size:12px;">5</span><span style="font-family:SimSun;font-size:12px;">月国内韩泰卡客车轮胎市场真空胎主流规格</span><span style="font-family:SimSun;font-size:12px;">12R22.5</span><span style="font-family:SimSun;font-size:12px;">批发均价保持平稳为</span><span style="font-family:SimSun;font-size:12px;">1376</span><span style="font-family:SimSun;font-size:12px;">元</span><span style="font-family:SimSun;font-size:12px;">/</span><span style="font-family:SimSun;font-size:12px;">条。主要表现为东北区、华北区、华中区、华东区市场价格均维持平稳。同比</span><span style="font-family:SimSun;font-size:12px;">2023</span><span style="font-family:SimSun;font-size:12px;">年</span><span style="font-family:SimSun;font-size:12px;">5</span><span style="font-family:SimSun;font-size:12px;">月上涨</span><span style="font-family:SimSun;font-size:12px;">1%</span><span style="font-family:SimSun;font-size:12px;">。</span><span></span> </p> <p class="MsoNormal" align="left" style="text-align:left;"> <b><span style="font-family:SimSun;font-size:12px;">二、价格分析</span><span></span></b> </p> <p class="MsoNormal" align="left" style="text-align:left;"> <b><span style="font-family:SimSun;font-size:12px;">2.1</span></b><b><span style="font-family:SimSun;font-size:12px;">、轮胎厂价格政策：</span></b><span style="font-family:SimSun;font-size:12px;">上海韩泰轮胎销售有限公司卡客车轮胎开票价平稳。代理商</span><span style="font-family:SimSun;font-size:12px;">100%</span><span style="font-family:SimSun;font-size:12px;">达成二季度销售目标支援</span><span style="font-family:SimSun;font-size:12px;">3%</span><span style="font-family:SimSun;font-size:12px;">、</span><span style="font-family:SimSun;font-size:12px;">120%</span><span style="font-family:SimSun;font-size:12px;">达成支援</span><span style="font-family:SimSun;font-size:12px;">5%</span><span style="font-family:SimSun;font-size:12px;">，</span><span style="font-family:SimSun;font-size:12px;">17.5</span><span style="font-family:SimSun;font-size:12px;">寸产品销售金额不予计算。代理商</span><span style="font-family:SimSun;font-size:12px;">100%</span><span style="font-family:SimSun;font-size:12px;">达成月别销售目标的前提下，渠道内核心零售店当月进货指定规格产品每</span><span style="font-family:SimSun;font-size:12px;">30</span><span style="font-family:SimSun;font-size:12px;">条赠送</span><span style="font-family:SimSun;font-size:12px;">1</span><span style="font-family:SimSun;font-size:12px;">条</span><span style="font-family:SimSun;font-size:12px;">12R22.5 AH89</span><span style="font-family:SimSun;font-size:12px;">，指定规格为</span><span style="font-family:SimSun;font-size:12px;">12R22.5</span><span style="font-family:SimSun;font-size:12px;">、</span><span style="font-family:SimSun;font-size:12px;">295/80R22.5</span><span style="font-family:SimSun;font-size:12px;">、</span><span style="font-family:SimSun;font-size:12px;">295/60R22.5</span><span style="font-family:SimSun;font-size:12px;">。</span><span></span> </p> <p class="MsoNormal" align="left" style="text-align:left;"> <br /> </p> <p class="MsoNormal" align="left" style="text-align:left;"> <b><span style="font-family:SimSun;font-size:12px;">2.2</span></b><b><span style="font-family:SimSun;font-size:12px;">、代理商价格政策：</span><span></span></b> </p> <p class="MsoNormal" align="left" style="text-align:left;"> <b><span style="font-family:SimSun;font-size:12px;">辽宁市场：</span></b><span style="font-family:SimSun;font-size:12px;">本月卡客车轮胎代理商对零售商主流规格批发价平稳运行，如</span><span style="font-family:SimSun;font-size:12px;">12R22.5 18PR AH89</span><span style="font-family:SimSun;font-size:12px;">批发价保持</span><span style="font-family:SimSun;font-size:12px;">1370</span><span style="font-family:SimSun;font-size:12px;">元</span><span style="font-family:SimSun;font-size:12px;">/</span><span style="font-family:SimSun;font-size:12px;">条。零售市场成交价平稳。</span><span></span> </p> <p class="MsoNormal" align="left" style="text-align:left;"> <br /> </p> <p class="MsoNormal"> <b><span style="font-family:SimSun;font-size:12px;">河南市场：</span></b><span style="font-family:SimSun;font-size:12px;">本月韩泰卡客车轮胎代理商对零售商主流规格批发价平稳，如</span><span style="font-family:SimSun;font-size:12px;">12R22.5 18PR AH89</span><span style="font-family:SimSun;font-size:12px;">批发价格保持</span><span style="font-family:SimSun;font-size:12px;">1430</span><span style="font-family:SimSun;font-size:12px;">元</span><span style="font-family:SimSun;font-size:12px;">/</span><span style="font-family:SimSun;font-size:12px;">条。零售市场成交价平稳，部分地区成交量下降。</span><span></span> </p> <p class="MsoNormal"> <br /> </p> <p class="MsoNormal" align="left" style="text-align:left;"> <b><span style="font-family:SimSun;font-size:12px;">江苏市场：</span></b><span style="font-family:SimSun;font-size:12px;">本月韩泰卡客车轮胎代理商对零售商主流规格批发价平稳运行， 如</span><span style="font-family:SimSun;font-size:12px;">12R22.5 18PR AH89</span><span style="font-family:SimSun;font-size:12px;">批发价保持</span><span style="font-family:SimSun;font-size:12px;">1380-1400</span><span style="font-family:SimSun;font-size:12px;">元</span><span style="font-family:SimSun;font-size:12px;">/</span><span style="font-family:SimSun;font-size:12px;">条。零售市场成交价平稳，成交量平淡。</span><span></span> </p> <p class="MsoNormal" align="left" style="text-align:left;"> <br /> </p> <p class="MsoNormal" align="left" style="text-align:left;"> <b><span style="font-family:SimSun;font-size:12px;">三、产业链分析</span></b><span style="font-family:SimSun;font-size:12px;">：</span><span></span> </p> <p class="MsoNormal" align="left" style="text-align:left;"> <b><span style="font-family:SimSun;font-size:12px;">3.1</span></b><b><span style="font-family:SimSun;font-size:12px;">、上游原材料</span><span></span></b> </p> <p class="MsoNormal" align="left" style="text-align:left;"> <span></span> </p> <p class="MsoNormal" align="left" style="text-align:left;"> <img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAdMAAAD8CAYAAAAsc076AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAFxEAABcRAcom8z8AAGzESURBVHhe7b0HlFzHeabNs/Ymr70OWoe1LftfWauVZGkVbEuUZFmWVpSoSDGTIAkCJECAyCABkACIROScM4icc845DIBBHGAwOecce3J4/3rr3tvV3eieGUzsmf6ec+rM3NDh3q5bT+V66nh8KSRIkCBBggQJrQ9PPTX5LiRIkCBBggQJbQh5rlpIkCBBggQJElofngIaIUGCBAkSJEhofXiqvr4eEiRIkCBBgoTWh6fq6urQllBvB999ntv+Qnud0x6hsz5HggQJEiT0zOBXprW1tahraFBFV1V45T5lXQtVnG2sR2ODdU59I4u3Do1qv3MeUf+rcymq2to6e1+D/b/zunr9PvrznM9o9DyfWO8D5zMb7NfWq+065/Os79Wg99Wh0f29GtQ+73Ma1Tme1+m+Bvd3t76Tc7zB/q6Ndep7en4e0d/JvJ8ECRIkSAjN8FRNTQ18Q70SiysrF4sPPkRihRJbfSlWrgnDzFNpyCuvQamrSp9TkJiMD1bfRP8l4ZhxKgm5RZWIfRCHkUvu4lpWGTLzy1FaVaPcU4PTh+5i8YUMpaFGZEcl4s0lN3EkpUwLro6CrCzDmu23cSGjSssq7s4j/G71PYSllaKwvAoF5ZV6f2N+Omavi0A0vxeqsG9nOMbtT0KO+l5lFVVKbjXIz8zAsh33sO9BIQpLy3H1fCQ+2RePlOJKuKqq9TU2Kk2ShuwUjN8RheSSMhzcdxsH49R30ig5NzagNCUJS/fGILVKbZfnYe7+COy5kYzNJ2OQpj6TQvW9fxIkSJAgIbTCU9XV1fAMVVVKlEolNUnJ+M2nZ3Cv0IVje8Pws0/Oo9eS6/jRoKN4a2e81k3sxZt4ZvpFzF1/Af867hxmbbiGHw0/gR+pc38z8Tz6rYlAeE4VGsvT8Iu3duG13UlAbQEGj9mP//Srbfjpogeo4BvVluHSqQf4+uu78PrOREQlJmLoB4fxjUlhGLQsDN989zB6HUpGaXY+Nm6+iL9+/gBGn0zC1Uv38MuPT+HXE8/iq8PP4LOHRUB1CbZuuYx/eGMvfjL7HvZfe4jnRx3E3ww8hZ+NPYnBB5KUSOuRk5aDwzdSsXTDefxx76MYvTMCz/TfjZ8ujsCOa+k4k6Deq7ESq9acxF+Mu4r4WvU9q9LxjPrur6y6jJ++vgdfnxyORFc1Gmq976EECRIkSAit8BTl6RlqVMmusigbS5Zdxv8ZfAKDllzGP713CK99FonpW8LxwwFH8PSEy1gSloWk2/fw/dEn8IuPTuLFDRGIuHIHL027gXtpKeg3/hQW3cynKXF15wX8xXtncD7HhdO7LuC3U28jIiEJb316Ar2PpaCutgSH9oThf792EIN2PMDMjefwdP9jmH8uFcf33sDXRp3BUVWKLc/Jw3olyi+/fRzj9t7He+OP4LuTrmPMisv4uz4H8M6eRGRkZ2PDuqv49oDDeHb+PRy6cB9vjT2KcWeScHjbWbyxNlqVquuwa81pfOmD8xi/7jL+fsAJDN54Fz8fcgjPLQ1HnwlH8aWFt/Hg8i18qe9xzD0ThSlrbmPIsqv40rsH8PPFt7DjSgo2hKUiudiF2hrveyhBggQJEkIrPFVRUQHPUFmpSqZKbkeU9P72rdM4cCsWrym5PL/qFl4fcQT/PuM2Rs4/i5+uvo9HN+/j+TmXsWDTFXxrwCF8s89hTLqUDldlPmbPO4Y/evcUjt6KxvOD9+Lvh13AnM9u4EcfHMPK+wVAfRWunArD3ww+jEXXchB1LRz/7cUD+HBfHLZeTsTctaoE+uwOPPXCfvTaHo+KhgpkpWdh5+5r+NqbxzHleBwuxuQgLbcE6QWluHn2Gn489jLuF7iQFxONn394HJ+ceIANK07ib1/dj37b7inJXsB7085j895ozF95Eb03PEJlehT+5eOLiMgvxIwpR7E8Ihu3j13G0/Nu4LwS8Wsfn8af996PlzZEIzkzBe98pO7B0vs4+yALp25lIDqrROVKqlDpcx8lSJAgQULohKdcLhc8Q0VlJRorS7Fg6XE81esoNp2NwfFrEfh5/wP4PVVKm3QwBh/OPosBB+IQHXYXLy+8hnXbruDpjy9j0Y5r+N3yO3gQGYnnPj6OGUeicPLkdXz5V7vx98PPYPXpRHw6/yi+PvcO0pMz0GvkXozYFYvwsGj0nnAEf/7mAfy/UcfwpX4H8FN1ztSdkfh0zz28rUq+A1bdwZnwBMzbcRc/HX0I/29RJG5EJmHxnrsYtfE+3p1+Et+begNx+WU4duAafjD1JiLSEzBo9BF8cjoJyfFZuK7k+OLE45h6JAmHtl/Cl9V3envuOfz1u8fw0oIwPK0yBD+cdhW/HnMUX1Gl2jqU48hn5/B/PryM05EJmLT1Ov5FifWbY69g6nZ1rWMu4XxqEepqKlHhcx8lSJAgQULohKfKy8vhGVjKynn0EP/01h781agzWLc/DB8tu4RfzL2IIQvP4GVVsvv2oJOYdDENEefu4JuDjuAHI47ht+seAqjAsi3n8f1hh/HCwjsoVTqqKS3C6T3n8C/jLiKmrAbbFrFkF4n89Gy8OnwfpoaVAK5kzFupPmP4EXwWkYqjG8/jO6okO2b7Q0zefAs/HnoQIw5mICEiEdM2XsHwZcfx4opoRGXmq9JiHuIy8nHqyGX8dFIYYvOLcPLcQ3y6Nx57T93B1wYdQt+t0Th0Iw17Lydg1dl4JJS6cGDdWfx41k0cPhOOrww7jdUX4/Du6MMYtj8KS1edwbcW3UP8vUh86blt+Dv1XdaFpSBafd76lefxE3UPPpx+Bk/PvoX4kjLUVLi87qEECRIkSAit8FRpaSk8Q7mrHHk5qdi14SpeXnAWWy/exZD5VzBuSzgGTz6FL72zD18afRanM4txefc1vLwyHMf2XcULy++iqiQdw8YcxFO/2YNBhxOBhio0NtQg+eYd/HD8eZy6E4f/13cvem2LR2VOFl4Ztg+fnMtBfUMpCuNTlFwPY0VUJk4rmX5/7FXEFJWhKDUVb407gElXcnDnRDh+OPggnh13HL9dchfHLkdj+Z4HmLr7IT5YeA6/nH8LGWVliI1JxtqDd/HMoP34i/fPYvbRGHx2NhpjZp/GF/ufQWSZC3vXnMWvFt1B+PVb+MKgU9h9JxkDPziAUcfjsHPLOXxDiTItLQsbD0Zi4/UkRCSlI+FODN4ZdQRPPbsTP5t9E5NP3seFpAIl03KveyhBggQJEkIrPFVSUgLf4KquQH5kDH498QR2X4/EqPnn8cyU0/i30Ufw7IJr2LLnGvosuYCPZp3Eb5erkuus03h26mkMnHESry+6j/sJ8Rg1+xyGbriPxJIKxF0Jxz9/cARjF5/DXw48hROpxahPT8HP+u3EBycz0VBfjYrUFPyi/z4suJ+G4+vO4C9fPoI3VoRj4ILL+PwbezDhXArO7buMb/c7ij95aTdeWfcIu09H4eN1tzFy3R2M2nAPMw9E4WqkOu96MtYfvIHXZ17FvoeZKMzKxvlb8fho2lE8PSUcRbUV2LnqFD7X9xheXxCGX0+9jF7q7wvTLqntq/jB+/vx+enXEZucgsVrwzBw+Q38ZtxR/M/eB/Gdjy7i6aHH0G/JTbym7s/MS5morVIy9XMfJUiQIEFCaISniouL4Rto2cKMLBy6FoOwu7HYfCkBYfdiMXPnA+y6k4HywiycOfsQmy9E4+ClKMzY9xC7Tj/CijMJyCkvRWNtOUoy0rFh7wOEpRYhV0lpy/k4RCam40REKkorylCSnYN9Jx/ifGw+XOo1JTk52H/qEW6m5SLqdhy2XUxCkasM1UX5OH4hEmdiClCcnYmYxEwcOxuJaTsiMG3XA8xRnz1Phbn71P97H+JUeDSW7riHhecSUVJZjsbqYty9EYWpm+5hivr+F+LyUeUqxb2bMdgVlqI+oxx1lWVwlZWgUp1fX1mMh+qat4Ql4lZ4FJapkmq++n6Z8YlYr75TaU0FytPTsHz7Haw4l4Tc4jIl0sfvoQQJEiRICJ3wVFFREXxDYWEhipQgapVkKpR46itLUanEhjolHlcJiopLUKVKY5QQz0GN+r+qDA1VqrhbbL2+uLQEdWq/q6RI/a/eQx0vV8KqUe9XpI4Xqg+vrS5HVZl1vrNdoT63TH1WvXqvYn4Xtb9GfRbPK1L2p/R4HpSw+bneoUyLsl7936C+s359YRHK+d15vgrV5cX681xK6HX2Obxm/nX+d/Hz1TH+5TWVqH2lZbwG/l+IEnU9zDBYx9R3V5/hef8kSJAgQUJohacKCgogQYIECRIkSGh9eCo/Px8SJEiQIEGChNaHp/Ly8iBBggQJEiRIaH3w2wFJggQJEiRIkNDy8BTnmRcEQRAEofWITAVBEAShjYhMBUEQBKGNiEwFQRAEoY2ITAVBEAShjYhMBUEQBKGNiEwFQRAEoY2ITAVBEAShjYhMBUEQBKGNBJRpbm6u/R8QERGB06dP49KlS6iurrb3ApWVlbh8+TJOnTqlzyG1tbU4d+4cUlJS9DbJysrCmTNn4HK57D2CIAiC0HN4TKY1NTWYPHky3nnnHb1NEY4ePRozZszA4sWLUVZWpveTixcvYsiQIZg1axb27NmjRbp7926MGDECM2fO1K/lcmdz5szByJEjsXHjRlRUVNivFgRBEISewWMyXb9+Pfr27asFSm7duqVFeufOncdKlhs2bMCmTZtw9+5dvc1FxadPn67/P3jwILZt24bw8HBs2bJF75s6dar7XEEQBEHoKTwmU5Yu4+LiMHHiRL196NAhPPPMMxg7dizmzp2L7OxsvZ989NFHePPNNzFmzBjs3bsXMTExWLp0qT524cIF/f+xY8f0e5CFCxfq6l6HhsZGr+DQqP6XYN0Pf/tDL+hb4Wd/aAZ9L+R+6KDvhfrj71ioBbkXnkHfDv2cdBZ+20yjo6Mxfvx4/X9JSYmu+iVHjx7F+fPn9f+EC6I6sJTKNtUVK1bo7bNnz2L58uVaniylEsqY7anEVVmL27F5uBtnwrXIbFyNzEJcVhHiMkM7RKcX4nZ8jt9joRai0gpxJ0HdC4kX6h4U415iLiJTCuR+qHvBePEoVd0Lf8dDKai4cEelF0w3/B4PpaDuBePE7eQSJEdeR+ON+do5HY1fmUZGRoKlTef/hIQE1NXV6XZRp5qW2zdu3NCyZfXv5s2bkZaWpqtyMzMzsXXrVl0qffjwIRYsWKDbTqdNm6ZLvYQ5h/qGRq9wOzYXx2+moEH9H+qhorpOPRgFfo+FWiitqFEPSbHfY6EYErNLkF9a6fdYqAXGi2JXtd9joRZiMgrhqqr1eyzUAuNEfF4NGjKvA8cHaed0NH5lmpiYqDsbOf8PHToUb7/9Nnbu3KklShoaGnQv3jfeeAP9+vVzS/bKlSt4+eWXdRVvVVWVLtWytPrqq6/qHsF8XSDuJ+Tj9O00eyu0qamt17ksAahQCQQFIlik5JaiqLzK3gptGC/KK62as1AnXpXUq2us9DnUYZxIKqgFcm4Bp0faezsWvzL1he2o5eXlui7aF/bO9e2YxH2+0mzJsBiRqaFaZOqGuW2RqUFkamC8KBOZaijTKpGphnEiKGXaWYhMDSJTg8jUG5GpQWRqEJkaRKYiUzciU4PI1BuRqUFkahCZGkSmIlM3IlODyNQbkalBZGoQmRpEpiJTNyJTg8jUG5GpQWRqEJkaRKYiUzciU4PI1BuRqUFkahCZGkSmIlM3IlODyNQbkalBZGoQmRpEpiJTNyJTg8jUG5GpQWRqEJkaRKYiUzciU4PI1BuRqUFkahCZGspq6pFUVC8yFUSmnohMvRGZGkSmBpGpoazUheRc9YyITAWRqUFk6o3I1CAyNYhMDdXLV6FwzxGgNFJkGuqITA0iU29EpgaRqUFkamh4vRdqPpkKVMWLTEMdkalBZOqNyNQgMjWITA2NP/gBGvsPBiqVTM98YO/tWESmQYrI1CAy9UZkaujRMs3JAe7dAzIy7B1N0ykyrVLxLk2l0cEaysq4pBnq//VfUdVvCJAaBpwfbX/5jkVkGqSITA0iU29EpoYeK1NK6513gPffB371KyWFVPtAYDpFpufPA//5PwdveOEFIC8PNW/3QdGgD4Hre4DLY+0v37H4lSnXJl21apX+n8upTZw4Uf2u72DUqFEoLi7W+wmXVRs7diw+/vhjFBVZCT8XA+/Tpw/Wr1+vl2Grr6/X66ByPdTr16/rcwIhMjWITA0iU29EpoYeK1OWRlV6q2FarNLY5ugUmZ45o6yhtBGs4X//b+DObVSOn4jsYeOAw8uBsE/sL9+xqE/3hgt4P/PMM+jdu7fejoyMxLp165Ts87QwPdc05f6TJ0/i4sWLWLZsmV4MfPbs2YiKisLatWtx4cIFREdH64XGY2NjMWPGDKSkpNivfhyRqUFkahCZeiMyNfRYmbJ6d/JkqAQXKuEFXn4ZSEiwD/qnU2R69uzjAgum8K1vUWIoW7UWSSMnAmsmAOHqPnYC6tO9Yenx6NGj+PTTT/U25fpv//ZvGDhwIHbs2KFLmoSlzgULFiArK0uXUMeNG+cWJ+HrVqxYgfPnz2P//v16H0VLwQbiQVKByNSmvqERCdmmFiCUYcaCAhEs0vPLUFYhnW4I40VlT+x0c/sWMH2a+scuvMybC8yZY/0fgKScEtTVN9hbHcT5c48LLJjCP/8zsHwZKnbuQcri9cCsQcBVVULtBNSnP05SUpKWI7l58yb27NmD9PR0bNy4EbduqR9ZUVtbi/nz52uZVlZW6qrgGzduaIGSS5cuYcmSJThy5IgOZNGiRVqyhDmo+MwSJGaWusPliEycCE9FZmF5yAcmErfis/0eC7XA0sedhFy/x0IvuHAvMQ+xGUV+joVacOl4kaBKZP6Pd8+QUVqN/NMXUDpuIjJz1bUVVSDz7iNUvPAScpIykFmstv287nZ8DlJySv0ea4+QXlaDggMqLfcnsWAJf/iHwN99HqknLyJi33lUDHmha3vzspp2/Pjx+n9W3TocP35cV+k6zJs3T0u2rKxMyzc7OxuzZs3Sx1i6pXxZ0t26daveN23aNC1noksbOWVIzTXhyoMsnFQyzVWRJSfEQ3pBmUoockL+XvD6mbGgQCReWPfjQXK+FojEjQodL5JViawn3YtsJa3C7btRPnOO2nYhp6QSOa5aVL77HvJvRyCntOqx1/D676qMRVp+2WPH2itkq+9QdPDo4wLzDf/xPwJ/8RfA7/2e2fdf/yvw53/uvY/h858HvvAFs/0f/oO1/bd/a/ZRkF/8IvCnf2r2NRPSJ0zHg7AoVL79DHBElU47AfXJj8NORB9++KH+/+rVq5g0aZIuZa5Zswa5ubl6Pzl37hxGjx6N6dOn6xIn21NXrlypRcwq3cTERH3+hAkTdLUxj5WUBG77kmpeg1TzGqpq6pEs1bxuWM1bWlFtb4U2jBcV1T2wmnffPmDZUnvDZspk4EbgTpyJwVDN+1d/BZw4AURHA3/912b/9u0A+8s4+yjVD1SJkW3DbPqbMsUSLpsJL1+29rOd+HOfs44fOwaEhQFf+pJ5zyZC/R/8N5SvWA+89e/Anr72l+9Y1Cc/DkuaLJ06sETKzkbx8fH2HsMxdZGHDx+2t4Dy8nJdImWPYIeYmBjdu5edmJpCOiAZpAOSQTogeSMdkAw9tgPSnj3AUh+ZzpsHnDxpbzxOl3dA+h//wxo6Q5KTgb/5G2s/h/bUqN+IBTGnxElJJiWpDMMy4Je/VDnEdKgSHFBQYEl04UJLoqpQpsePfvObLOUBM2d6f2ZT4a9Uqffv/kiVTAda36mDUZ8YPIhMDSJTg8jUG5GpocfKlCJVBRAv1q4Fdu60Nx6ny2X6l38JDB8OsFmPcqRc/+zP2KsVCA9XP1aiVXLluZQpt3mNlGl+PsCOqhQu5cuezCy8sY9NRATw1a9a78NMhu/nNhe2D7W/fMeiPil4EJkaRKYGkak3IlNDj5UpS6GbNtkbNgcPWtWgAQiaoTFLlljjZClOyjIzE9i82dr37W9b57Bt9K232I7I3qpWiZSidGQ6adLjMmU175PK9B/+FDggc/OGNCJTg8jUG5GpocfKdP58S0CeUGTTOFzGP0Ej09WrLSlyAgVW0zJTwDZQDqv86CPrnN//feAXv7BmLBo82BItS7Usob72miXkc+eAGTOsUi6HvDx6BEyf/vjnBQpf+b/AxS1K2M1PeNEeqE8MHkSmBpGpQWTqjcjU0GNlylERx4/bGzbshzJihL3xOEEj07lzOSTEuwMS20PZKYnVu9ymTCnK2Fjg1ClgpCo9cjpAlsg5YoRDMJ9/HviTP7FKp+yAxBIse/U679lEqPrcn6Pg/HWVkCao10vJNKQRmRpEpt6ITA09VqYUDUtmnsTEWHP1BiBoZPoHfwD88R9bVbnOvv/yXx7fx8AhNE5HJSdwm8NonG2+lkNoOETG87xA4b//EUp37kUib0XubZFpqCMyNYhMvRGZGnq0TCkuTzjZPYeTeIz99yRoZNqVgWNcVyxHmfqqScX1QI4q4YpMQxuRqUFk6o3I1NAjZUpZsjfrnTv2DhsuycY2xwBDDEWmKnDoTVkpyhqVTAtqRaaCyNQTkak3IlNDj5QpJ7aZMMFqT/SEa3VyP9se/SAyVYGdnhRltQ0iU5GphcjUIDL1RmRq6JEypTQnTrQ68XjCiQ+mTuWE6fYObzpFppzdyJ/EgiWw01Njo8hUZGoQmRpEpt6ITA09UqbZ2VZ1LoeX+MKVY9j71Q+dIlN+Nw7ZCbawZQvw4otWr2FFWVWdyFRkaiEyNYhMvRGZGnqkTDmHLaVQUWHv8GDBAmDXLnvDm06RaTDD4UTs8axgnBCZikw1IlODyNQbkamhR8qUvXZHjeJE5/YODzjN4Gef2RvehLRM4+KAMWNUwmktACEyFZm6EZkaRKbeiEwNPVKmbCvlbECN9sLgnnBuXk4O74eQlumZM9YUhDYiU5GpG5GpQWTqjcjU0CNlyqn3OMWeP7hCF1dU8UNIy5QZDE6UbxNUMk1ISLD/s+Ai4RmcP9GD0tJS7N27F1u2bMFlrkGnqKiowPbt2/HgwQO9TeJUEZwLhBcWFtp7/CMyNYhMDSJTb0Smhh4pU6adgWY6Yk9ezs/Lnr0+hLRMhw2zlnSzCQqZcvHuYeqLvfHGG/Yei/nz5+Pjj70nDD579izGjh2r1zo9ceKE+n1rsGnTJkycOBEzZ85EcnIyuDj4rFmzMHnyZKxevVoLOBAiU4PI1CAy9UZkauiRMuXctBwa4w+OMf3kE/VQuOwdhh4nU1Zz++uE5QtXpWG1uN1eSoJCppThiBEjtCQdYmNjMWDAACz2Wf5nzZo1WLhwIU6ePIn6+not4hmcBktx5MgR/V43btzQJVUydepUhHNduwBEiEzd1NTVI15kqqmorkWSyNRNqpJpsUtkShgvyqt6mExV2qlXjfFHbo7VOano8Vq+BCXT6toeVjLt399qD20KHucE+R4wTiRTprldXM2bpIrLnzD3oygrK8OxY8dUZumiW4oO48ePx9ChQ3XJk8ciIyOxzG4c5/lLlizB0aNHcZj1/IpFixbhNFcAUDSoXAdLX57hTlweTimZ1tY1hHwoV6Wx6PRCv8dCLRS7qnUp3d+xUAyJ2cXIK6nweyzUAuMFS+n+jnXLUN+AOpVm1s+ciRr1/2PHXRVoGDwYtekZ+lzPYzEZRbpE5rmv2wbeh6Ji1H/9/6LhzbdQV13j/37UN6J+7jzUbd+hjje69zNOxOdVoy7zZtfKNCoqyi1Tli5Zvctq3nfffRdpaabkWFlZaf8HbNy4UbebLl++XG9TmitWrMC5c+dw4MABvW/27Nm4cOGC/t9VWYvbsXm4G5fvDmdvp+P4zRTEZRXphySUQ1RaAa5FZfo9FmohMrUA16PVvZB4oe5BMW7EZOF+Up7cD3UvGC8epOT7P94NQ2xuObJWrUferAWIyXf5HC9GrNpX+uobSLodidicUnNMxQWmF4/Us+L9mu4ZeJ3pO/ejYNwklLzaC6kHT6j7UeF9jvr949ILUDBiNNKOnTX3S90Lxomw+GIk3z+LxtOBl61rT/zK9OHDhxjFqgRFWFiYKkHPw8CBA/HLX/4S0fa8kLW1tbrNNDExUXdMYiekrKwsTJs2Tb9+/fr1+jjPZ8k1Pj5eVwGz1BsIaTM11EibqZsKaTP1gm2mxdJmqmG8KO9pbaZcXHvPHnvDD1zTNDLS3jCwzbS6J7WZqtI5zp+HKo1Zq+X4g+2lbJLkouIeME4ERW/elJQUfOYzMJiiZCnToaGhAVevXsXbb7+N9957T5dmyd27d3XnJXZKqqur022pLN1yH89v9Dd2ykZkapAOSAbpgOSNdEAy9MgOSCrtxI4d9oYfuKKMSkt96VEdkFRhTUtSFcx0R6TXXgOifeYqJjduAKNH2xuGoOiA1JWITA0iU4PI1BuRqaFHypRTBh4/bm/4YfZstqPZG4YeJVPOaMTRI84sUGw+HDfO+t+BkuWcvJwVygeRqcjUjcjUIDL1RmRq6JEy5bCYACvDaNau9Vty7VEy5WT+XG7OgRPsv/IKkJxsbW/aZJXQ33lHieO+tc8DkanI1I3I1CAy9UZkauiRMqUkrl+3N/zAVVI2brQ3DD1KpiyJ7t5tb9iwRD53rlUS5QxRbHbkbFF+EJmKTN2ITA0iU29EpoYeKVN2/mRbYSC4pijF4kOPkCkFyfkM3nzTmvDfE5ZOf/IToHdvlSg8PmmFJyJTkakbkalBZOqNyNTQI2X67ruWOALBSQqmT7c3DN1epsXFwMsvAytWcHo9e6cPsbFAM9PSEpGpyNSNyNQgMvVGZGrosTLlkI9AcO7eIUPsDUO3l+mdO1YVdzsgMhWZuhGZGkSm3ohMDT1OppwIZ9AgIC/P3uEHjvUfMMDeMHR7mR486LdnbmsQmYpM3YhMDSJTb0Smhh4n0xx77t2SJuJ7Soo1cUOVdxzo9jKlSH2mrG0tIlORqRuRqUFk6o3I1NDjZJqeDowZo2xQZu/wA6uA/Qi328uU40rt6WbbishUZOpGZGoQmXojMjX0OJnevg18+qk1A1AgCgqs2YF8ert2a5nyesePByIi7B1tQ2QqMnUjMjWITL0RmRp6nEyPHbNmQGpi2lU9LIQTO/jMz9utZcrSNmWalWXvaBsiU5GpG5GpQWTqjcjU0ONkygkZVq2yNwJQp4Q5bRpXIbF3WHRrmXIWI65UxmtrB0SmIlM3IlODyNQbkamhx8mUM/xwvtnm4KQNnHLPg24tU64Ow5JpOyEyFZm6EZkaRKbeiEwNPU6ms2YBR47YG00wf761NJkHTyTTpqqRu4Jt24CVK+2NttMtZcol1rjUmic1NY9H7urqavu/wIhMDSJTg8jUG5GpoUfJlJ1w2PmIy4o1B4eR+CyT2WKZXroEDB8OfPTR41P2dRVLlrQsE9FCgkamXLd0Jhdm9YBrkW7YsMHesigoKMDIkSMxYsQIvd4puaEiQq9evbB8+XItUC4izoXCuY/vy3VQAyEyNYhMDSJTb0Smhh4lUw51Ybshlx9rDi4gvmaNvWHRYply6A3bZikwTigfDEyaFHDS+tYQFDI9cOAAnnnmGbzLKa1sKioq0LdvX/U7qx/agxUrViAsLEwvCD5//ny4XC4t4ZycHL0g+IkTJ/Dw4UN9HsU7bdo0xMfH269+HJGpQWRqEJl6IzI19CiZskcrS4stmHtWzxa0cKG9YdFimb7/PpCRYfWc9TMtYafBGkzKnMN8fvc7oLTUPtB2gkKmlN/FixcxZcoUew/XqT2OxYsXe5VMWb27YMECXSKlRMePH4/IyEgstaeDOnPmjC6dnj17VguazJ07F+fZ0ByAB0kFIlOb+oZGlVAU21uhDTMWFIhgkZ5f1nME0kYYLyq7a6cbX+JVifSDFib8J44rmS6wNyySckpQVx+45s+iERgxXMk0HahTshk9qt2GozwxnHhinBLp6VNA1CN7Z/vAOJFapOJF/p2ureZNSEjAOHtV8/DwcOzbtw83b97UJcxGu+Ga1bcsjWZnZ+uS68SJE/W5PIdQyBTrsWPHcPjwYb1vocpJnbZXiK+srsOjlCJEp5pw4V4GToSnIDWvFCkhHhKUSG/GZoX8veD1s4R+Ky5b4oUKqXlluBOfg6i0Aokb6l4wXsRkFHb7e5FcWIHss5dR+t4gJJdU+z3HCclFlcg+dQElYz9BamYhUvLL9fXfjM3WpVN/r9GhoBxpiRkoHTQM6Q/j1OfUoHDyNORv34OkZj7ziYP6TukZ+ch5FKf/T1G/lbVf/S10oWLqdOT3ex/JBS6kVDUixVXn/fo2BN4LxonwpFJkRl5A4+kR2jkdjV+ZRkVF6ZImWbduHV566SU899xz+O53v6uF6TBv3jwkJSWhqKhIVwHn5eVhur00EAW6detWfb5Top06dSrucGUARW1dA7JVBMopMiHsUTZO3krVVViFIR5yiitwPykv5O8Frz9TJQIPUvIlXqjAe/AotcBd1evvnFAJvH7GC5bUu/29qKhB6YEjqPp0Ggor6/yf44SKWpSGhaNy3Ccoyi9BoataX39Ech6yi1z+X8Ogziu+9xBVYz5GcVae/pyKDZvgmjkbBdX1/l/T2sDP2rgNZd//IQoLSj2OVaNQffea3z2P8oJiFFY3eBxrn8B7wTjxMKMCJYlXu7Zk+ujRI3zEunsFOwxVVlbqzkMsiXr23GVno6FDh2rxsoMS2bhxI4YMGYJZs2YhIyMDhYWFmDx5Mj744APdEYlVwoF4kCjVvA6srklQuUwBuh0oOUeqeR3SVC6/tKL53vGhAONFRXWtvdXN2b4N2LDe3miGzAxrLttS05eA7ce1dfX2VgAeRABTJnN4hbV9/561XdsBzQYjVYnw7z4P3LUKUG5WLGdJzN7oGBgnUgqVq/Jud61MKc90TrjsAfex5OkLhXrt2jV7yxoWw45HrCp2oFRZ3VvW1OTNCumAZJAOSAbpgOSNdEAy9KgOSOxvcuiQvdEMnJ/3ww+9JrtvUQckVSjCjBlmnCmXfFMFnXYfIpOfD1XSsjpULVpk71RwNAc7QF25Yu/oGIKiA1JXIjI1iEwNIlNvRKaGHiVTDg+5ft3eaAaWLPv2taRUXq53tUimlPWcOfaGDef5vXjR3mgnOGaUIuX8wRwZ4tRIRkUBb78NFHdsrZvIVGTqRmRqEJl6IzI19CiZDh7csjGmDpwFiaLScipCfL6reZlu3PjYkBrs2AGsXWtvtBOcO9iZFrF/f8DuK6PHt06ebP3fgYhMRaZuRKYGkak3IlNDj5Ep+6K89x7gpymtSVhC5SQMV68gvqiqeZlyEv116+wNm4cPrcXG2wuWQil4Z04BziO8eLH1/7BhHGtp/d+BiExFpm5EpgaRqTciU0OPkWl0tCXTJjpoBoTTCqrSZXxxdfMyZal0/357w4ZVrpQc2znbg0ePgAED7A1FTAzw298CffoAb70FVHV83BWZikzdiEwNIlNvRKaGHiNTzsnLatvWcPSoXgM1vqRGybSJ3rz16hgn0vdtH2WnIHZK4py97QEn5mFp1BMKtEilZ+20xFpziExFpm5EpgaRqTciU0OPkCmnEXz1Vetva2AnH1Wy1DJV6cZjsOQaEWFJkzPbce1QX1j1y/l+2wPOeNfFc/6KTEWmbkSmBpGpNyJTQ4+QKate2ZO3tXCe3eFKpsk5qGrwWVotTaWnX/2qNeyGMuXYVH/DYFhaZachll7bCuXdkjVZOxCRqcjUjcjUIDL1RmRq6NYyXbbMWgrtuecs6bUWvdrMeMRfvYPHYgXHePbqZZVInTGlrG71hfPzUrQcv9pWFiywJuLvQkSmIlM3IlODyNQbkamh28qUQ2AGDrTaKZOS7J2tRLeFzkT8rsPeMs3NtUTK9VFZ8mV1MIffBIKTQDx4YG+0AU5gb8+I11WITEWmbkSmBpGpNyJTQ7eVqb9OOm1BlUDjFq72linbLZ0xnXPnWmM8KbpAsCp43z57o5VwZqXRo4FbSmJdiMhUZOpGZGoQmXojMjV0W5nu2sUFoe2NdmDLZiRNmAH3jM2cuvX1163SKGE7JidP8Jzaz5ezZ4GZM+2NVsI1SlldzKE+XYjIVGTqRmRqEJl6IzI1dFuZstTI2Yjai0sXkTNmgpnonh2AOBGDMwcvq5O//30zeYI/OB875811XtMa2B7L5Tvbe67fJ0RkKjJ1IzI1iEy9EZkauq1MOa6zrVWqnsTGonjkGNQ5vXE5QYLnuNGcHODLX7Y6BwWCE0ZwPt3kZHtHK0hJAT75pP0mgGglIlORqRuRqUFk6o3I1NBtZcpJGtpzcvnyctS93RcNV69Y40X79Xt8ggTOPsR206ZgNTDHiXrCkipnMeK0g6zGbQp2YJowoVNmOWqKoJFplboRziLe5IC6uQtUjibZJ8eSr3IfK1as0OucHuUsHIri4mL1eyzyWpbt7t27+vVciq0pRKYGkalBZOqNyNTQLWVaUWGt1EI5tSMlS1ag7v1B1lR+nKTBF1V6bXbuX7bl+q41yvbW3/zGKu2OH2/vDADT/baMmW0ngkKmXMe0d+/eeO211/T29evXMWPGDHU/P8PcuXO1LB1OnjyJOXPmaJGGhYVpCa9WuaIlS5bo/dHR0VqgXCh8+fLlej8XCw+EyNQgMjWITL0RmRq6pUwpNEqpLWNL/RBTUotK+/9Ww0IUewA7JUtWD7/0kmkD5VCbpoa9sFDVCavCNEdQyHTbtm3qXkxWJXVVVFdUMBdlM2XKFKSwTtxm2bJlKoM1EZs3b4bL5dKipTgJFwOngCnZnTt36n3Tpk3Tcg6EyNQgMjWITL0RmRq6pUwTEqyVXtq5KrRF65k2B9tNObGDM7Uhpxlk71yH3butTkqBZkri8bb2CG4HgkKmhMIc71GcLysrw8iRIzF79mxUchYNm6lTp6oS/SSsXbtWC/X+/fu6BEouXbqkS6JHjhzB4cOH9b7Fixfj9OnT+n9/PEgqEJna1Dc0IiG7YxfQ7S4wY0GBCBbp+WUoq+iG7YQdAONFZVsF0tmwXXFkOy55ZpOUU4K6+gZ7qw18rER/6SJQkA+8rEql9+7aBxS1Kt699SZw5bK9wwf2UN6w3t7oOhgnUotUvMhXJe2ulGlUVJSXTElRURHWrFmjS5oOjR5dqDdt2qRK/1d1aZWcOnUKK1euxMWLF7HP7rXGUislS7i6QUJmCRKzSt3hckQmToSnIquwHJkhHlLySnErPifk7wWvn4nE3YRciRcqZBW6cD8xD7EZRRI31L1gvGCms7vci4ySShQeO4WSER8io6zG7zmtCbz+2yq9YObC3/EWh+JK5GzeibK330F5777I/+BjZJZVm+PqO+et3YTykaP0uZnqN7CO8a8LpfMWonD9ZmSUerymkwPvBePEnZQy5EYr33SlTB8+fKhK+qqor2BHIraJJiQk6JLmDU5NpaitrcXBgwdx8+ZNfT6rh9khie2rFy5cwKpVq7Rc4+PjdQmW1buUKdtkCUsbydllSMkx4cqDLJxUMs0prgj5wNLHnYQcv8dCLTCBuJeY6/dYKIaI5DxdpefvWKgFxgtmtvwdC8aQXVqF4s3bUTZnPrLLa/ye09pwR2Us0vLK/B5rachWss8rKEP5/Ydw3bmHwtwiZJdVmePq+xckpsH1Tn9kq/M8X8tQNmUaig4fV9dW/dixzgyME/fSypEfq0rQXSlTdhraxV5dCnYYYhvqgAEDdDtovV1XzlLpvXv3MHDgQAwdOhSJiYl6f0xMDPr376/lSngeS6b9+vXz6iHsD6nmNUg1r6G6RmW8pJrXDTNapRXuuW5CGsaLiupuVs27dg2wZ4+90X4ktlc1b3M0KAewT030I3uHTaP67KmfAnebTuc7A8aJoKjm7SqkA5JBOiAZpAOSN9IBydAtOyCxk+a5c/ZG+9EuHZBaCvvG7Nhhb9iwPw3n/m3nXsqtIWg6IHUVIlODyNQgMvVGZGroMply7lv2D2HPVU4i7wRuNzcZA2cZ8jcOtI10qkw5scP06faGDe8JV8IpL7d3dB0iU5GpG5GpQWTqjcjU0GUy5XA/rkXKkQrHjplw6JA16UFTQn3vPTP0pB3pVJlyRiROG+gpTs7L27evvdG1iExFpm5EpgaRqTciU0OXyZRthhcu2Bs+UCpcXs2zj0hDgzUXLyea5yQIHuP324tOlSmnFWQnVUrVgTMsNbXEWyciMhWZuhGZGkSm3ohMDV0i0xIVFzl00O506ZfsbGsye2fKQJbiuDD3ypXA5QBjNNtIp8qUcNpALtvmwNJ4EEzYQESmIlM3IlNDi2TKHDLbcaKi7B1PSFycNdsLe1l6TEwSjIhMDV0i07t3rQWwfSeS94WzxXGVFlbrUqYdTKfLdP9+qyOSA5d9W9/1EzYQkanI1I3I1NCsTAsKgHfesUoCzC17TCzSIjit29ixVq6aCyq35zqTHYDI1NAlMmV17Zw59kYzcOpAtq8Gmn6vHel0mTIDa89HoGFp/fx5e6NrEZmKTN2ITA3NypSzajkzdlGsbK/ilG0thROPDx1q/c9JvPl/JyR+rUVkaugSmVKkntWbQUKny5Sdj4YNs9qICdtLH/mMPe0iRKYiUzciU0OzMl271nvMG1e4YCm1pULlMAUnh82EoXdvq4ouSBGZGjpdpsxkcYmzLl782h+dLlNOJ8vaHM6Kx9XExo1T8sqxD3YtIlORqRuRqaFZmTJHfP++vWGTlGQ96J69DQPB4Q3sZenAVTI6YIaa9kJkauh0mbLHKseJsndukNHpMiWbNlkLjrNEyiYWj/nauxKRqcjUjcjU0KRMWdXEall/JQW2V3EsYHy8vSMACxdaQnVgxwrPtqAgQ2Rq6HSZrl4NLF1qbwQXXSJTtpHOn2+tY9rSduROQGQqMnUjMjU0KVOujzt1KldesHf4wAfdXps3IJSxZ5Vwbq5V1dvEQvZdicjU0Kky5Qw/r75q9eYNQrpEphkZ1mLgn34aVLU5IlORqRuRqaFJmbKkwBAIdkh6+eXA84VyGMyIEd7HWYXHqt4m1t7tSoJeppGRndZBp1Nlyl65jCtBSpfIlLAT0m9+Y/3uQYLIVGTqRmRqCChTts+wo9GJE/aOAEybZk3x5g8mAGzr8Z2RZtWqpiXdhQS9TD/7DPj2tzulR3SnyZQz/rz1FnDlir0j+OgymbJk+o//2CGzOrUWkanI1I3I1BBQpux5yx6E7L3bFDzOnDOlyYSeCaPDyZPWKh6+HScOHrSG2HQ0LBmvWfNE42ODXqYcyP+5zynTNTFDUDvRaTI9fhwYNChoOtj4o8tkyqFpQTKNoENQydRZn5RcUbkxrk+ay7YkH06fPo1Tp07ZW8ycVGDHjh16wXAHLhC+fft2vTZqU4hMDSJTQ0CZMo6yg1FzM9EQDn/hDElvv231PnTgsBrKzBe2xbIdqKNLVxs2WBNOsFckZ9VpwYobQS1Tlk6YOenXz/99bWc6TaasAWHHtCCmy2TKDIZnBjUICAqZlpaWYsSIEXjzzTf1dnh4OMaOHavi0gwsXrxYPevmYadkJ0yYoBcPP3/+PBoaGlSasEnvmzlzJpKTk7WAZ6mHa5LKea9evRplbMQPgMjUIDI1BJQph8OwveZJoFQ50bgTjynMM2es/z1hxwrOitSR4wn5LPC7OBlXttNy6EUzBLVMOSctr4Prdfbvb+/sODpFptXVVg3Ik0wE0gV0mUyDkKCQ6caNG1X6NEwLlLA0SUkSSjOJ4/ds5s2bh8zMTJSUlGD8+PHIycnBbLtq7MiRI1qsN27c0KVSMnXqVNy6pS4uABEiUzc1dfWIF5lqKqprkeRPpqwRaU13fE44zmo7Jvh9+lgzIPnC0u5wJerEBHtHB8CJJj780N5QcBanFkyCnqpkWuwKUplyvCGHFbGkwrUtWzLOtw0wXpRXdbBMmdmhTFtQa9CVJCiZVteKTAnjRDJlmtvF1bys4v3EY2Jml8ul5UpRVnEeU0VtbS3mz5+PrKwsVFZWYuLEibh58yZWrFihj1+8eBFLlizB0aNHcdgew7do0SJdLUwaGht16avGI9yJy8MpJdPa+oaQD+WqNBadXuj3WKiFEle1KqUXP7a/fsNG1Kngu7/J0NCI2us3UP/Df0Pdc79D7cNI1Daq+OznvPrhI1B34+bjx1ob1OcwqWuMj0fjhQuof/El1F6+4j5et3QZ6rfv8H6Nn8DSWF5Jhd9jXR3q9+1H/eIlUMkY6idOQv26dWq/uud+zm2PwHjBUrq/Y+0V6s+dR73K6PiNJ0EUYjKKUK5KZP6OhVpgnIjPq0Zd5s2ulWlUVJQuaXoSo3KYFOXt27f1NkurCxYsQHZ2tpbtOJVz4+uW2gOaKU2ef07l/g+wrUoxR5UiLthrALoqa3E7Ng93lUCdcOZ2Oo7fTNHVm6EeotIKcC0q0++xUAuRqQW4Hu19L2Jyy5E3cSoytu7R/3seazKo3HucklH2kpVIOX4eMcU1fs+Lya9A/qczkLF+25O9f6CgPjOmoBKp6v2qho9E9eAhKJi/RH+f2Cx1LM+FjO379DXFqnMpCb/vo/bfiMnC/aQ8P8e6NvA+5U6fi6x1mxFdWofMDdtQMGZ8M9fTllCs48WDlHw/x9ojqN8mpwzZ85ao+LJK/37+zwuOwPTikXpW/B0LtcA4ERZfjOT7Z9F4unOGM/mVaWRkJEbZvbPYZsqqWnYsohzZTuqwatUqXZ17/fp13Z7KUuuUKVPw6NEjbNiwAWfPntWCZYmW1cNsd/WsJvZF2kwN0mZqCNhmyupEj45u7Q5XB7FrWtoFLlHFZd7s2p3HYHViC8YxBnWbKb+/85tkZgJjxljztnYQndJmyoKF73SVQYi0mRqCos2UpKSkYC17OSoyMjK0WPv06YOdO3eimo3xNmwrHTlypD6eb3fUYMn19ddfx5o1a1BXV4f6+nrdDturVy8t4sYmupaLTA0iU4NfmbKXLTu4MMHuKDiBd3OzJ7UEzs7ETjmc/7epOV05TIaTqHPx6SYIWpm6XMCQIdYMUg7cjo62N9qfDpcpMz7smcxrC3JEpoagkWlXITI1iEwNfmXKzBtLph055R979FJubYXDKlSms9khPMxoTpwI3Llj7/BP0MqUC6yzr4WneBYtAg4dsjfaCY8MeYfKlJkadlTjb9INEJkaRKYiUzfdVqZM6DgBQTsusO1Xphziws8JVGXaHjAxZW9bP+OrWwz7CHDmnJbODrNyJbBrl73hn5T88uCUKXsnc6UeTzjsaPp0e6ON8PeYMsUafmPTITJlpoejEjgP74svWr9hN0BkahCZikzddFuZcgq+f/kXq1qznfArU/YK57CYpqpN2wqbNDhVWlvGFy5ZYrW9thR21vMVEhN3tjtyaIbKPCTnlaGwooPbCVsDh494ritLuC4sq3oDLUTwJHAi9T/8Q695lDtEppx68v33Oeje3tE9EJkaRKYiUzdBLVOOFWbJ0Bd2rmG1KNvIKKG2lOg88CtTzhzEUlxHQ2H7CqKlUCDsgNPcEnCesJ2WnXicTALbhF9/HXo8LMfHDh+GvFFjUV7kcz+6Aq6e4ixdx+r2d999fEEBZgAoWS6H1xZYA0EpP/20V+bGS6as+meVukfJ9Ynh9XBGqiYmlwlWRKYGkanI1E1Qy5TVq5y5h6UOB5YaXnvNCJQddzglXzvgV6ZcWo29YzsaJq7s6OTR8a7F5ORYJZwnKZWxNMRq4WvXrG1O0s8l5lh9zmOxsWh8441OW5UlIE4HsC98wRImv2+g9mX+VkeO2But5Ngxq92Z7+WxsIGWaZ26N9VKtmxDp2y5Pm1rofg5X3M3RGRqEJmKTN0ErUyZiLLUSckwYeOE8Bw+8tvfWh1QHJigccmqdsCvTFkV2hlLpPF6KTffdjO2BTbXS/Xixda1F3LGMM7Ty5IW2+x8Svg1S5ejfoZPVXBnw8nNWYJj5xwuHrBsmTXPsT8YD3yrrlsCq7d5Dynin//c6pjFeZU94lVibqmSqfqNmOlgJo/3jEvuOVM0PglOr2t/tS7dAJGpQWQqMnUT1DJl1SVXYuGYYYqVwTcBYu6esm1iKFRLeUymrPLjZ3bW2D+WurmAuANLRt/8plXqbKrEytVTmulM5Bf2huVwDFbtzp1r7zTkhN9D2Suvq3vbge3FzcHvxwwFS9/PPQc8+yyQnGwf9IHVrqzJCHQ8ENu2WRJlpyMKm7BN2WPsb2JpDcruqrjX16Nqlj2IGT+eFFZRszeyPcyvuyEyNYhMRaZuglamzL1zKarm2qWYyLKNrx1Wk3hMpkzsOHd0R44x9YRy693bEhvHirINkyJntabHikmPwYlPmpiLukm2bgW+8hXvqnQbPTTmhVfUd7hn7+lkWMVM0TvV1yzN/frX1v+BYKceVle3FPZ+Zm9a3wWnOWkMFyewSXQ1oGyVKhF/4jFjG+NFa+TN34rVvMwwdkNEpgaRqcjUTdDKlHJktWdLhqSw5OZvEvkn5DGZskMPl157krbItsJEnR2euGi4s7ILS2aUrD8KCizJtFb4lEmAjkspZTUomj5biV2VwDob1jSwCtqzCp/ryvqRvhdZWZbgmlt71oFVu/7aYDm7ksfamQk5pSgbPOzxBeJZmmXG50lgkwWXj+umiEwNIlORqZuglSlLaWwra4lMOSyE1WYc+M5A+TQzu48/HpPp1atWCaKrYQmG1Z1O+63ntbFDDtsT26Ga25cUVz2KzlwABqnMSmeXoth+y167nNDiSWHplL1tm7on7KnLuPLLX1qlUF9YI9K3r70BJEXGo+xFVUqn0D1hEwTbTp9kUg/2RmfVcjdFZGoQmYpM3QStTDnEgRMZNDebD2FphTJ1AqtH+fcJeUymTPCcNrSuhkuMce5WllA/+sgMaaFg7UUf2puU4koUZSqpUSodOTexP1gC5NJqrYHflXEn0NR8jFtcR5n3k0Of/EFpssbDXg6tcNN2VA8drv9/DGa4AnWK8oW/G9tZW1stHwSITA0iU5Gpm6CVKaseWc3XmhIRqz7ffttqT3VgAnrvXuAEVvGYTJnosXQabPTqZY29ZAn1FVVaetI2uxai20z5z8QJnTM8yBP2mmWP2tZAEbLzmufv7wkzSc1VzTKe8D3se1s/egwad+/R/z8GV7hib+jz55v/LdiRjJmEjpyesoMRmRpEpiJTN0Er05s3rQ4grZl5iNV7w4YB+/db2xQiq+JY0mAVYAC0THM8ZqPh+R0kqjaxaZPVVsfSEIdpdBBapqwpZdUyx152FiwNsr28NcNOCDNg/O38rRzFuNGS8aisEWH8YwZM/V894H3UNzUpxpo11iQYLPH6dmbyJD3dmhSiI2fU6mBEpgaRqcjUTdDKlENeFiywN1oBZxOiaJiwspqSvWHZSYdSCDB9m6u6DglFdhstSzUcnN+KttcOh0MzOETkG9/wHnPbzmiZVqlEk3JjZqQdOnm1CGZ+2JO7JVX8gaCw/E3PyA5X7LDVnKgpXfaqZpt0UiJyR4xGVXkL5j1mlbtviZpxyYlHYWHWbFfdGJGpIahlWhNgiAMXCecxLrfm4Pm/Q20Lel6KTA1BK1O2mbVlhhl2IGGnHfYGfe89ax/jBjvrBGj/q83NQ8mnM62exJxuj51YgrUEwXl4O6it1EHL1GWPb2U7bXuvyhIItgNzDGdb4G/nb/Ymtq9zLG9Lflf2qmYnpbNnkDRmIqzW02bg5A+cvN6B8Y/VuqxJYLMBx8pyPHE3RmRqCBqZnj9/Xi/oTcpUbnuOyrH1VaWIBapEwkXCHR6oHGbv3r3x7rvv6oXDuVbprVu38Oabb+ptSpYS5ULhb7zxhn5fyjcQIlND0MqUHUPauiIMBfDFL1pTxDlwpiAmkH5oVAJv/P3fVwniJUscnG0nhNEyLbdlSnl7DBXpMJgJ4rjPtpa4KUJ/0mINRUtLhixhsvp2x3YkrliPFs2iywkZnIk3mIaxdoOCZZs9a1vOnWv5yj5BisjUEBQyPXjwIJ555hktSHLgwAFs27YNVVVVWqYXGQFt9u7dq56BUygtLQUXAS8vL1dp4nT13GVj06ZNKo6eVIWNh1i+fDny8vIwbdo0FXcDT3gtMjUErUzZHtjWTi9MvDivKxfDdmDiGKAHZ/WYj5A3WD0QHFvKnp7O5OohiiVTu9qbcmMJn6vKdCTsGNQe7cCcwchfZoi1HS0tYfM8fpfZs5B47S7KWlJJwaFcnESEwoyKsnqVd+P2UX+ITA1BIVOWNi9cuIBP7VlGCgsL3VW0lOlt9pCzGTduHH7xi1/oUuv169eRmZmpngmrCvDMmTNaomfPntVCJnPnztWl00A8SCoQmdrUNzQiMbuDE8jW4MzH21YafHoDX7wAzHt86jxkZaLypVeQkpqrSrSjrWn8olViGMKk55fpxELD+8jZf+42vaB4m2Cb7CsvA8l+Og49KdeuAlPNDEZuRo4AYmPsjWYIu2Z1ZBo5HCmFLlSqjGeLmDHdEul5VQqd9gSzMXUTknJKUFffszIIraVSZSpSi1TGIl89F11ZzcvSI0XpwFLn0qVLsXPnTv2/A0ul0dHRKCoqwmeffYYrV65gpb0sFkuwfM2xY8dUQcIqSVC0p+3JySur6xCVWoSYtGJ3uHg/EyfCU5CmEovUvNAOHApyMzYbaX6OdVVILqtF6cjRyN19ECklVX7PaVEoKFcRvdJj24WM2w9RNng40tNyreNqPz+vZMkKZA39EDfyqpBx7goKX3wNaQkZSM23zgm1wGfjTkIuotIK9f/JpTUonDQVhZ9tUmKpUPfF/+u8gr7/FSjfsh11Q4aiZuo0ZMcmI6XY5zdV75XC33zeQhQO/xDJrnrv408alPgyr91Cef+Beqws96WoeJAVEY3SYSORHpeq48Jjr/MIKep7Z1y9hdqnv4eS0R8jPKMUsZlFzT4n/JyCBUtRuG4jCleuQ+7aje7v0BMC40J4XDYSVOnU3/FQCrwXsRlFuJVciqxHF9B4WmXUOgG/Mo1SuTdHpmwzXbJkCU74TNfFtk9W7zqwWpelWqetlQLdsmULwsPDsdFuY5s6dSrucOUHRW1dA7LVw+8ZwiKzcfJWKgrLq1BYFtohp9iF+0m5fo91VSioqkflmI9RdugoCipr/Z7TquCqRnFpBap690VRIn//ah0H+BmVA95HwZ6DiCisQbE6z5VfpM8P2TiirvtRaoGu6rXuUR1ch4/BNW0mClxKrC25L7y/dyJQ/ewvUX/pMupGjUapkjHfy/s89f5Z+bpmwHU9XP3+PsefNPB3jk9G9XsDUaDiN/cVVNSg5OBRVE6cjKKySuu7+b7OI/D8YhVH6v+//4XKbdsRkVeJdJU58HeuZ+Dryvfsh2vMWLg+mYSyRzFqXzvG4a4O6reKSMpDdpF1X0M6qHvB2psHGRUoSbjatSXTyMhIfMROIgpW7f7TP/0TZsyYodtDk+3xfeyxu3nzZowePVpXCR8/flxXB1OcQ4YMwaxZs5Cenq6riSdNmoQPPvgA69ev1+2qgXiQKNW8DqyuYS4zuGi01intqFliJnwC3PZ474cPgLfeREVhCZILPdpXQxyWwkorPFarycq0xlLWP0F72ZTJpu2Sy6npzj8cvOrDnt3tO5a1qNCadMFzOM/qVU82oxXbPZk+ZaYjuaQKFdVWM1SzRNy32ur7Wf1BehqszarlcnSCjhMphep5yLvdtTKtrKxEqj0hdVJSkm7/PHTokA75HssT8byjR4/qwA5KhD14uR3n0esvLS1Nl1Q9S7L+kA5IhqDsgMQOG+y40VFLn7ET0t691v/sUMPFxvfuAedG8poBKcTx6oDkQJn6mwzBH5xXlzMDcfJ5wmeak2k4S5h5wskO2nO2KXY6Y+chZxgUm404XOZJP0P342C/ghLTftwcjFP//u+dO9FFJyIdkAxBMzSmqxCZGoJSpiwRUKbNLYrdWthTnMMvWEphb3K75ORSCYTI1OBXplxUoKW9nDnphu9i3RQMO+cQDoPh8BMOueFwkrZM0uALM2RsCuJQFMLp+9hLu5WTcDyRTAnHlnbz8aSBEJkaRKYiUzdBKVOWZDg0xSnRtDeUNYfdUKIcP2nz2Ny8IY5fmVKkLVk+jGLkTEOcFtITDnnavdv6n2KlSFevbnlp90ngMBtHaI8etamk+MQyZfVyS1Y86oaITA0iU5Gpm6CUKUsslGlnLcptIzL1xq9MWW3KtsgAM5W54RR6/jJEXO6Mk9izCv+NNzpWOKzOd9prORMRt1vJE8u0ByMyNYhMRaZuglKmLEUwIe7knL3I1Bu/MmV7IH+bJiZF0XBhc5Y6uUqKJ5zofexYa75kZyGCjoIlYGdKSk7ld+GC9X8rEJkaRKYGkanI1E1QypSlFibYnTxzjMjUG78yJRSTPY47IOzowyX0fGFHIE6E8J3vdHxmiW3jrGqm2NmGyXl5W4nI1CAyNYhMRaZuglKmbGejTLlyRyciMvUmoEzZ7hloUW0Hzl7FDkj+YDu1PVtZh8J2Sw5tYSmYHafa0MFJZGoQmRpEpiJTN0EpU05GzqrATkZk6k1AmXL8L1dBaarmgDOUOcOPuhIKlGPO25gxE5kaRKYGkanI1E1QypQT1HtMM9lZiEy9CShTVs9yeTt/40UdOOlGeLi90f0RmRpEpgaRqcjUTVDK1LPjSCciMvUmoEwJaw6amlSDK8x0cm/sjkRkahCZGkSmoSxTrrfoDGRXBKVMOQaUYw87GZGpN03KlPNgB1pvljMdDRmibijnlOoZiEwNIlODyDSUZcpejVzt3yYoZbp+fdsXBm8FIlNvmpQplzhkVa4/IiKAiRPtqfh6BiJTg8jUIDINRplyBpim2qDaA85j/MwzVu9GDqpXBJVMOb6Us9a89ZaVWHcyIlNvmpRpYqLVU9ZfnOUsSfwdexAiU4PI1CAyDTaZcmL+730PWLfO3tFBcJ7UpUuBVausHrOKoJEpqwQ5Iw6HUxw5Yt2TTkZk6k2TMnXmT46MtHd4wJ68mzbZGz0DkalBZGoQmQabTCnR737XamcKBCfq5lRu7PRBEXLd1+PH1Q942v/gd+6LiQEePLAGr2/fDjz/vCWpXbuAFSv0adV1QSJTJr5dvMqGyNSbJmVKODzm2DF7w4NPP7XiZg9CZGoQmRqCRqbV1dW4d++evQVcvnwZixYtwi0/61juUgLYsWOHvcVZzYpVIWsprl+/bu+hZ+5j8eLFyGpmgvSgkmlurrX8FKs1Bw+2plvzhVXAXE5q0CDrHJYwuSIGJxzv08eakcYXLjf1u99Zs80w0fNM4G7c4ArqegxedUNj18uUpRyu4nL7tr2jaxCZetOsTDlxg+/6oGwnZXy0F+fvKYhMDSJTQ1DINCMjA3379sXrr7+ut8PCwjBhwgS9sDcXAo9ylmlSnFIlMS4CPm/ePL2GaX19PdasWYOFCxdizpw5qgAWg8zMTH3OkiVLtGSLigILIqhkysm3nY4cHFvpkWHQxMdbIgy0qgbnSn3pJbOsFeEg9d69rfUk/cFS7gcfaJFz5tROkymvQf1+erJzto+ylM2exawu5DyunTzjkS8iU2+alanK/OqMnefvxt+Y0wh2dPt/JyMyNYhMDUEh023btqnC1iQtUMISZiI7NSgo1LNnz+r/CSWanZ2tHFGOsWPHahHPnTtXHzt27Jg+nzLeyZUhFNOmTfMqsfoSkRhEMh05Arh31/qf06x9/JH1P2FVLUue18PsHQFYvtx7xiAmcu8PbLo3JatUlcx4Bh+ODoelT0p/siphs6cnS9lcaJqlaybISdZv35VUVNchKUdk6pCaV4pil89E9Z44Q2A8J7PnZPLjO3/CjY6G8aJcZbYEICG7GDW19fZWaMM4kVyo4kXu7a6t5k1OTsZ4zsHqwe3bt1XaOhN5nFdTUauEMH/+fF11W1lZqQV848YNrLDb/C5duqRLo0eOHMFhe9FiVvWetifirm9oVLmHWpR7hFsxuTh1KxWVKndVqRLQLgk19aiqrkVd33dQmZVjfZfUDNS99jqqC4tRoeJq3a7dqO7XHxW1DYG/q9pfkVeI2t/+DjWPolHZoF43fQaqFy5GRV2j39dUqAehetUa1G3ajGJ1zqPUAr/ntVfg9689ew61g4ZAKRWV/oIq3Ph7bWeGgtJKRKcXdm28CJag7gFrLLKLXP7vB/fVqd916DBUq3jHOMV9tWvXoXr9Rmvb9zXdNajrYrzIK6nwfzyUgroXUWkFKC6v8n88lIK6F4wTMTlVqEpThbeulCmrcj1leuXKFUyZMgW5bEe0aWhowIIFC3TJ1OVy6ZJpbGysFiZhFfDKlStx8eJFVbCzFnpmdS8lS1h1dzc+X1ftOuHsnXQcD0/ROSyWyrok5JYh+W4UigcORmJ8BuJzShGf70LxtNlIX70Rcep4yWtvImvfYcQVVft/DzvweN7G7ciZMhPxsWkoeasv0s9fRVxBhf/z88qRceIcit/sg6isUoTFZCPBz3ntFWJLalAwbBTyFi3Xnx2fXeL3vK4MvP5HKpG4EZPVtfEiSEKC+o1uxmYjIjnP//3gb6jibP702cjcuANxKu7Gq9+2cPAIpJ9TcY+/s+9rumngvWC8iEzN79DnpDsExoWw6ExEpxX6PR5KgfeCceJ6QjFSI86h8fQI7ZyOxq9MHz58iA/YdqdgyfKFF17AtWvXkJSUhApWC9ps2LABW7ZswYkTJ7B69WrU1NToqlwKdNWqVVrCcXFxet/Nmze1TNP9deSxeZBYEBzVvHduW+2hXJbKgVWzn60Dxn4MvNdfbT9BOw0zExz7x3Ganu/pD1Yh9+2LuvMXkODq4KXOKtVvyblc/Q2jCCKY00xWghAs0vJUhq6iiWpewjVJnakfy9S9GzJY5WDLre0eBOOFq1qqeQnbj2vrpJqXME6kFNYBeV1czcu2T/bSJeyp26dPHwwZMgTvv/++7lTkUKUSfratTpw4EWV2x4bo6GiVPvfTba+NjY067N27F++++y7uNNOTMGg6ILFaetEie8ODykqrUxKHtDwpXGrKtxNTINS9rx4yDLGFTXQyaQ+4pBp7IVPgQYx0QPKm2Q5IhL8tO48R9sb2zRz2EKQDkoGlMumAZBEUHZC6kqCRKTsONbcuZEeiMiY1z7+AlP3HHhcdawYodc/QGvi6OXMAu8NYMCMy9aZFMmWP8Q8/BErUfeNkDZwKsgciMjWITA0i02CR6fTp1iLKXUjDzp0of+ElVaKYYiWGnB2JY1TZ45ZjWxk4bpDVx5T/k7BsmZXQstrZYzxxsCIy9aZFMmWzBHtkDx9uTVPZDX7n1iAyNYhMDSLTYJApF1bmZAqcQKELqamtQ8rlm1YiyKFF7CXNWW2c2ZYYOHE5hxr16mWND20JrKJ+8UWrGjDQGNkgQ2TqTYtkSjimmxOtJCR0+VjhjkJkahCZGkSmwSBTTpzAyQq6WDTV9Y2ILWxhFS5LrCxttgTOvHTggL3RPRCZetNimYYAIlODyNQgMg0GmVKirDrlbEVdyBNNdM+JNFid19RkEOTuXWvS+i6+tidFZOqNyNQgMjWITA0i02CQKatVhw2zN7qOJ5IpS9PvvKNS2RR7RwCGDu2S9UjbisjUG5GpQWRqEJkaRKbBIFPO0MQ20y7miZdgY4cie3IMv6xdC7z7rjKTy97RfRCZeiMyNYhMDSJTg8g0GGS6devjK250AU8sU3ZO4io3/MsOJ55wHVLOv5vWxfe2lYhMvRGZGkSmBpGpQWQaDDKdPx84edLe6DqeWKYcf8oxoxycz2EzzlAILu/2wgvqSYu3trshIlNvRKYGkalBZGoQmQaDTNn5iAt3dzFPLFNPkpO5qoA1i9Mrr7R82EyQIjL1RmRqEJkaRKYGkWlXy5RrkHLMZhNrrnYWbZIpiYuzhsxER9s7ui8iU29EpgaRqUFkahCZtkSmnFShozrRcEHwjz8OigHubZZpD0Jk6o3I1CAyNYhMDSLT5mRaWmpVw7JXKsXXnrA0+uqr6kvct3d0LSJTg8jUG5GpQWRqEJkaRKbNyfTUKWt2Iq5cw3ll7ZVq3LSlxLpunVllIwgQmRpEpt6ITA0iU4PI1BB0MuUC4J74bpMiVaLjouElXJ3CJj8/H9XVZr3Furo65OXl2VuBaVamHCu5bZv1Pyejv3rV+j8zExgxAujf39r/pHCN1eeeC6qOOiJTg8jUG5GpQWRqEJkagkamlN+4ceP0OqSkvr5eFQg/wZ49e/S2w+3bt/HGG28oh/XHypUrtWwvXbqEXr16YeHChaqg6NJrnq5YsULvO3r0qH7vQDQr0/HjranzyPbtZj5aLpfGUiU73XASd+eclsDSLUu5HF8aRIhMDSJTb0SmBpGpQWRqCAqZFhYWYtq0aXj66aexc+dOVFRUYMaMGXp7y5Yt9lkWXED8xIkTunRKuEA4X1tZWalctx2HDx/G/fv3sWbNGtTU1GDq1Kl68fBANClTlorZOchZYPzyZWuhbsJ5aTlzEeEEBQMGtKwTEc8ZPToo1/QUmRpEpt6ITA0iU4PI1BAUMmX1bFJSEjZt2oRt27bpkiS3t6qSm69Mx4wZg2effRZ9+vTBuXPnkJqaisUc36jg9jJVcjytJHfQXht03rx5en8gHiQVBJZpdpbVXpqXa29nQtlZFY/VzRrwHpBvVyNXuIDeqqTJJcaag8uZvfWmKnoHXwSsr29EQnaxvRXaMIFIVgIRLNLyy1BaYZpRQhnGi4pqlWgKSMwpQW3d401xoQjjRGqRStfzVeGrq9tMN2/erIXqQLF6bpPw8HDdFspq4M8++0wVFi/r6l5y4cIFLF26FMePH9clVLJgwQKcOXNG/1+hShsRiQV4qATqhHN3M3AiPAVJKlIk5pUjLToJmXcjkVBYgYzz11A8/EMkpeWpY2VIUMeLPv4EpSNGoeCDjxBfVqdzqQlFVchasgolw0aqyFWKRPWwcb9viC+tQ8G8Rcif8CkSiqt1RPR3XleFWFUqvR6dhSQ/x0Ip8Pqj0wtxM1bdiyD7jboi8B7cisvGw5T8kL8fvH7Gi0dpBfKcqHtxPSYLsRmFfo+HUuC9YJy4kViCtAfn0Hh6hHZORxNQphs2bPCSJ+W60WPFEQo0Ozvb3oI+l1W4rBImBw4c0NXEbFddy45DClbzstqX1NU3oLCsGkUe4WZ0Dk7eydBF9LLqOrgmfYqKH/8UpfVKvoeOombceJQpCetQXY/q+QtQ+4Uvonr/QZTWNOjXlarXVRQWo6ZPX5TlFqp96ly+n08oVfur3xuIqpOn9Wv8ndOVoaCsSieY/o6FWsgtrtAPh79joRhiVOYio6DM77FQC4wX2UUuv8dCLTxMzUd+aaXfY6EWGCeisirhSgnr+pIp5ehZrctqXgrVgdW/O3bswIABA/Dhhx/q6lt2QNq9ezfefvttzJ49W5daS0tLdTtqv379dDsqOyQFIiIhH+euxVkbrHp98w3gH/4BKC4C2BlqxQrrmMO5s8A3vgHk2lW/nnB+WlYBB4JT7vXtCxQW2DuCC1bXsA1EACpVZicpR6p5HVLzylDikmpewnjBNnUBSFClsppaVfIQdJxIKVQOybvd9TJlZyIGB99twtIpq3oZ+D+hUG/duuVVamWnphs3bjQpUvIwMh0pwz62NjiWdMgQYNw4KGsD69ebTkYOnP4vUNsoh9DYVc5+4XJlfO8gRTogGaQDkjfSAcnAeMGSiCAdkDxhnAjpSRseqpJp8rMvADeuWyVR9rKlLAcOtFZDeZJ5Zq+r92DvX4f8fGsllYgIK6iSMo4etQ8GHyJTg8jUG5GpQWRqEJkaQl6m93OqcH7SMmDwIOCDD4Br14DycuDll4Gf/IRFYfvMFsCSMUueHLbDaQi5espIdVO5j8Nh+JfvHaSITA0iU29EpgaRqUFkahCZppTg1PUk4HfPAV/7GlBrt4WwZPr971v/txSOIZ040Rr+snw5MHmyfaB7IDI1iEy9EZkaRKYGkalBZBqfj9MxxcDJE96djdhW6jMsp0VwZqQ5c4B33gESEuyd3QORqUFk6o3I1CAyNYhMDSLT5qYTfFK4yPc//iNnl7B3dB9EpgaRqTciU4PI1CAyNYhM21um7D3M4S+s6u1miEwNIlNvRKYGkalBZGoQmba3TMmTdFoKIkSmBpGpNyJTg8jUIDI1iEw7QqbdFJGpQWTqjcjUIDI1iEwNIlORqRuRqUFk6o3I1CAyNYhMDSJTkakbkalBZOqNyNQgMjWITA0iU5GpG5GpQWTqjcjUIDI1iEwNIlORqRuRqUFk6o3I1CAyNYhMDSJTkakbkalBZOqNyNQgMjWITA0iU5GpG5GpQWTqjcjUIDI1iEwNIlORqRuRqUFk6o3I1CAyNYhMDSJTkakbkalBZOqNyNQgMjWITA0iU5GpG5GpQWTqjcjUIDI1iEwNIlMl0zN30u2t0KaxsRGJOcX2VmhTW1eP1LxSe0vIKChHeZUIhDBeVNWKQEhSbgkaGhrsrdCGcSKtuB7IDwdODLD3dixBJ9ND15IQk1aE6NTQDpHJhbj2KMvvsVALD5IKcD0q2++xUAw3onNwTz0r/o6FWmC8iEgs8Hss1ELYo2ydbvg7FmohIjEf12MKEPkoShVO99mG6ViCSqZxGSXYdzkRx26kSLieojIWyf6PhVg4KvfCKxxW9+JImP9joRYYLxg//B0LtSD3wgSdZtzMwcFLMXiUXmkbpmMJKpnW1TfgblweGhvtHSFMZXUd7sXn21uhTYmrBg9U6UOwiFI575yizkkggh3WWhSVV9tboQ3TC/YvEIAidRse3L0F7HgGOPC6SlAL7SMdR1DKVIDuSCAytSitEJl6QpnmFotMCWVa7BKZEqYXFdUiU1KbdQelC78MTFCK+0SFHb8GyjLsox2DlEyDFCmZGqRk6o2UTA1SMjVIydQm+Ryw+O+BSUpv01SYagv1s38B8h/ZJ7U/QSfT8OgckamioqoOt2Jy7a3QplglllJjYXiYXIiswgp7K7S5G5+HwjIZJkSYXpRXhrhMH24DZv8xMNEWqWdgKXXp/wJSLtonty/q3YOHhoZGpOeVi0wVtXUN+l4IqpReU4/MfJe9JWQXVaCsQkogJLPAhYpqGRpDmF7U1NbbW0FA2lUgbImyfCeFMyOBGf/RlEj9BQp1wZ8DV6b4f48nCddVKIq3LzbIZCoIgiD0EE4MAoYrxYzrpMCq3E9V8CdRzzBFhfEq+HuPJwkjVYjcal+syFQQBEHoCM6OtqTjT2g9IVDe0XvsixWZCoIgCB1BUzJlpyBWubKESClx2+koxNew9DhdhckqOKVI7nNezxKo8zrP9+U5PNfzGP/nezDw/TzPZ5Wwc8yzVMvz+P08z/UNfF+RqSAIgtChBJKpI85dv1HnjLLGgXI/ZXbwTWsu3UX/0+pEtOqr6pwPrX1LPm9JjsKc96fA3heBOf/dSFDv/zOr7fRwHyXj31PhPwD7Xlb71Hvwsz77J+/z133bev/jA4G59nvxc5d/UX2/X1ttsL7CdkJ7yjQjIwOjRo3C22+/jYsXL+r5ZB88eIA+ffpg/fr1ep7ImpoarF27Fu+++y4WL16M6upqxMTEYMCAAXjnnXeQnJxsv5tFfX099u3bp9/j0qVLel9qaioGDRqEfv36Yd68eXqfQ1lZGebPn6/ff9euXe65Kfldli5dioiICL3d0cTFxWHo0KH6Xty+fVt/flhYmN7m9yJVVVVYuHCh/q6fffaZvjd37tzR1zp48GDk5Xn3WK2trcXGjRvRt29ffR7JzMzU95z3IiUlRe9zqKurw/bt2/VnXr9+3d5rcfjwYVy7ds3e6lju37+P9957D/3799e/Ne/FqVOn9HUeP35cn+NyuTBjxgz378Zr5e/Nc0aPHq1/V3+sWbNG31eSn5+PESNG4NNPP0VFhXfvVr7f6tWr9fszTpKkpCR9nwcOHIisrCy9r6PhPWc8HzJkCNLS0nT83Lt3r/6NLl++rM8pKCjAJ598on/nEydO6Hhx9OhR/bpJkybpa/GF77NkyRL3tTnxnffeE8aJ3bt36/swZcoUVFZW6sB737t3b9y8eVO/tjPg5zIN4Hfh78jrKi8vx0cffYRx48ahpMRazOD8+fP6nJEjR3r9Tg8fPtRxxff7Pnr0SN87pjOe94r3+eDBg/aW4caNG/p8pimMEw6JiYnYunWrvmcdDeP/zJkz9XXymWW6x+efacj06dN1WsHr5HPLc3h/iovNXN383Xyvjefz2hi3du7cqbeLioowfvx4fb1Moz3h8XPnzun3//DDD3U8PHnypN5m+vzyyy/j7t279tmtIJBMWRrc/wqQdQs4OghIV+nSsfeAI31VQnoEuLdOJSLrgQVKnqkXgCtTre3YQ1ZPXZYYby1TEUrdj2VfsASrhff76rVrrZB4UglygJLrnwC5ygF8/62/AFYoSfJcinThX6vIs0N9z4+A+KPA5SlKpEqe234OFKt4kXNPfd4feJdYPUN7yZSRlmK7evUqEhISdIJGMXIfE9B169bh7NmzuHLlCpYvX47c3FwtkgsXLuiElQ8GpcMI5Tk5M+XH8xix+cCnp6frSEDBFhYW6ofPk+joaB3hGGl4Ph8sfhYTjq9+9avuBKsjYcTnA8DvzsSM18TvP3fuXMTHx+tEjpGfIqEc+f1mzZqlIz6/O89hAsLr9oT3duXKlfo4358PGxNQvtetW7cwdaqKZB5wPz/LOd+RLQX805/+VCeqHU1paamOC4wT/P68Jv5GzPDwnjB+REVF6Yd9z549+l7wOnjf+BtTOIcOHdIi9ITi5P38yle+oo8T3guKlfeVibMnjHtMXGNjY3W8YELEz6awGQf5G3V0opmdna3jIeMwvyOv6d69e/p78/4wDvA34vdkIsbzeD7jMO9NTk4Otm3bphN4T3je5MmTdfxmHOI95D3nvXEyoA7h4eGYM2eOfi9m4I4dO6aFxISYn82Els9OZ0C5MZPN78v7z3vB54EJOn+TVatW6bjK+MB7d+DAAaxYsUK/lr8V5ffBBx/obQdmongfmeY410cx8f9vfOMbWLBggX2mBZ8h3mNm0E+fPq3jpZP+UFjMpHqmRx3Fpk2b9O/A78Pfjt+fzzp/zyNHjmDz5s06jjDu8rfbsmWLfg1hpuTNN9987Pnne/Fe8PlftmyZzsgxE877y/dgnOH9dWBGgp/NY/v379efz/SV24w3FGybMp3+ZEqRUU4sOW5X0hqm/r80GYhUUnu4WUn2NWCxklzGDSXA/kqIQ4GP1Tkrv6wuMNKS4+YfAUWJSpIPgaV/b0mNgl38N0Caiv9L/k6VRpWsKdRtz6jcaozKoSlh7vyd9fmUuVPdO+e/AR+pvzwepcQ4U8n6ovo+fG3Cic6RKSM3Ez7CH4APLBNEJhSEEZURmYmgU8pgYuLkjpj7ZqRh4u8JE0EmtISvZ2LJh+znP/+5zi355q4cnESTCQQTB0qU34mS6mhY2mYCRxj5+L2ZUeD3JpQYE0wmIhQvoWScXB8TBF4zEwBPmJiwhEL44PDB4Hm8R7wu5/0deC4fCsKHijJjwsCcL19/5swZfawj4bWwxoIwgWBGit+DiSah9HgNTCyZ6JHZs2frkj2hjJngOnHAgTKkKHjfGG+Yq+bvyxw+7/3HH39sn2mxY8cO9/Uy8eS9W7RokY63jK/Dhg3TiVJHwnjvJEZMJHld/E4UJWFCTsk6CRzvBzNBzjZLCrx/vF5PGI+YSXV+Yye+8z4y4fSEGVC+D2E8pLSZmaXYmCHj/QxUC9De8Lqce850gp/P55/Xw9+XJVQm5AyEzzoz5YSy5fXxOfKE5zq1Vbx2Pnu8j4wrvN++mTI+q879ZZxw0h/W5DCzRgn5qwlob/iMOJk5fn9mLBg/+f0oOSeTw/STMAPJOE1Ye8HMiG8mi8+Qcz38fSlHB16rk6l04LPj3GumJ5731snktImm2kxZlTpGha0/VaVPJcDdSnScbGHXc0poqnSYHmZVs45Q58z+7+riDqsvOVY9NP9Dlbg2ACeVZFNUqXXx3yqh/h9g+f+1qov5uoV/Baz/jjU054zKfKVdUfJ+R71OlW4vf6rOVWJeo85f8JdWCfWIKrXmKTGfHmF9L8qbsuf3mfOHHS9TB/4YTACYWDASODLlg8DI6cBcFRNSRhbChHb48OH6AWcOjBGJiQwF4lRfMFfKB5+BDxMjIIXjlMAYmRjxKQwmrKwq86z6ZGLV5gjxBLBkzpweMxWsfnMeZF6Pp/j4P7+7IxOKl9WAzFU7pTiKkQ8PMyWE18cHnoFVm8yhU6q8Xp7Pz+C95HsQ3k/+Bgx8kFgCZkLaWbD0yXvBTA5zyMxpE8YDlrYIM1T8nk4GgPD7siqWf3kPeW3OPSC8d7wW3jvGL4qRYmaumzUDPJ/xhZ/H9yBMRPhe/JyxY8fqc5jrduJiR8Pfd9q0abo0xN+AJXDCOOxklljFyd+Y392BEmW8YHzne/B7e9a08Po9M4s8zmtmIsz3ZoLoxDEmxrzX/BzGT2Y++PwxHjoZvM6C6QDjABNzyo8ypdD5nRzZMs44GQvGIX5//r4UJL8vf19eIzMTzHAQJwPtwPtHoTDjxc9jxsGRB+8B4ydrS5gZY9rDNIlpTmfIlPBzmF7y2WUmklLltbGQQpk6ME7wupgxonT5PDBOMJPMe8j7ybSGccHJkPPanfvCe8u0kfeaaRSfQR5zqtV5D/mMOAUC3nOe3+bno6k2U5YMWXpMV8Lb8K9WyTL2gMoFvKQi8ueA7DtKiN9VCdkX1X7lg8uqtEjJhc1W4nugcqcLrNIpZXlpInBTZSJOD1elyePqNapku/NX6r2vK7EqYVKQHMayW4masr2ihBquzt/5S+v7Tf8vwGdKvqnq2WIJmJ2RTrzfuTJlQs7csdNuwxwwHwDCRIIJH3NfjPj84R08q5WYIDBisBrDkaZTiuF7M4fp+aNSMHzQ+H78DH6mk2Dw9Z6fw/fuLJlSgswtOm0wjLTOg81rY0mL8uA9cTILxPNe8HopPkZ2XjcfCCfhZemKJVnm3p2HgCV1ZkR4Ph8kJtTO9fPhoHidNu2f/OQnePXVV92JSUfCa+C1sNqJOFWbhAkgc9b8TbmPGQLCBM8z18zX83W8NqeNlDARcO4fr5Ey5b3m/XHuBeMHc+aOqFh9x0ST78+EiPeJ4nHiTUfBa2IJ0pE+oewoBOL8Rvw9mZAyQ0r4zDBxJY5k+dvz2nhvHVhS4/PiwM/hNl/LeMD7xM9lJsKzhMZ7xWeOsG2b960z4G/O7+GZeeI1sPROUVCmvHbGZSb8juRZYnr++ed1G94PfvADfY3MUPEaWRpjXCGMV4xfDvwcR6bMZDIdorgZP3hPnXvMTOivf/1r9OrVC9/97ne9MjQdBQXH+O+ZUWTtEa+Z18S2chYSGIdZWuY1EP7Gr7zyCp577jn9TDPOMK4zM8CmM8ZrwnvD63WukXCb7+eUcnnP+fzxXnumsfxOTim4TQSq5qVIKb469fuyXXPRF9SFqdIkhRm1Czj3kdU+uu6f1Y1KVYmrSgNZ+lzyD1aJc8cLKrc1U0UodW2sFvbsjUuZXpoEPNhktbXu+IXKLcxQr/+aeo36y2M8d6wKiz+vEqsVqhj+Q6szVNo1YJmSN4+zExPbdOf8UedU87700ks6gjPCMufHH4S5JCZejKwUC3/Ab33rWzriMKIz4WPkZa6QOWXmBD07jzilDD7wfF/Kkg8F9/F8/sieiWBkZKSOeDxGmXkmNiwNdMaDwdzhz372M93IT1lSgNzHzhZOjpAJBnPGTz/9tH44eN3MCTKBZAaE5zBX6XltvH+8l7wXPMb35F8mOhMnTnQ/OA4s+UyYMEGfz0SLCTEfWuY0ee6GDRvcVUsdBROr733ve7pExXvBRIy/IX8b/k6MB8xAMOf94x//WMuRcYbfkb83pcIEwym9+sL7xPhDmKCOGTNG3z9KyxOWMnifGM+YOeN1M4GhwPi7dEYmi21XjPvMAPHa+Jm8Tv4+DLw/lB07RP3qV7/S5/A3Yg0M4wrjNGXjKR9PeG2eVfeM7xSKJ9xmWyqfR95rPi/cx849vM+Mn56ZmI6Ev+13vvMdnQ7wu/CZoDjZ4Yzfnb8hS6Ff//rXdTzm/eA+CoaZQGYuuZ/PgQMlw7jO54T3ijUiDmyTZHzxhM/ct7/9bZ3J5P2nOJhuMd7yu7DmwqkW70j4OT/60Y/0feD35zPB63PiM2siKEr+dtxmesF9TCuZRjJzzv3MoDvwPjHe8DflvWZ6wIwo0wrGJSdNdqB8v/a1r+njvNcsoRL+Pp4Z2FbTVJvpqaFAhCo03VBp2G1VgmaPW7ZPsuTJDkjsxbv2myqBV4WD8MVWSZKynfmfrOph9valGGerkiOravne/LtaSfP+BuD6XCXoP1Gl3D9TnzHP+gy+nvt4Hr/HNPVe7MV7V2U076xSUv2+dYxh608sqc9SpVZ9rp/QnjJl5GMCxQSAuWBGbFbTUKCsRiFM1PjDM0FjjpwPEH90Jpbc56+9hqUIHnNKUXxPvgdfz9yUL4wEPOZ8pgNz3E6bQ0fCh5HS5jXxezgJGh8QXgcTCMJqKl4H7xclymthzpHn8D56PhgOTPx4rpPgsWqI57J6zjM36cD7zffzTRD4AHbGvaAcmPvl9+O9YBwh/N35vZx2dnZwYMaI94L3jQkkS7J8DTMjTk7cF2bG+F4ObBYI1BbMki1rBZw4xs/gveyMDBbh78/vx+/A63ISKCd+OyV3CsN5jljC4G/M+8TXOKVrf1DWnr8p47vzng5MUCkVXjffz4mLzOTw8zojTjiwBstJCxgoMMJrdJon+EywpMU0hN+X8cSBvx+vxxemD7zHvj1PGU8YXzxhBpNplfObeGbC+Dx5NhN1JBSjE//5rDi1TYz7ns+M52/n1AASnu/0TfDESXNYU0b4HLFdnq/3vReMK573mm3YhHHEXzr7xDTXZsoSIKt3GVhapWT5PyXlSI3ncJvnM1BsHH/qnOsrOr4Pz+cxnsPj/J+vdfZ5nu/sZ3A6JTnvw32e5/qG9pKpIAiCIASkKZn2hCAyFQRBEDockakgCIIgtJGTQ6xetJROTwyjVGCbro3aEgRBEIR2hmM3I/cBMT00PFKhzLRbi0wFQRAEoY2ITAVBEAShTQD/PxyQJPJz3JDIAAAAAElFTkSuQmCC" alt="" /><span style="font-family:SimSun;font-size:12px;"></span> </p> <p class="MsoNormal" align="left" style="text-align:left;"> <span style="font-family:SimSun;font-size:12px;">图：</span><span style="font-family:SimSun;font-size:12px;">2023</span><span style="font-family:SimSun;font-size:12px;">年</span><span style="font-family:SimSun;font-size:12px;">5</span><span style="font-family:SimSun;font-size:12px;">月</span><span style="font-family:SimSun;font-size:12px;">31</span><span style="font-family:SimSun;font-size:12px;">日</span><span style="font-family:SimSun;font-size:12px;">-2024</span><span style="font-family:SimSun;font-size:12px;">年</span><span style="font-family:SimSun;font-size:12px;">5</span><span style="font-family:SimSun;font-size:12px;">月</span><span style="font-family:SimSun;font-size:12px;">31</span><span style="font-family:SimSun;font-size:12px;">日天然橡胶</span><span style="font-family:SimSun;font-size:12px;">SCR5#</span><span style="font-family:SimSun;font-size:12px;">现货价格趋势（单位：元</span><span style="font-family:SimSun;font-size:12px;">/</span><span style="font-family:SimSun;font-size:12px;">吨）</span><span></span> </p> <p class="MsoNormal" align="left" style="text-align:left;"> <span style="font-family:SimSun;font-size:12px;">根据以上天然橡胶</span><span style="font-family:SimSun;font-size:12px;">SCR5#</span><span style="font-family:SimSun;font-size:12px;">现货价格曲线图可见，</span><span style="font-family:SimSun;font-size:12px;">5</span><span style="font-family:SimSun;font-size:12px;">月末天然橡胶现货价格为</span><span style="font-family:SimSun;font-size:12px;">14900</span><span style="font-family:SimSun;font-size:12px;">元</span><span style="font-family:SimSun;font-size:12px;">/</span><span style="font-family:SimSun;font-size:12px;">吨、环比上月末</span><span style="font-family:SimSun;font-size:12px;">13350</span><span style="font-family:SimSun;font-size:12px;">元</span><span style="font-family:SimSun;font-size:12px;">/</span><span style="font-family:SimSun;font-size:12px;">吨 价格上涨</span><span style="font-family:SimSun;font-size:12px;">11.6%</span><span style="font-family:SimSun;font-size:12px;">，同比</span><span style="font-family:SimSun;font-size:12px;">11450</span><span style="font-family:SimSun;font-size:12px;">元</span><span style="font-family:SimSun;font-size:12px;">/</span><span style="font-family:SimSun;font-size:12px;">吨，价格上涨</span><span style="font-family:SimSun;font-size:12px;">30%</span><span style="font-family:SimSun;font-size:12px;">。</span><span style="font-family:SimSun;font-size:12px;">1-4</span><span style="font-family:SimSun;font-size:12px;">月，泰国出口到中国天然橡胶合计为</span><span style="font-family:SimSun;font-size:12px;">34.4</span><span style="font-family:SimSun;font-size:12px;">万吨，同比降</span><span style="font-family:SimSun;font-size:12px;">9%</span><span style="font-family:SimSun;font-size:12px;">，东南亚旱情也同样影响到其他产胶国，进入五月后，进口胶依旧不上量，而国内产区也没有大量原料上市，下游紧缩后橡胶迎来一波反弹呈现短期震荡上行。后期供应端原料产出放量，国内外产区在逐步增长，原料价格承压，但尚未进入高产，降雨等气候变化仍不时影响割胶，随着国内外产区开割推进，供应仍将持续释放，原料端价格仍有压力。加之国内下游变化相对不是很明显，故而持续攀升的可能性不大。</span><span></span> </p> <p class="MsoNormal" align="left" style="text-align:left;"> <b><span style="font-family:SimSun;font-size:12px;">3.2</span></b><b><span style="font-family:SimSun;font-size:12px;">、下游用户需求分析：</span><span></span></b> </p> <p class="MsoNormal" align="left" style="text-align:left;"> <b><span style="font-family:SimSun;font-size:12px;">经销商备货情况：</span></b><span style="font-family:SimSun;font-size:12px;">虽然二季度韩泰工厂针对性给予代理商</span><span style="font-family:SimSun;font-size:12px;">3%-5%</span><span style="font-family:SimSun;font-size:12px;">的达标返利支持，但由于终端运输市场运力不足，车主替换需求有限，代理商出货速度缓慢，导致超额</span><span style="font-family:SimSun;font-size:12px;">120%</span><span style="font-family:SimSun;font-size:12px;">达标甚至</span><span style="font-family:SimSun;font-size:12px;">100%</span><span style="font-family:SimSun;font-size:12px;">达标任务的压力较大，本月该品牌代理商普遍维持价格平稳。该品牌畅销产品多为高端花纹，备货成本高，经销商新增备货积极性低，保持常规按需补货。</span><span></span> </p> <p class="MsoNormal" align="left" style="text-align:left;"> <b></b> </p> <p class="MsoNormal" align="left" style="text-align:left;"> <b><span style="font-family:SimSun;font-size:12px;">终端用户需求情况：</span></b><span style="font-family:SimSun;font-size:12px;">本月室外气温较上月升高，但毕竟为初夏，暂时未对轮胎老化起到明显的加速作用，叠加车主消费力持续低下，主动替换轮胎的意愿不高，华东地区仅少数经销商表示进店客户中存在提前换胎的车主。综合来看，本月整体销量表现平淡。</span><span></span> </p> <p class="MsoNormal" align="left" style="text-align:left;"> <br /> </p> <p class="MsoNormal" align="left" style="text-align:left;"> <b><span style="font-family:SimSun;font-size:12px;">四、后市预测</span><span></span></b> </p> <p class="MsoNormal" align="left" style="text-align:left;"> <span style="font-family:SimSun;font-size:12px;">二季度初韩泰工厂已发布季度促销政策，</span><span style="font-family:SimSun;font-size:12px;">6</span><span style="font-family:SimSun;font-size:12px;">月对代理商将延续最高</span><span style="font-family:SimSun;font-size:12px;">5%</span><span style="font-family:SimSun;font-size:12px;">的超额达成任务返利，同时对核心经销商进货指定产品给予</span><span style="font-family:SimSun;font-size:12px;">30</span><span style="font-family:SimSun;font-size:12px;">送</span><span style="font-family:SimSun;font-size:12px;">1</span><span style="font-family:SimSun;font-size:12px;">支持。由于本月终端运输市场替换需求平淡，代理商出货速度缓慢，与上月相比，本月部分代理商进货积极性有所减弱，次月为本季度最后一个月，预计代理商为获得最高的返利支持，而增加进货量。次月室外气温进一步升高，爆胎几率相对增加，但在低运营利润之下，车主提前替换轮胎的占比不高，难以带动零售市场销量增长，进而经销商新增库存的意愿无法提升。考虑到价格因素带动经销商进货积极性提升的作用微弱，代理商普遍维持原有价格水平。</span><span></span> </p> <p class="MsoNormal" align="left" style="text-align:left;"> <br /> </p>
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