{"id":42982,"date":"2025-09-04T11:41:08","date_gmt":"2025-09-04T11:41:08","guid":{"rendered":"https:\/\/www.europesays.com\/ie\/42982\/"},"modified":"2025-09-04T11:41:08","modified_gmt":"2025-09-04T11:41:08","slug":"volume-of-retail-trade-down-by-0-5-in-the-euro-area-and-by-0-4-in-the-eu-euro-indicators","status":"publish","type":"post","link":"https:\/\/www.europesays.com\/ie\/42982\/","title":{"rendered":"Volume of retail trade down by 0.5% in the euro area and by 0.4% in the EU &#8211; Euro indicators"},"content":{"rendered":"<p>          Overview<\/p>\n<p align=\"justify\" height=\"1.5\" marginleft=\"0\" style=\"text-align:justify;line-height:1.5;margin-left:0\">In July 2025, compared with June 2025, the seasonally adjusted retail trade volume decreased by 0.5% in the <strong>euro area<\/strong> and by 0.4% in the <strong>EU<\/strong>, according to first estimates from <strong>Eurostat, the statistical office of the European Union<\/strong>. In June 2025, retail trade volume grew by 0.6% in the <strong>euro area<\/strong> and by 0.5% in the <strong>EU<\/strong>.<\/p>\n<p align=\"justify\" height=\"1.5\" marginleft=\"0\" style=\"text-align:justify;line-height:1.5;margin-left:0\">In July 2025, compared with July 2024, the calendar adjusted retail sales index increased by 2.2% in the <strong>euro area<\/strong> and by 2.4% in the <strong>EU<\/strong>.<\/p>\n<p align=\"left\" height=\"1.5\" marginleft=\"0\" style=\"text-align:left;line-height:1.5;margin-left:0\"><img decoding=\"async\" class=\"chart\" 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aWLbJWrVraj390gt14\/WWuO+H477phCrzc\/8BjpkBJ+BP+I4AAAggggECaBVgcAggggAACCCCAAAIIIIAAAghkp0D1wEh25jAFufroo09txszZbs67jRpup55yopWUdHTf27Rpbcd+7xg7+KD93Pf3Rn9gs2bH1\/z4+JPPbGb4+\/z8PDv5xONs12E7WYsWLVy3x+4j7dQf\/8CKigpt\/vwFNnr0WDcfPhBAAAEEEEAAAQQQQAABBBBIkgCzQQABBBBAAAEEclqAwEgDV\/+GDRts\/KcTXC2Qjh3b21HbbJIQAAAQAElEQVRHHuICGtVnEwSBHbD\/3talSydbtWq1ffjhx1WjKyoqbOzYj9zve\/fuaTvu2LdqXKynb9\/eNmTwQPdVQRTVMHFf+EAAAQQQaIIAP0UAAQQQQAABBBBAAAEEEEAAgewXIIcIbFuAwMi2jeKmUKBj0aLFbli3bjtYu3bFrr\/mR+vWraxTSYkb\/PWMWaZ3j+iL3i2yoHShem3Ajv2sefPmrr\/6RxAEYcCknxu0eMkSK908vRvABwIIIIAAAggggAACCCBQU4DvCCCAAAIIIIAAAgggUG8BAiP1pqqcUDVG1q1b77502tx8lvuS4EM1RjRY7wuJ1fpYvHiplZevtby8Frb99l01OmFXUtLBCgry3bRlmwMxCSdkIAI5LEDWEUAAAQQQQAABBBBAAAEEEEAg+wXIIQIIIJBsAQIjDRQNgsCCIHC\/Ki8vd39r+1hYtsiNUm2RZcuWu\/7ly5fbxo0brVmzZpafn++GJfpoV1xsBfkFbtS8eQvcXz4QQAABBBBAAAEEckaAjCKAAAIIIIAAAggggAACCKRIgMBIA2FbtmxpHTu0d7\/SC9TX1BIcUQ2RhaVlbrpNmzbZhjAYoi9LlizTHyssLLQO7du5\/kQfzZoFFoRdonHZO4ycIYAAAggggAACCCCAAAIIIIBA9guQQwQQQAABBDIrQGCkgf75+Xk2cEB\/96vZc+bZRx+NNwU+3IBqH+PC4fPmU9OjGgm9CCCAAAII5LYAuUcAAQQQQAABBBBAAAEEEEAAgUgIpDQwEokcpiARe+45yrp27eKaxHriyf\/ZU08\/a3qPiBalmiLP\/PcFNywIAg2iQwABBBBAAAEEEEAAAQQQQCCrBcgcAggggAACCCDgkwCBkUasrTZtWtspPzreOpV0tA0bNtibb71nf7r0WjvzrAvs\/Asvt1dfe8u6d9\/Bvn3MUW7uQRBY82ZQG\/8QQACB7BIgNwgggAACCCCAAAIIIIAAAgggkP0C5DALBbhb38iVqhoj557zGzvqyEOsuLitBUFgzcLgh4Ilx3\/\/O3bmb37m3iNi4b+CggI3jYX\/OnfuFH6alZeX2+IlS11\/oo+NGzfZprDTuObNm+tP1nWTJn\/ugkkKKNFdgEUYWGQ7YDtgG2AbYBtgG2AbYBtgG4jKNkA62BbZBtgG2AbYBtgG2AZSuw3o3mDW3fAkQ94IEBhpwqrKz8+3ww87yC675Dy7+aYr7c83XmEXXXi27bnHKBckmTlzlpu7apgUFha6\/qKiQjdu48aNVlFR4YYl+li6bJmtrVjrRnXuXOL+8oEAAikWYPYIIIAAAggggAACCCCAAAIIIJD9AuQQAQRyXoDASIo2gTXl5TZz5mw39+26djEFRPSlSxjkaNmyyNatW2+LFi3WoIRdWdliW7u2wgoLC6ykY4eE0\/g+cPCgAVVZuOXPV5mPXSwDPqZdafY1\/b6mW+bqSH9myzv+mfHHPTPu2ueowx9\/bQcN7dhu2G4aus1Un57tJzPbD+6ZcY9t+\/hnxh\/3zLiz3WfW3Xf\/WLmtfm8wNoy\/CKRLgMBII6T1svVzz7vUbrzpDlMAJNEsZs2cY\/MXlLraIUOHDqqapH37du7dJBowcdLn7h0l6q\/ebdq0yb74Yqob1KF9e+u8ufktN4CPhggwLQIIIIAAAggggAACCCCAAAIIZL8AOUQAAQQQQKBBAgRGGsRVOXH3bju4ZrAU+Pj6q5mVA6t9rl69xv733EvhNOusa5fOtmP\/vlVj1fyWAiVBENjUqdNt8uQvqsbFeqZO+8o+mzDJfd112E6mGibuCx8IIIAAAggggECVAD0IIIAAAggggAACCCCAAAIIINAYAb8CI43JYQp+M2BAP+sSBjwqKtbZQw8\/YePHT7D169eb3hvyVRgoueW2u2zGjFmu+az\/++43tgps7LXnbtajRzcXOPnXA4\/Y2++8736vebw\/5kP7+z8ecs1ode3axfbcc1QKcsAsEUAAAQQQQAABBBBAAAEEEIiwAElDAAEEEEAAAQRSKEBgpBG4bdq0tuOP+461bdvGli9fYfeFgYyzz7nYzjr7Irv51jtt\/vwFVlCQb8cd+23r16\/PVktQDZCTTjzWNaml94g8\/sQzpt+r+\/fDT9qqVautXbtiO\/mkY03L2moGDEAAAQQQyEoBMoUAAggggAACCCCAAAIIIIAAAtkvQA4zL0BgpJHroHfvHnb+H35rqv3RqlUrN5cgCFwgY4\/dR7pxw3fd2Q1P9NG5U4n97qxf2aGHHGDFxW0tCAI3mQIh++27p\/3hnDOs2w7bu2F8IIAAAggggAACCCCAAAKeC5B8BBBAAAEEEEAAAQQiI9AsMinxMCGq+fH9475tV11xod3y56vs5puutCsuu8BOOP671r59u23mSL\/\/xtGH2WWXnOd+q3no9\/\/33W9u1fzWNmfGBAggEEEBkoQAAggggAACCCCAAAIIIIAAAtkvQA4RQMA3AQIjvq0x0osAAggggAACCCCAQBQESAMCCCCAAAIIIIAAAggg4KkAgRFPV1y2JFu1ZNT5kp+a6VTa1dUc7st3pV2dL+mNpVNpVhf77ttfpV2db+mOpVdpVxf77ttfpV2db+mOpVdpVxf77stfpVmdL+mtmU6lXV3N4b58V9rV+ZLemulU2tXVHO7Ld6VdnS\/pjaVTaVYX++7bX6VdnW\/pjqVXaVcX++7bX6VdnW\/pjqVXaVcX++7LX6VZnS\/prZlOpV1dzeG+fFfa1fmS3prpVNrV1Rwe9e9Ks7pkpzNd81Pa1aVreclejtKuLtnzTdf8lHZ16VpespejtKtL9nxTPT+lWV2ql8P8EahLgMBIXTqMQwABBBBAAAEEckeAnCKAAAIIIIAAAgjkuEBFRYUtXrLUW4XVq9fY8uUrvE3\/gtKFtnHjRi\/T77u9l+gkukkCOR4YaZIdP0YAAQQQQAABBBBAAAEEEEAAAS8ESCQCCNRHYMwHH9nlV9xgDzz4mJWXr63PTyIzzaZNm+y551+2y8L0\/+\/Zl2z9+vWRSVt9EjJ\/\/gK77ba77drrb7O5c+fX5yeRmcZ3+8hAkpC0ChAYSSs3C0MAAQQQSKaAnkh55NGn7bwLLrMzz7rAfvf7P9qtt91ls2bNSeZiUjIvnThOmvx5eNJ7q5119kUu\/RddfJW9+NJrpqe0krLQFM5ETzGNfn+sXXr59fbb313oOvVrmMalcNFJmXVZ2WL7+z8est+f+ydnr7\/6ruFJWUAKZyJfOcvbR3ufy61Wqy6wp037yt4f86F9OO4TW7p0mQZ70ym9SrfSr3woP74kXvvN0tIyGzv2Y+c\/e85cr56orKhYZxMnTnFpH\/\/pRFNZwD49AtrOtb1ru9f2r3KQniU3bSkVFRX2\/Auvmg\/HpkQ5nTLlS9PxSsetROOjPuyDsR\/ZhAmTTfueqKe1ZvqWLVsebjuveLWfqZ4Hn+19L7fadt588113fF2yZKk1axZUXzWR7581e6599PGntm7dOlNemjdvHvk0xxKofc2rr71tK1autBUrVtj6DRtio7z467O9F8D1SSTTNFiAwEiDyfhBIgEdcO6970EvbkYmSv9bb482PU2gk5hE46M8TAfPp55+1t59b4w7eYlyWhOlTTc1\/vGvh7284PPd3vdyq23n2utvtfdGf2Br1pS7zWtDePI4bfrX9udb7rSXXno9sheyukGjcnvX3f9yTwLFbhisWLHSnnv+Fbvxz3+xRYuWuDxF8UNPjt173wP28CNP2eLFS5yzyoP6Nexvd\/0z0hfin342yW646Xb7ZPwEd9EkY1086ft1N9zqLqY0LIqd7\/Y+l1ttDxMnfW6XX3mj3Xr73fbvh5+0+x941AUHfXiiUtuO0qmAmtKt9Csfyo\/ypfxFudON7L\/ceZ9ddc2f7YGHHnP+199wexhcvs3tR6Ocdu0fR48eaxf\/6Wq7655\/ubTf9\/cH7eJLrnHnnzomRDn9Ubavj5u2b23n2t613Wv7VzlQeVC5qM88MjXNx59MsJdeft2uvPomu\/\/BRyN9bK1ptKa83J597iV3riBv3wIMZWWL3DnZ3ffeb9dcd6t317m6vn3hxdeq9jM+Xef6bu9zudXx6uVX3rCF4fZfUJBvRxxxsOXn59cs3pH9ruOp9jurVq22du2K7dBDDrAg8Cewo2DyJ+M\/c7577D7Sunfb3vX78OG7vQ\/GpDE1AgRGUuOac3OdMHGKffrZRLvp5r96d9Kug6ZurOoE4Mqr\/+zdU0ELFy6ycePG26OP\/cfdHPDhSfnqBWTMmHH28cefhhcct7ibAz6dtGfAvjpdk\/t9LrcKGuimkm7WFBUW2l577mbfP+7bttPQwaanghQgeeGl10xPmzUZKgUz0E0OXbBq1j16dLNvH3OUHXnEIe4EXsPmzy+1f97\/cCRvgMj2kUefMm0\/zZo1s4ED+tux3\/uWHXjAPtaqVUsl36Z8\/qU98tjTphNkNyBCH9O\/mmEP\/ftxF0wrLm5rBx+0r0t\/n949TflZu7Yi3J8+bVOnTo9QqiuT4ru97+V2zAfjTAFB7Xcq10jlpwKbYz\/82FQutI4qh0brUzUTFFRQOpXe6qlTfu5\/4BFT2ag+PEr9pQvL7JZb\/2ZffDHNBWKrp01NTtxz3\/2RDSbrJtOzz71s2ifqRnH1tCsg+8qrb7ob39WHR6nfZ3s5+lxulX4dR7UNqdx++OEndtnl13vzMNSmjZvC84ANyoarWXfPfQ+Y9kO+1H7ZsHGjbVhfmX7tZ27y7DpX+xfh669v17m+2\/tcbmNP\/Gvb2WXnodavb2\/1etOpNv6XX053wZB999nDOncu8Sbtug+ic4KKinXWqaSj7b\/fXsqHN+n32d4bZBKaEgECIylhzb2ZDhk8wDp2bO9qLMRO2n1pDkY38oYP29mtNN0c0En7zbfc6c1TQZ06dbQBA\/qZ\/sVO2u+970FvamCMGrmrFRUVuqe2ddJ+xVU3eVPl3nd7X8utbhC88OKr7iZYt27b23l\/ONMFRRQcOe0nJ9mvfnGK26Z0g\/Lll99wVahVPqLSzZw1x955d4y7Cf+dbx9tv\/vtL11Q4YjDD7I\/Xni2DRu2k0vqzJmzXW0Y9yVCHxMnTTE1AaNye8qPf2C\/DL332XsPF9y56IKzrWfP7i61n302yXSC7L5E5KOiosKeffYlFxQZOmSgXXDeWfatbx5pSv+ZZ\/zcjv\/+d1xgTTWQ1HSJpo9I0l0yfLbPhnL7n2eed+c5I4bvYldf+Ue75c9X2QXnn1W1zU+e8oXNmTPPrasofcj+qaeftRkzZlnbtm3spz852W6+6Uq78frLXLnNy8tzZeLdcL+kaTOb9q2XrnL4iGqnLVlqXTp3st\/\/7nRnf+3Vf3I3DRTQVNBt3LhPtv5xBIZ8NmGSvfb6226ff8jB+9v1117i\/H97xi\/cubPMo9q0k+\/2Ot76Wm5jm+6u4TnBdl27xL6agmt6GOqaa29xx1htP1UjI9bTsmWR7zVXewAAEABJREFU7RPemAyCyqe1lVYFN6+57hZXi0QB24glOS452t\/sumvlOZlGVA9O+XCdu\/feu1vbNm2UdNf5dJ3ru72v5VYBHV07rVq12tq0bu0eHgqCyvLrNqLwQ9PoOkA17v7+z3+7d5DogSiVj3B0Rv9rn\/LiS6+brgG7dOlsu+82Yqv0qJbg++9\/aP+6\/xFT+vVQix4s1f5pq4nTPGDcuPHuIZUgCGz\/\/fc2PcBVPQlKo9458sST\/3VpV\/rffuf9SLwDxnf76s70554AgZHcW+cpyXG7dsXWp3evqnnrpF3NwfhSA2PwkAGmk3dlQAecr8ObBzel46kgLbCJXRAEtssuQ90Ft2alk5JPP5voTQ2MruHF3vbbdVXSXafmndQUz7XX3xb54FQQ+G3va7mdO2++TZz0ual6t2paKB9u49n80a9fHzsmvNmtm2Vlixa7mg2bR0Xij24+6oJjyOCBtvdeu8U9CdSiRQv7\/rHfNgV8tC\/SCbJONCOR8DARFRXr7O2333cXHApE7TR0UDh0y3\/tR0\/6wbGu5osuSkaHFx76u2WKzPbpCbKvvp7p0nfMt46ywsKCuATtNmq4HRBeiGjgzFmz7euvZ6k3Ep3v9j6XW5VFtbWtcqtaaT844f+qzhl080aBBh3LFFDT+y8UELzuhtvcO4\/OPe9S08MKc+ZmLmCiC37dnNc+84cnf9+GhuU2CALT\/kY1vY751pFuP1RautDUlrje23TBRVe6dx9dceWNptptFWFQMVMFYdLkL9yNAu3rTwuDOt277+CSovKr4LL2oxowMww660n0v\/\/jIZO73jml9aB2xnVupGnS3cnttdfedvtM7Vu+cfRhrkmSIAisd+8e9rPTfuhuPq1cucrUdMzo98eazPXeKa0DNfukdZLudMeW57O97+U2tg50XB0xYhdXRvUQWucwOKhxC8LyquY4E9XAUC0fXQtkartX+mKdHkIo6djBXaeoZqYCsarBoG09Ue0XrbdxH413+6LYPDL5d+TIXV1tWDUl1KtXD5ePuq5zVeZVMy8K526dO5XYwIH9Tf+6du3szn3kW9d1rgLoX06dvlXNPM0j3Z3P9nWW27v\/lbDmVBTKrc5fJk6a4vY3Bxywt3UNr9Orr\/eJ4fWXmsW77+8PmrbzTz75zP39651\/d82Kanz16dPdr1ZA9ICKWg84+qhDrE2b1lVJ0Lav8RdfcrX9+5EnTfsZpf+90WPthpvuCO+d3JrRZjl1D+TV195yD+D07dMrDOoMr0q7ehTYvP0v99q119\/qzsuUdnWPP\/GMXXTxVa7lDQWtNG0muvdGf+AeDvLRPhNeLDNaAgRGorU+vE7NkCED3UE0Pz+vKrqtHbhqYOikXSfwUc2gqip2Ck8elT5F5nXSrouJWO2Xd9593zJ5oFG66up6hDcJ9BSoptFFk24I66JDNTAUnIrKxZHSV7PT9qIb2RquJpFat26lXovVflF7ynrvghsYwQ+f7cXpY7lV26urVq2ybjtsbz17VNZOUF6qdwoWdu3S2V3YTZg42d2Uqj4+U\/3Ll6+wqdOmuwvrUaN2dTcma6ZFF1MKOgRBYGWLFtns2XNrTpKx76ULF5reEaE0Dh++s9vn10xM584ltsvOQ9zg2bPmhnlY7Pqj8PFxeAGnQE3\/MHimdNZMUxAEtvvuI9wTlhVhEEjbTs1pMvXdV\/uYl8\/lVsegr2fMtLy8FrbXXqO2Kre68B48aEeX1Vdee9Puvud+d3GobW3t2rWuqdEbb\/qLZeq9R7rJpaCNburpxqRLaLWPwYMGmJ4MXbJkmXs\/ky5utY\/VeZDaGNeTiZl875HeS6C06AZrzXIbBIENG7aTCzbMmj3Hbrr5L+7dQXKXv26Q\/PNfD1um3nukG106\/9W5ze67Dd9qn6knWnv07OZuhCggpU7myq\/WwftjPrSrr705Y+898tne93JbrYjayBHDrEOHdq55zRN\/8D077thjTOfMutEXq4Hx3\/+96J4a1nav9yYqIKublWoesvq80t2v6yo9dKBtukOH9nbeuWfYjjv2dWVBAQbVfrn2+ttcjTblR0366Qnuq6652caPn5Du5G61PLXvP2jgjlYRBoeHhPtK1fKN3SxeunSZ1bzO1bslHvr3E6Ya8ArWbjXDNA4IgsDUlJBq+Oq68PRf\/sS9byEvL8\/tc2pe52p96CbrHeHN14cffcpNk8bkbrUon+2VGd\/Krda\/aotoH6Jj0+41aluoVuw\/\/\/Vv07WM8lezU3m4974HMnauo4cL3tlc87V\/\/z6mc5vqaVTNisef+K\/Vtk\/UvYebb70zY8dbPYSi47\/ujah2qYKxsfTreKZAeG3N\/Kp8676Pzj8zEZT13T7mzN\/cFWiWu1lPSc5zeqbt2xW7J7j1BOJpp5609Un7tbdE9v0jBQUF7ikarcAd+\/cNT9rPjDtpf+zxZ0wvbdQFok7aNV2UOp3w6sJDadp7r91d0zzVT9rvve9B00WHnhrVNFHrttuui7tAatW6pZ115i+2OmnXkym6yNNFSdTS7ru9j+V23rwFbjNo2bJleDMsz\/XX\/NCN+8GDB7jBegp61arVrr\/mh8qzLtZrDk\/V9+UrVrgbG3nhDVY141fbcgYN7O+avKkIb87rZl9t0+nipbZxqRi+ePFSd+MlL7yobhX617YMBaYKCvJtZRjAWrBgYW2TpTVgJcvFi5e4tMT2l+5LjQ89YakbyBqsoJR+p\/6anbYbbT81h6fqu8\/2MvG53Gq70RP9ukhtV1ys7GzV6YEEDVQ+9bScLsoVINSNwCAI3LaeqfcezZg5W0mzDu3bu6bi3JdqH82aBRaE3YqVK00X30qz0q48qKxr0ky990gBDgUXlIbOm5+UV3\/1LgjC9AdmS8OblAoAde3a2QVLevboVpVfNfOhd3yk+yEXvYtMadLxSl31dKs\/CAJrFjSzdevWm\/KpWjC6CbvT0MGmgJuF\/3QT59HHnrbaboiEk6Tkv+\/2vpfb6iu1XXiNteuwnV2Td2+\/Pdr08MTFfzzH1Byt9je6KaZ26S+59Fp76OEnbPLkz037pOG77uyuzarPKxP9w4fvbO3bt7OJk6a4c6Bf\/eJU07WiHuZSenRD8s+33Gl6Gvqpp591Ny47dy6x\/uE1mcZnsguCIAyI7+Yc3\/\/gQ1cu\/3DOb9x1rs7jNm3a5N59pKbN7r73fnv55dddQEFPfG8fXt9kMu1a9g47bBde0\/Zzzc\/q6XLVWjvv3DNdTRJtI7oZHrvOVZOFer+Ebszqpr7Gax6Z6oLAb3vfyq1qtGv9a70fuP\/ebluPrXvVZnhic1BBD2P+5NQT7c83XuGatbzisgtszz1Gmc4XdF2icx3VeI\/9Nh1\/dT6uJrSWLFkaXhvmu3sJuicVW7aClGqGWelTTd\/f\/faXrknLWJOoO+80xO0zY8dbBWhjv03HX6Vv9Ptj3aIGDugfltm+rl8fytsz\/33BVPNY+\/uDD9rP1JSo0q4mUfWOzdh1jc51Hnv8P+6cU79NR6f0+WyfDiOWEX0BAiPRX0fepFA75IIwwKADzrr160036C+79Dx3YNKBUjeRYk+mvPveGHfSGKXMqdaI0qN2J0tKOpieqjn7rF9VVSHVBXfsqSA11aBpo9LJPdaGrJ4SUDMT5517hmtHXCdlSqcuOm6KaPNgOsHSSbhuDOiAr5P2yy45z0aOHOZOUnTBp6cgVPslasEp3+19LrcV6yrqPPHr1693eJLewpYvX+luOKkc1Oz0ZNFlV9xg6d6utD+sqKiomZyq71ovurmnAdOmf+1qvqi\/eqcbmDfcdEeaA86VKdB+vq7066JDN0GUz6++mlH5oxqf2iepyZhMBD3Ly8trpGbL1yAIbMCAvm6AbmrK2X2p9qGLgCef+p+rdp\/ugLPv9j6WWwXAdYGtG9x6+r\/apuB6tU5iAUzdjP\/TxefYr391mp16yol28UW\/D\/\/+wDXFoulefOk1dwPf\/TBNH22q1cRMVG7nLygNb1audkEENeVXmeYTXR50LNZN+iAI3BPd77zzfppSXbkYuStYoG9675LKnvqrd\/PmzXc3UrWefvGzH9v5f\/itnfKjE+x34Tmc3iMUe+\/Rp59OtAkTp1T\/acr7lfYWLZqHAacVCZsGUsBtYVmZS4cCyvL+xc9\/bKf95CRTv5oK0zm0tr107yt9t9f2oDzIzsdy6zaKah+77Tbc1WbUU9u6edmyZZGddOKxpm28eg0MXWtVVKwz7YvUBFe1WWSst6Sko+280+DKwM7mfcjQoYNM7yWrXvtFwT8dU3Vj9tBDDqhqsjBjCd+84F49u1vfvr1NDyjofUBKn65zL7n43LjrXJ1LLixbZNr2Dj1k\/61qF26eXVr\/6Lpqn712D28W59kHYz8y3eAuCa9zf\/nzU0w3h7tubipJ17mqVat97E5hYLZfmN+0JrSWhflsryz5Um51fqLjkdKsc\/fnX3zV1RDXd3U6dqp54nZhkPY3p\/80LM+VgQSNUxBf7+jTsUvX9JrXq6+9FZ5XrNHotHS6V6B9vRZWEV5fKcCqbVrf1X344ce2atVqU1PFvz3zF6bzgiAINMq9u+zUU35gJ57wPRcA1Xx030H5cBOk4UPXGnLXoiZO+ty9i1JlUd\/10IRqXWu\/c+z\/fcu+9c0jqpoC1jFOgfJzfv9rG7BjP00enudMtmnTvnb96fjw3T4dRv4vI\/tzQGAk+9dxRnOopyt1k\/u8c890ke8gCLx6aaACDLGngmpWWdd7MBSEyChwHQsPgsC1I37h+WfFnbTrgklt+urmjE4c6phFRkfpgu\/kE4\/b6qRdwambb7kz0u8fCQK\/7aNebnv16u62Td1wVxMS7kuCD72stFWrVq75A92ErznJokVL7PU33nY3q15\/4x3TiV3NaZL9XU+b66JBQcA33ny31ib6dCHbq2cPt\/hFixa7k3n3pdrH2++MtnnzFtjHH39map6r2qiU9XbpXOJuVOjiSVXSYyftNReoZmNUDV\/D9YRTzYsLfX\/xpddt8ZKlpmZ75tdRq0TzSEan4Ktqp2le48dPdM31qT9Rp2badENzTfmaMKi2dY0XvadEN0e0Xanqe20Oiebd2GE+2yvPPpfbtsVtrUP7du6BDr1Eu+axX08Wfr353TUnhcctNUulPKsLgsDdQNBNA5Vr3VibOvUrjUpb17tXT1crU08k6sZX9QWrBsV7740N93\/rTe\/A2GOPkW7a2DQ6Fv\/w5ONMTz9rmN5VoieM1Z+OTmbdu1W+U2TipCnhxX68ndaF3mWkGwZ6t9SAAZU3BmJp0w3An4QBKj38opsOeoo1HeU1tvwunTuF+8yW7obwq6+\/vdU+\/7PPJllpaZm7WXP8cd8Jb17mx37qHgzROjni8IPcOtF7enRDvGqCFPf4bt\/ochu6BkHmy22YjLj\/qs24yy5D3PnABx+Mq3pgQtt4rAaGzi9iP1JNsfsfeMyi8jDXXnuOMu0bJ0\/+whaEwcHTem4AABAASURBVFilU+VWAQbVfhkxfBe3nWu4yqoePtAT1OrXsEx2Kgv77bOne9hm7IefhIHOlS451c+XY80Ca4RurD7w4GM2afLnVetJwzPV9enT0\/r06WW6sf1puM+JpSN2nXvs945xN4Rjw8eHQWQ166f9a2xYpv76bu9LuZWz3jemYLz6FVT4y1\/vMwX7tO4\/\/2Kq25b33nM3U20uDavZKZh27Pe+5R6ymB+W8anT4o\/XNadP5neVxR\/\/6Hjbf7+93H5ENb5vvf0uU\/O\/qv349YxZ7phaW8A1CAL3QOZhhx7ofq9zunnzFyQziXXOa8jgAfbr009zLZjoGunp\/zxn\/3nmeXfOMHfufFON3rqC3dq3nviD75nOdSrCwLiCoHUuMIkjfbdPIgWz8liAwIjHK8+npMdO2k\/\/1U+qamAsqOOlgVHKW\/WTdl2g6sk93UDVyboCDFGs\/VLdTwcrBacUIFGVeuVHNzWee\/4Vi2INjOppV3\/spP2kE491Jwu6oaGTm6jWflGaY50P9rG0Jvob1XI7cEB\/1ySDTvz0DprYSXvNPKjZko4d2rvBX389y\/2NfWg7UlBkURgcKSjIt6OOOjTuhlRsumT\/VcBg6JBBbraffz7V\/vmvR1zTVG5AjQ891aTyqrZ8ly5bFjdWN+R1M1P5GDp0kA0ZPDBufKq+lJR0ND01qfm\/+94HVSft+l6z0wm8hi1KENhRQCv2\/g5Vv9e7ejRtqrvh4Y0XrW9dYNx1z7\/cBVOiZaopIa0rBbB0QVJ9Gt1IfvGl19yNTtWKOfywyouo6tOkot93e5\/LrR6M2G23Ee5ieUZ4ca3271UzNraedeNe5XrYLkNrvWGg\/Gs7V5lVsDD223T8VbBAgUpdbD\/x5P9s6tTpVYvV04YKhmh\/o\/frBEHlE5RVE4Q9Opbtu++e7qbC0qXLbfWq9D0FGi7eRo0c5m6o6mbjgw897gIJGq5OT2bvvddu1qNHN1ONCw2r2akGnt5xoOGLlyypdZ+r8cnutI\/Qk\/Ka7\/jxE+y5519Wb1U3aNCOpptJeuJTQaiqEdV61KRNhw7tXK2YdN\/k9tne93JbbRNwvUEQmLZjbfPjw+C+niJ2I8KPIAhsu+26uhv34Vf3XwGFTz+baNdcd4ulu7aRS0CND+2DtC\/S8fe90WPjxmrbLynpEDds2bLlpofQotIUcN++vWyH7bdzQZ3qwQUlun37YmvbprV6q7ooXedqP69zrSAI7L3w3K16wEPnmdtv39Xt32OJj9p1rs\/2QRB4U26DIHCBhR\/\/6ARX60k1LP7xr4ft\/fc\/dDX09cCQaqfFtpNEf9X83Q7h9qT9j86XEk2TqmHazhXYUafgzqLwGk\/BnSnh9damjRtdE8WqgVTX8nWvRAFmlRE1IVrXtMkep4ey1KS4zsfkpwfoHgjPecrXlLug1I479qvzWlXnOrHzIAWfdb+ntjQme7jv9sn2YH7+CTTzL8mkOKoC7doV23HfOya8YdnemjfbetMKgsD69+tjtdXAiL00MFP5U3uNarpJTR4kSoNO2nWgTVT7RSftOvjrhkei36Zj2LePOcrVytGBKdHydHH+ox8en7AGxl\/uvM90Ap\/od+kY1rtXD9NTKkVFRe7GU81l6qR91MhdTcEdPemh4JROGGK1X9559333REXN36Xru8\/2PpbbkvDm\/JFHHGw66S0vX2sbN21MuKqr1xBQW+MKpMQm1FO3H338qfu6y85DLdELid3IFHxoX9OzZ3d3krt69erwYnTrG5FabJfNtTOURz1lrmHqtJ959bW33dNDrVq1NL2gTxYal+pOy1GgNfb0vC6aNCzRcnWhnZfXwlWl17tVYtNUVFSY2kKvqFjnnmzaL7zhGhuX6r9az\/vtW\/k0mVw3btyUcJFy7dix8iaNauVUn0hPgH755XS3r9pn791N22P18anql7PP9nLyudzuucdId+O9qKjQvcw2r0WLqlWtmwUnn3ScO45VDazRo+BC69at3dBFm991476k4UPNXBz7f990Nzp0I75XeMytvlg9qXj2Wb8yPdlafXj1fs1D5VlNoa1YsaL6qJT3q6mXb37zcHfTd8SIYdapU8eqZQZB4N63cMavf2o6T6sasaXH9XXoWBkkV203PT3qBqbhIwgCO+rIQ12zHe3D8+Q99hgVt1Qdg3\/1y1NN21fciGpfCgoLrNXmdzotCgPN1UalvNdne+HIVTeKfCy3Sn\/NTg8L6UEIHVM\/+OCjqtE6L3j9jbfdeyT05PCZv\/mZe\/pZ58+6ya1mYfQEctUPMtATBJU3XbUuFFgoK1tUlYrqD3vouPqTU08ylQ1NoHF33vUPV0NW3zPVaR9+wAH7uGP\/+++PdS0gxNISe9gjCAL77ne+YdWbB9O4u+7+pztni02fib+DwyCsHljRk\/yfTZhclYTqD3uovOvGrG5+B0FlKw96\/4hqCFf9IAM9vtv7Vm4VzI\/VXtD+Q+\/nmjz5C8vPy7c2bdpYXf8UkC4urnwXm463dU2binFBULmfiQvu\/PPfNnvOPNMDTwUFBXUutqhlkRW3rcxjJtKv\/Z6aKhs6ZKC7Tvw4vFZ94qn\/ujR33Hxd4r7U8hGrGa9rnPXr1tcyVWoGB4Hf9qlRYa6+CDTzJaGkM\/oCQRC4ppsU+NBNv9pSrJP0vffa3VRtWoEIfddBVzfKdOJe2+9SPbxleCA8+cTjTDc36lpWSUkHi1VZbxde5GpanbT\/PTzopvuCVcuOdZXpOtX09HJsWKK\/OjnTOqp50v7AA4\/GneQn+m2qhmkb0DahdBUXt611Mfn5+aYbgzWDU3oCdtxHlTe5a\/1xCkf4bB8EgZfldvfdRriyetSRh9hOQwfXunZjJ4i6EakghCbUReCzz73kmqNoF5ZhBduCIHFwQtMnu9O+Ru3ga5v\/\/ve\/U+vTP61atXIn8Rs3bjRVCY+lQ+3MfjL+M\/d1j91HWvdu27v+dH107lRivz79p+GNvFGmYHEQJLZT8EQXIHrKW+\/qiKVvTHgzR+9NUblXkKiuMh\/7TbL+BkFgRx91qGufVzcv9AR\/onkrCKHq6Bqnp3JjN1LVBvCzz73inpzTC031lLemSVfns72MfC63eujghO9\/184IbzhWbzJF+VIXBEEY5Kz9tFo3LmNB3K5dOlu6\/ynNSrvyoLzUXL7KYxAkLsuaVunfFMYRCwsLTftNS\/M\/PSl\/5m9+brFmpWouXmW25rDq3zdsqAyga3+jG7PVx6W6X\/v808IbvdpvqgzXXF4QBHVuOxa6bwzxgyCw2DHN0vjPZ3tt69rmte2rDNRkC4KgTntt9xs3P3yRiXJrNf4FQWDaj+rBj48\/+dTU3I0miT3sEQRhoHCvUa7ZJF3T\/O63vzTd7FaZPWD\/fTRpRjsdN3v37umaMP1o83m7jGMPe3QMA5gHHbif6cZs9YehlOeuXdO\/36yJtWP\/vqbtQDdZVetX4yuqPeyhwMNuuw1379mMXedqGzwwDKgoYKXpM9XpGmrUqOHuZuvo0R+4ZmaVlkmTPzc97KF96KEH72+9wsB59etcrTM9nKZpM9n5bB8EqS63yV8zNWsvqMZpbc3LVl+6ynNsn6njbfVx6ezXPuTXm5um0nWUOu0vly9fXncyqh1vM5X+wsICO+XHP3C1d4IgcE2dKtEzZ8a3fqBhNbvYuY4CPDpO1Byfju8+26fDh2VEU6D2K7hoppdUeSCwrYvrWBZ0oaiT9gvP\/52r6aCLxXQ+ORxLR82\/OjGsOazm9yAI3M3kP\/3xnMqngooKTU84lZRseYqx5m\/S8T0Igjov8GzzP60j3ZS97NLz3PtH9HTHoYceYPq7eZKM\/FG6gqD2GzOxRJWEwanTf\/kT0xOuXbt2cU\/77zpsaGx0Rv4GQZAT9lEqt7sO28nVlgiC2rcZPV2jp5zLy8urbiDELgKDIHBPftfWVq6l8J8cFZzUfq+2xejmXeykXE\/4abrqF+C6cR9rS1fj0tnp5sXxYVBH+ahtubHAji6SYrUu1DTGm2++6y7MVXsjEy+GDYLADjpwX1PzNLWlXcNjNyCVZgV3NGzMB+NcMxo6TigIXVf+NX0qOp\/t5bFrU8ttuP723WePWpus0jJS1elidfvtujZq9npwQs2y6UJVTSc1aiZN\/JHSrjw0ZjaTJ3\/hbqSpJlibGk3GNGZ+Df1NEASmBzt0k7Ghv9UNHb2fRL9TMxoK2Ko\/nZ2a5lDZbcwy9W6RhQvLTDdW5d+YeTTlN0Hgt722eW37jTGIQrmtmW41K6Qgz6JFS0y1Rqo\/7KHmqvbdZ8+qn6jMnHfuGXbBeb\/NyD6zKiGbe3TsPDAM0Gg\/+P4HH5puVMYe9giCwA48YF+LlRPdyNfDUFdf9UfTQzBBUPu53ubZp\/yPjvn7hMcfnde88cY7bp84ZvPDHsrTEYcfXHUtpWl1nXvVFReZmilMeeLqsQAdf\/X+vRkzZ9ukcJ9e\/WGP\/v372LDN11JBsOU694xf\/6zO2nj1WGxSJpGnz\/Y+ltt27YotVntBK3Hjxk22auVq9dba6WGiWTPnmMpDps51YomrHtzRMJ0LrFq9Rr21drNmzbHS0oUZO97GEqZzHT18pk77TQ1fHaZdeVB\/ok7jYg\/OZepcJ5Yun+1jeeBvbgkQGIn4+o5i8ioq1tnEiVPs\/TEfur\/63pR06ia3nkz5\/dmnW+wmYFPmV9dvdSJbWlpmY8d+7Dr1a1hdv6lrnG7kK8Bw+WUXmN4\/Ute0yRini59p075y9noxng6QTZlv7KLj0kvOs6Gb33vQlPlt67e6APpw3Ccu\/bPnzLWNGyuf4NzW72obrws+1TL52U9\/FJ6A5dc2WVKG+26vcpqL5bZL507hBV1L16a8tjmVmRdfet098a8bCHoKMSkbSB0zaay9ToS7d9vBzVltxa5cucrGjRtv07+a4Zpy2H\/\/vVO+z9TCG1tuW7VqaZ07ddIs7OsZM11zd2++9Z4tLFsUltc8F9TSPshNkKKPppRbtddeUJBvq1atMr2AUccLNSehY4ZuIAweNCBFqd4yW5\/t5SSzxhxvfS63W9belr6Kigp75n8vuqeke3TvZr16dd8yMgV9TbFPlBw9Ga33qWmftOceI10zhommS9awppTbmmmQhW4e611U2ieNHLlrzUmS\/r2x5TZRQvQ+hv\/85zn3fpGBA\/uH+9SSRJMlbZjv9hVJvEapiGi5rV4O9YLd0e9\/6J741zWJgv41A5dBEFjBNpqPScYGVFFP+17h\/k\/7QTUR+t7oD6qa1uzebXvX\/JfV+KdmC3WTsMbgpH+tb7kdOmSglXTsYDPDG6gKisQe9hgUnhOoCaqaCSsIzyO0bmoOr+t7Q8fVt9wquKAHUrRffPvt0fb2O6Pdwx5K42GHHmg1nZVujWtoeho6vc\/2sqzPuY6v5VaBZdVe0H0O7V+0\/dS2fivCfeazz71saupPZVxlvbZpkzG8Pvax4I6aVFSQQQ9l1bZsHW\/\/9+wUyAGHAAAQAElEQVSLYcBznUXheBsEW5qmUnqO\/d4xtZ5\/yULnOjpfi8q5TpTta9sGGJ67As1yN+vkvKECOunSy\/suuOgK00tr\/\/3wk+6vvmu4xjd0nrHpgyBI+Um7ntS85rpb7cqrb7IHHnrMderXMI2LpaUxf1N90q6D3ejRY+2iP15lt95+t8n+vr8\/aBf+8Up74MHH3E3fxqQ79hud9OrkN\/Y92X91wnvHX++1Sy67zu5\/4FGX\/utvuN0uvfx6mzjp8yYtTulW+ps0kzp+7Lu9yqXKp8ppLpZbtemvC1itYm1rugicM2eeO7E8+qhDrOYNBE2XrC4Z9mqWUNu43pGiJ7Zffe0tF1Ds26eX7b7b8GQlNeF8mlpugyCougE8b+4C+2T8BBcU1cKG7bKTu+gwM31NepeMcqsaOdo+1q1bb5PC\/ZSaepSJLjiOPuqwrW4gJDMTWk5T9plBkDl7OeiYqmOrjrGNOd76XG617T3\/wium7UUPkLz+xjt2w4132Phw+1ctML1nJZUBwaba6\/ePPPqU6Yal0q9zjLvvvd9Ua2qnnQZbKgOCsmvquY6ePn\/s8f+4fY3ycM99D9ij4Xc9iKGm73TzVdtoKrqmllvdVHrq6WdN24zsX3jxNdO5kp7uVtOEqtkbBEEqku5q8fls39TjrbY9n8rtwAH9TU1Bli1abE8+9T\/3sIduyo8YvnNKto+6ZtpQe+3\/9t13T\/eAx8uvvGlqWlNPlx915KFVtS3qWl6yxzW03OohPjUvp6ezZa+HPVSb66jN775Ldvrqmp+224aWW9WW7dChnXOXv+ah\/NR1w7iuNDRlnM\/2yreOlw051\/G13CpgpqCCanAFwZZjkB52eua\/z7vjrY5XV1x1U9W5ztFHH2Yq63JKRdcQewV3Tv3xD8LrphFVSVH51fttX37lDZd+vYPpyitvMh1vVWtNtb+CYEteq36YhB6VuYaUWzVN9cufn2IKbMYWr3TqfpDOc\/Su1ZtvudP0Lhid66gVEx0fYtMm+29Dym3U7JNtwfwaLRC5HzaLXIpIUCQFdNL74EOPu6d69D6Q6onUdx1U7g9v0Gu66uOi0q9aFrf\/5R7Tu0BqpknDbr39Lps6dXrNUZH4roOnLtZ0Yb+mvDwuTTr4jf3wY\/vLnfeZnoSPGxmRL6pSe\/sd95hePqi8VE+WDqz3hjct1DxN9eFR6Vd6fbZXecz1cquL7SFDBrpNSjfMXg4vwrVeU\/3Ef7LsVRVaF7AVFevssSeeSVtti2SV2wED+rkTeT099uhj\/7FVq1abbiAcfNC+7qaIWzFJ\/tD6TUa5VdM3vXv1dKnTE7mq7aYvw3fd2VJ5c9Vne\/kk43jrc7nV+nvvvbGmgLQuWnWxvaB0oSmAf9yx3zY1gSOnVHTJsNcN+fdGj7VHHn3aPcSgcwyd5+mGzvfD9OsGSSrSnoxyqxsdb779nr3z7hiXduVBNUU0bzVlc8ThB6Vsv6P13tRzna+\/nuUCUtpmtO1oP6am\/LQv+uHJx6estoh8tKymnGdm0j4Zx1utv9SV27pLTGPKrW447rnnbm571rWA9i+Jnvive8lNH9tYe50bdNthO\/egh7a\/2mpbND2Fdc9B670x5XZ4GIBq376dS7+WoP2LmvZVf7o6uTWm3Oop7l2H7eyCodp2lA\/VBgiC1NwErs3DZ3vlKRfLrfId63QN\/+Zb79qrr73tjrfaFnW80r5I5zqpDLQ1xj6W7thfPSSnmrCxczU9kKD7LDrennzi96ua9ItNn6y\/jS231Zevebz11nsuoKPznMcef8a+njHLTaJ9kY4F7ksKPhpbbqsnJVP21dNAPwI1BQiM1BThe0IB3RT6+JPP3DsU9LLcq6\/8o\/35xivsl784xdTkhX6kpyHfePNd9UaqU\/upj4YHDN2QU1p\/e8YvXNqvuOwC91IrVW3Vk5APP\/KU6YAeqcSHidHNXB2sdRAcMXwXu\/RPf7Cbb7rSfv+7001PjYeT2IzwYKinDDWNvkel0wXTE0\/+1\/Q0lU409LTGjddfZtde\/Sc75ltHuhtFupj+zzPPuyrpUUl3LB0+2ysPGSm3WnASumSW26FDB1nbNm3cBaxu8Omp7cMPOyilT\/wny17lZsjgysDO2rVrnezQIYPce5nclxR8JLPcqi3rXr16uFQq\/UEQ2F57jbJU3kBIZrnVU5S6Sa\/tRjcQ9BSZ2kAPgtTcQPDdnnJrNm\/ufFu3fp3b5vWhc4xBA3e0c39\/himopmGp6JJhX16+1vQ+I9VSi6VRtab0PqSf\/+xHLsgZG57sv8kot8uWr3DvLAiCyvIZBIGp5tdpp55kxx\/3nZTt85NVbmfOmh3erNwim5eXZ9oHnf+H31rv3j22jEhyn8\/2okjG8dbHcrvrsKHuXVkqr7vsPNS9b08e6ewaa693GuqJct2kVy3MQw7e39XkTWfam1JuS0o6mgKtyof2MZl4R2ZTyq3Sq+CUth09Xa78YF9\/gaYcb30ut9WFVGNhZbX3jWhbUjBE91mifq6jfHw59SvXZJb61elcbZedh7j3l0b9eKuglGrMKN2xTvvSE47\/bubOdRpwXydT9jEr\/iKQSIDASCIVhsUJaOf7+htvu2GqRvmtbx7hLo51ANQThKeddrKpir9uyr83+gN3UeomjsiHqiqqVohuxP3m1z91F5dKuy72lR+1lxkEgbt5P2bMuIikujIZFRUV9uJLr7kDt05cTz7pONOBLwgqX4R52k9ONjW1o6k\/mzDJ9MIw9UelmzBxiqspoifET\/\/lqab2PfW0qapVyv3\/vvtNdyG0atVqi7XRG5W0+25Pud2yJXXuVGKjRm1pV17NCPTefLN+y1TJ60u2\/T577+HKvVKosnT4YQe6cqPvqeiSWW51oaGyrifIlFa916X6i2E1LJldssttnz49beCAHV0SgyCIezGsG5jkD5\/tRZHM462v5XbYsJ3smqsutmuuvtguv+x808MAv\/j5j62kpIOIUtYlw17HZr3zTWm+7JLz7PprLzU9RLL3Xru7B2NSlfhklVudi\/7hnDPshusuNaVffy+68GxTcDwIKoMlychDzXkkq9zq5rDSfNUVF5k69Z\/4g++5c+6ay0zWd9\/tk3W89bHcqtaIto8LzjvLvvWtI1ztkWRtF\/WZT1PtBw7obxeef5ad\/sufuGbB6rPMZE7T1HK7x+4j7eI\/nmM\/Da+D1bxWMtO2rXk1tdwqvWqa55yzf20Kkmxrecke77O9LJpyvPW93Cr\/6hREuHbzeY4e2rz+2kvszDN+bttv31WjU9Y1xb56olRzXcdYnSuoU\/+pp5xYdb1Vfdpk9Te13MbSoVpefzj3DHeeecnF57q\/Wge77zYipceBppbbWPozYR9bNn8RqE2AwEhtMgyvEpgwcbItWrTE1KTL7gnatNfNi2OOOcpdNOtFelPDCHzVjzPc415W\/PF4lza1661gSPUkBUFghx16gMubhn8WBhdUjVL9UejU7q5eGK2nlHXBHATxF\/Zqa\/J7YXBBT8Cr1oteyJ7kdDd6dqoJokCZnrLWSXfXrl22mpeehNw1vImkEV9OnW5LlixVbyQ6n+0FSLmVQmUXBIGp\/OhJJpWlVD7xryUm275z5xJT29u6mNorxbUtUlFu+\/XtbWqmQU8\/H3rw\/lZzPyyzZHXJLrcK5H7zm4e7p8579uhmI0cOS1ZSt5qP7\/bJPt4Ggd\/lVk8Sq6ZaEARbretkD0i2vR4e0Y0z1ZZKdloTzS8V5VbpV\/lNtLxkDktFudUT9OqSmc7a5uWzvfKU7OOtj+W2U6eOpocm5JHOLhn2Oq\/ZYYft0plst6xklVtdh+mBDzfTNH4ko9wGQeBuYmsdpDHp7n04ybg+zJR9so63ES+37t7Jtu7rBEHgauS3a1ecshqZ1bfNZNnH5hk719H5gvpjw1P1NxnltnradLxSkER\/qw9PRX+y9pmxtMlb7urUHxvOXwQyJUBgJFPyHi13ypSpLrW9e\/es9SVaO\/bva127dDbVGvk0DC64H0TgQ+1662Z761atrHu3HRKmSCeEo0YNdxF2tZu4YH5pwukyMVBBJr34V0EFHTgSpUEXFFo3GqfggpqrUX+mu+XLV9j80FK+ffr2SpicIAjci9B080XTq1puwgkzMNBne3FRbqWwpdMFlJr++8XPT0lZu7GxpaXCXkHp88490w46cL\/YYlLyV+Uw2eU2CAI78ohD7Nzf\/8aGDRuaknTHZpqKctu5U4n97qxf2Y9\/dEJKXwzru30qjrfpKbeVW08qym3lnFP\/mQr71Kd6yxJSUW63zD21fakot6lNcfzcfbZXTii3UshM57M95TYz24yW6ru978dbn8ut7\/Y+H299L7fa99AhUJcAgZG6dLJxXAPzpNoTy5Ytc7+qK5qrmxdqckQTLlhQaoroq79mp\/YQ58ydV3Nwyr4rKLJ2bYUFzQJrFnZWy79+4Y17PZ2n9rVVQyPRZGqLduLEKaZqkInGp2LYggUL3WybBc1c4MZ9qfGhpmqGDB7ghi5atLjWpsxU5V0vK1Pwyk2c4o\/FS5ZaeXl5mG4Lu9qfmFWV2w4d2rug2tSp0y3RP6V50uTPbfXqNYlGp2SYz\/aU2y2bRPVyqyCdbnJvGZv8vlTaq7ZLYWFB8hNdbY6pKrdBEJhqvqT6Ce5UlVsd4\/RUVjWqpPf6bp+q463v5TbpG0qCGabKPsGiUjIoVeU2JYmtMdNUldsai0nZV5\/tU3m8TRl4tRn7XG59t8+5csv1YbWS17Reyu0WP+7rbLGoT5\/Px1vf95n1WT9Mk9sCzXI7++R+WwKFBQXWpm0bN5kCBrrJ6L4k+BgwoL8peKKI8tLNwZTqkymg8MST\/7UbbrzDHg\/\/qoml6uNT0a+qnbqpsmbNGld7obZltG\/f3rp07uRGf\/31LPe35oduzN\/79wftqmtuTtu7PDp16uiSsbBskelFb+5Lgo9evXq4NqgVOFhQWrbVFAosPPvcy3bbHffYPffeb+moVdKuuNgK8gvCQNI604nTVonaPKB16y21eebNW+Cm3zyq6s+s2XPtgQcfs8suv97UvmXViBT2+GxfSLmt2jLSXW69t8+CcquVzz4z\/ftMn4+33pfbdsWuRi\/nOpuMcx3tAevfca5TacU1SqVDfT+932dyruNWNdeHjqFBH5zrVHKxz6x0aMinz8db3+\/rNGQ9Ma2fAk1NNYGRpgpm+e+DILC+fSqbQfryy+k2duzH7sn+RNnu0rnE3ZzXuy4WLly01SRjPvjI1LaiRuywXVcXRFF\/KrvOnUqsbdvW7mb78y+8YitWrky4uPz8PNtuuy5unJrTqhk4UFDi2edece2iqmZJx44d3LSp\/lATWQo2LVhQaq+\/8Y7VFkzSwaptGMDS+NlhEKFmuqZM+dI+Gf+ZW3dqC1fBoprTJPu73iPQKQzs6KT7tdfeCgNTC2pdRK9e3d24RYuX2OrVq11\/7EPBuGefe8lWrVptBYUFiEVG+QAAEABJREFU1jlcp7Fxqfzrs30QUG61bWSi3AaB3\/aUW205ZuwzKx0a8ql9c1tPj7dB4He59dle25jPx1v2mVqDmdlnBkHOlttK9M2fnOtshmjAH8ptJRbnOpUODfn0+XgbBOwzta4zsc\/UcjnXMcvUfR350yFQlwCBkbp0GOcERo4Y5l48q5cuPfr4f+zDcZ+44TU\/2rZta+3aFbub7zVvzi9bttzefPNdN04vQB4xYpeaP0\/J97ZhsGDPPUa5ppz0\/oq777nfFLhJtLAePSpvzi9duiy8OR\/fZNOYD8aZghNqturwww50AaBE80j2sIED+pm8XHDh9bftuedfSbiI6sGamrUz9ETHK6++6YJDnUo62v777eU8Es4oiQMVbDrggL1NZqp+eedd\/7RFi5YkXILeoaJgjZ52VXCk+kR64l9BuSAIbN999nDN8VQfn6p+n+1lkj3ldrb5Vm59tqfcWrivrDD2mdqLNKzz\/Xjrc7n13d7n4y37zMztM7WHotyaZeoaxWd7ym3myq3v9r4fb30ut77bc65jVv\/7OjrC0yGQPgECI+mz9nZJxcVt7cQfHGs6GHXvvoMNGTwwYV6Kigqtfbt2pn\/z5i9wQRD166b+m2+9Z2raRCdDhxy8v2vyQePS0R2w\/962++4jLC+vhe29126mdCZabklJBysoyHeBk+o350tLy+ztd953+enfv48NHlT5Po9E80j2MAULfnDC96xr186hbbHtttvwhIsIgsC269rFjVuydKnLg\/sSfowbN96mfzXDBUP2Dy20PsPBafm\/09DBdsRhBzl7nYh16FC5fdRceMcO7d160ftgysoWV41evXqNvfjS666mjmq67L7biKpxqe7x3V7rmXKbmXLruz3lln1mY\/evPh9vfS+3Ptv7frxt8j6Tc53G7nKMcpu5axTf7Sm3nOs0dsfj8\/HW93Lrsz3nOpm7r9PYss7vckeAwEjurOsm5bR37x72+9+dbj897eQ6a0t06dLJLUc1RMrL17p+vR\/i\/TEfuv5hu+xkAwf2d\/3p+tDLfr9\/7Ldd+ncblTiwoLR0aN\/OCgsL3dPCsZoNCuq8\/Mob7oXmqpVx9FGHmean6dPV6YXLZ\/7m53bGb35WZzNSsabAli9bUVXjRevh1dfeck1wqUm03WsJrKQqL0EQ2KGHHmDn\/v4MO+Lwg1xwJtGyCsOgWnHbNm7U\/DCo5nrCj\/dGf2Bz5sxztU6OPuoQU9X3cHDa\/vtsLyTK7TLLVLn12T4IKLdqlpB9pvYiDet0fPT5eOtzufXd3ufjbRCwz8zUPlN7KMot5zraDhraBQHlNlPlNgj8tvf9eJuJfWZDy2dt0\/tuz7lO5u7r1LZNMRwBCRAYkQJdvQT0hEGb1q3rnLZbt+3dze+lS5fZ8uXL3ZP+apJE74fQbw8+aF83vs6ZpGCk3tPRtWuXOpfdsmWRawpMi585c5b+uJoW4z+d4PqH77qzdQ\/z576k+UNpax8GbupabEnHDmFgp8DWlK+x0oUL3aRvvT06YzV1XALCjyAIXPNXOpEJvyb8XxQGpNp3aO\/GzZk7z203ZWWL7J13x2Skpo5LyOYPn+2VBcpt5sqtz\/ZBQLlNd+1GlVd1QeC3ve\/H2ySUW+NcR1tywzufj7dB4He59dleWxrllnMdbQcN7YKAcsu5TkO3msrpOddpzblO5abQ4E+fj7dB4Pc+s8Erix\/kjACBkZxZ1fXP6NIwqKH3iKiWh162Pn9+qatxkHgO8UO3366Le0JbgZBZs+baxElTbMKEyS4gsddeo0zBifhfJPebXug0bdpXprSrmzhxShgoKK\/XQgoKCqoCHzNnzjbVtnjuuZdNzTspun\/gAakP6jTFvqSkowvsrFu33qZO\/cpmzppjo98f6\/I+dMgg23HHvq4\/VR+qXaNmx7TNyF7bkN4touH1WeaO\/fu4ybS9LV263DWhtWTJUtfE1uGHHZTymjoVFetM24vSrm7q1OmmYS5R2\/jw3Z5yu40VvI3RTSm3PtuLhXIrhcZ12jfm6j7T9+Otz+XWd3vfj7fsMxu3v9SvmrrPpNxKsfGdz+c6Td12KLc1t5v6f\/fdPpfvLbDPrP92nmhK3UfI1XsLmd5nJlofDEOgLgECI3Xp5Ng4nfDe8dd77ZLLrrP7H3jU\/v3wk\/bAQ4\/Z1dfebOeed6kbpqf462JRrYZO4Q16nQS9O\/oDe+GF19zT\/3o\/xL777FnXT5s0TssbPXqsXfTHq+zW2+92aVf677rnX3b+BZfbFVfeaLphr5ObuhbUv39f0xMg8xeU2v+efcnVGAmCwBQUUXCkrt82ZVwy7NVkULcdtnfJ+OyzSfbf\/71gClCpps7hhx3omqNyI1PwMXfufLvmulvtyqtvctuM7LUNXRpuS+dfeLk9\/Z\/nbMWKlXUuuUf3bi4Isnz5Cnv+xVcsVlNH7ybp3atHnb9tykhtE1rXF1x0hWl7UdrV3XbHPfaH8y+162+83aZ8\/mWdwUHf7Sm3jduCklFufbfPiXLbuM2jzl\/l+j5TOD4fb30vtz7b+368ZZ+p0t\/wLhn7TMptw931C5\/PdZT+ZGw7lFtJNrzz2Z57C2bsMxu+zesX3Fswy9Q+U\/50CDRGYKvASGNmwm\/8F9BN67vu\/pd98cU013SRnihs26ZN1c30devWmWoAXHn1n+3e+x60srLFCTOtl0oNHjTAjZs+\/WtTs0gKNBx04L4pfT\/E2++8b4898YyrHaLlKRigaopKiE5sFpYtcjfsL7viBleLQm2qalzNrlfP7uFJQLGrKfDB2I\/czXA1nzVy5LCakybte7LsgyCwnXYa7AI7C0oXunWpRO6++4iU1tTRSe\/f7v6nxd4NInf5az1o+WvWlNvrb7xjl15+vT38yFNV7z\/RuOpd166drWuXzm77UxBLNXV0QqaXrAVBUH3SpPVr2\/jPM8+bmnvTNt68eXPTdq\/tXwvRdjJ79lz7651\/t2uuvcUmTf7cpU\/jqndB4Lc95bb62qxff7LKre\/2lNv6bS\/Vp2KfWanh8\/HW93Lrs30Q+H28ZZ9ZWf4b8pmsfSbltnb12sb4fq6TrG2HclvbFlL7cJ\/tlSvuLZixz9SW0LCOewuVXpnYZ1YumU8EGidAYKRxbln1K+3An\/nvCy6I0a5dsf32jF\/YtVdfbJdfdr7dcN2l9uvTT3PNMOlGt24Uf\/rZRLvmultcjYqKioqtLHYZNtTdXI6NUBNOI4bvHPua9L9qMuqFF191QYx999nDrr7yj3bF5RdU\/r3sAjv6qENd815asJrH0s35a6+\/zWbNmqNBcZ3yP3TIoKph+fl5dtSRh5regVE1MIk9ybbfsX9fF1yIJbFr1y6mwELse7L\/av0\/8eR\/TU+T6f0yF5x\/VqV76H\/9tZfYqaecaNtv39U1pabAg5r2uiwMkLz73hi3vqqnRydfo0YNd9NqeBAEdvBB+5mazdD3VHSfTZhk7773gQsmHfOtI+26a\/7ktnv9\/eOFZ9v+++3lTgq1bAWbFDz8y533JQwM+myv\/O2SO+VW2W1Sl+xy67M95bZhmxL7zC1evh9vfS63vtv7fLxln7llH1CfvmTuM7U8yq0U6tf5fq6TzG2Hclu\/bSY2le\/23FuIrUkz9plbLOrTx72FSqVM7DMrl1zrJyMQqFOAwEidPLkxUrU6JkycbAUF+XbSicda7949qm5OKxjSv18fO\/2XP7Hz\/nCmC5AEQWC6yf3yK2\/Yzbf8zUpLy+KgunTuZPvvv5ebh+Z52KEHpvT9EG+99Z5rMmqnoYPt28ccZYWFBVXpadOmtWn5l11ynh37vW9VBThUu+GW2+6yF158basb9LoZr+bANJNBgwa4PKs\/FV2y7VVb48gjD3Y1fbTuUl1TZ8rnU11zY+3CgNqPTj7etO5jTi1atLBddh5i5\/7+N3bWmb+oqrWyprzcHnv8GVMtkxUr45vXGjVymPXt08vNItU1dSoq1tkbb7zrmnpT8OjAA\/aJ204VkPnud75hl196vunFhHl5ea62iGpV3XDj7Tbuo\/Huu0ts+OG7vdYd5TZckfX4n+xy67s95bYeG83mSdhnbtosUfnH5+Ot7+XWZ3vfj7ep32dWli99cq4Tf55JudVWUb\/O93MdjrdbjrfsM+u3zcem4t5CTMLctT3Xh1s86urjeBt\/vE3nuU5d64VxCNRHoFl9JmKa7BaYM2e+a95I76fo2aN7rZnVxYQCJGef9auqm9w6ab7p5r\/Yp59NivudbjSr22P3kdand8+4ccn8omaa5s1f4J74HzVq17gb29WXo5v0++y9h1126Xl26CEHmG5yK7jz\/Auv2L33PWDl5WurJi8ubms\/\/vEJpqYmjjriYBdkqBqZ5J5U2McCRKr5MiKFNXVE8dVXM1xgScGzzp1LNGirLggC69mzu5137hn205+cbAqi6Cm0KVO+tBtuvMNmz5lb9Rs9XXDyScdZv3596l9Tp+rXDetR8wALFy4yXSwMD52CIHFzXQq0ffMbh5uCa2pSTQEnBXf0DpWnnn7W1I5obMk+2ysPKrPqKLfSqL1LRbmVuzof7Sm3tW8rNcewz4zfZ\/p+vFWZVedjufXd3ufjLfvMmnvG2r8ne5+pJanMqqPcSqP2zudzHeUq2dsO5Vaq9et8tufegif3dfaO3n0d7i1k7r5O\/fZMTIVA7QIERmq3yZkxpaULXV5b5LUIgwDb3iS6d9\/Bzj7rl+4per2TQScQD\/37cZs6dbqbjz4UiFDtDT1xHwSJbzhruqZ25eXlpoNQ8+bNwmBHC9vWP53UfuPow+zM3\/zMPQGh6SdMnGL\/fuTJuBvcChKd9dtfVgWANF0qulTYB0Fg++27p\/3k1BNrDRQlKy8KLGheqhmkv3V1QRDY0KGD7A\/nnGEjhu\/iahQtXbrM7r33AStduKXWUbt2xfab00+zQYN2rGt2TR63dNkyW1ux1gXV8lpse9tRAOWkHxxrPznlRGvbto2rLfLW26NdrSMFepSgIPDbnnKrtbjtLhXl1nd7yu22txtNwT4zfp8pE5+Pt+kqt5zrlFvN88wg8Pt4yz5TpX\/bXSr2mZTbbbtrCp\/PdZT+VGw7lFvJbrvz2Z7j7dbHW\/aZ297mNQX3FjJ3X0f+dAg0RWDbd8GbMnd+64WA3g0RBIHNm7vAyhYlfql6zYwowPDNbxxup\/74B+79HS448vATtmjRkpqTNvR7g6bXzWqdpK5bt94mT\/6i3r9VcOd3Z\/3Kdt5piLtBP378BHvp5dfr\/ftkTeizvQz0\/hD9nT59hqt1pP5tdVpnJ590nCloppo7i5cstQcffMxUC2Nbv03m+I4d2ltRUZFrhm3qtK\/rNesgCFxwR7WmVAtGAZHXXn\/bxo0bX6\/fJ3Min+21DbQLA2CUW\/aZDS0TlNs8Y5\/Z0K2mcnqfj7fsM1taps4ztfX4fLxln5m5fSbllnKr\/Udjuhwst64GfxSuDym3mSu3vttTboSSDxAAABAASURBVDN3vG3MfpbfIFBdgMBIdY0c7dcFX5vWrW35ihX23POvxNWc2BaJagAoOFJUVOiCIm++9e62fpLU8QUFBa7JK830g7EfWfVaKxpWV6cmkn70w+\/bLrsMdU\/\/jx79oXvpZF2\/SfY4n+1l0a9vb8vPzzM1Z6YAgQIFGr6tLggqn\/Q89nvfsubNm9uMmbPto48+3dbPkjpe75+Rv9L8yitvxNVa2daC2oU39X\/xsx+7JsI2bNhgr772Vr0DQ9uad33H+2xPuf1BGJRjn1nfbb36dNlRbtlnZmKfqf095zqbjHOd6nuU+vX7fLxln5m580zOdTJ3rqOSTbnt7t6jmInjrc\/2lNvMlVvf7TneZu54q30+HQJNEUh9YKQpqeO3aRHQu0P23HNkVc2Jx554pkHBEb0PYrdRw11a1aZoup\/833+\/va1jx\/buacJ\/3v+IffXVTJeW+nyoauhRRx5ibdu0sRUrV9qsmXPq87OkTeO7fd++vUzvMlFwQYGRl19+wwWZ6gs0csQwGzCgn\/uN3jmi+dT3t02dTgEZvW9GQT09ga13zTSkxpOeavnGUYe5wNCixYtdcKipaWrI7322Vz4pt8PFEO6vZqS9tpTP9pRb9pmu4DTiw\/fjrc\/l1nd7n4+37DMzt8\/Ubipny22Y+UxfH1JuuUYJN8NG\/afcco3SmA2H421mj7eNWWf8BoGYAIGRmESO\/z1g\/32sR49u7gb1++9\/aH\/92z+srKx+zWqJTu+DyMtrYcuWr7DyNeUalLZOQZHDDzvI1TxYHi7\/r3+7z955d4xt3LixXmko6djBttu+i8u7aj7U60dJnMhne50AHBkGljq0b+eeSnruhVdMLyVfvXpNvYT0+yGDB7hply5dauVr17r+dH307tXD9tl7DxcUnD+\/1G6+9U6bMGGy2xasHv\/0BHKHDu1t7doKW7JkaT1+kbxJZOezfTaVW\/aZyduu6zMnyi37zPpsJ4mm8fl4yz5zR\/cuuUycZ\/p+vGWfmbl9JuWWcpvoWFSfYZRbym19tpNE03Cuk7n7OpTbzJXbRGUhlcOYd3YJEBjJrvXZ6Nzo6fefnnay9QpvFGsmapLqhhtvt3ffq1+AIS8vL7y53CzsAtdpHunsVGPluO8dE14057mb1I8\/8UwY3Pl7vYI7zZo1M9UcsfCfLn7DP2n977t9504l9vOf\/cg6lXR0AYVxH423a6+\/td4Bhry8fOcdhOuhWRC4\/nR9BEFgqjF0yMH7m7aD5WFg7d6\/P2gPPPRYvZrG0vaibScIAheYszT\/89leVJRb9pnaDhraBQHlVmbsM6XQsM734y37zMztM30+3gZBk\/eZ7jw5CALOdazh\/yi3lNuGbzXmrqe5RgkdMnB9aOE\/ym3myq3P9kHA8TYsPpaJaxQtlw6Bxgo0a+wP+V32Cajt7V\/+\/BQbMXwXdzKmJrEefew\/4U3u2+zLqdPdTe\/acq0Xn1dUVJieoFf7irVNl6rhQRDYHnuMtFN+\/ANr27aNS+sXX0yza667xZ56+tk6b3IvWrTY5s6d75pEUpuoqUpjXfP12V756tq1i\/369NNM1eb1fenSZXbPfQ\/Y7X+51+bMnadBCTu9n2PipCluXK+e3U1ti7ovafxQQOToow41ve+koCDfNm7caB9++Ilddvn19sab75q269qSM3fefFu4sMy0\/rTt1zZdKof7bB8ElFttN+wzG15CKLfm3q9VUFDQcLwm\/sJ3e+2vOdfp3cStoHE\/99leOfb5eOt7ufXZPgg418nUuQ7llmsUbQON6YKAcpupchsEmbBvzFaS+DccbzN3jZJ4jTAUgW0LEBjZtlHWTaH3OJSWltnYsR+7Tv0apowWFhbYyScdZ6ee8gNr1aqlBtn8+QvsjvAG93U33GZTPv8yrokq\/U43kd9+Z7R7imzPMDihp+jdD1P0UVGxziZOnGLvj\/nQ\/dX32KLULNP5f\/it7TR0sAvurFu3zt3c\/tOl19rT\/3nOVqxYGZvU\/dV7RRT8UTNIPbp3s169urvhqfqQl7x9tV+\/fr1Nm\/aVsx\/\/6cS4gFO7dsV2+i9Pte98+2hXc0d5rax5dIfd8dd7bdasOS5gFbNVU2cvv\/KGq1mibW3kyF1jo1L2VwGbD8d94tI\/e87cqm05CALba8\/d7Nzfn2E9wwCNEqDAoIJql1x2nb3+xjtWXr5Wg6s6rcdHH3va1VAaOLC\/6WnSqpEp6PHdXuWUcmuuDLDPbFgBodxWerHPrHSo76eOQdpP+3q8Tek+k3OdOjcj34+37DMrV28m9pmU20p77X+jdK7DNUpJ5YpJ0We27jPFxb2F5mJIWZet+8wg4N5CyjYaZoxACgQIjKQANcqzVM2Ia6671a68+ibXXJCaDFK\/hmmc0h4Ege280xC76IKz7YD99666ya3xf73z73bueZfaTTf\/1e782z\/swj9eZfc\/+Ki7ObzLzkNsyOCBmkVKOp10\/e\/Zl+yCi66wu+75l\/374SfdX33XcI3XgtVUxk9OPdFO\/9VPTE+YaVhFRYW7uf3HP11tF19yjd1z7wOuNsmfLrnWPv9iqhUVFdrRR+sldZXNOuk3ye7kJ2d5y12d+jVM47S8IIimvS5wRo8eaxeF6\/vW2+929vf9\/cFw\/V9pDzz4WFXQQE9IaJu58PyzbPiuO7vmqXRhqto7N9x0h\/3h\/Mvs9r\/c47rzLrjcnn\/hVRec2Gfv3a1H9x1EkJJONwkUnFGQQ+9A0bZz\/Q2326WXX28TJ31etcySkg722zN+biedeKzpIkojVq1a7YJq5194uV1x5Y1u29Hfq6+9OQwalprajz7i8INdIE7TJ7vz3V7lUuVT5ZRyyz6zIeWDcnsH+8yGbDDVptUxVcdWHWN1rFWnfg3TOE0aBNE83rLPzNx5pu\/HW\/aZmdtnUm4zV27ra881io58ye2ivM+sT07ru8\/k3kJ9NBs2TX3Lrc\/2EuHeghToEIi+AIGR6K+jpKVQT\/rrprRqgNScqYbdevtdpif8Y+N0INLT\/3\/64zl24AH7WH5+ZdBAtTBmzJhlk6d8YatWrXI3v\/fcY5SdcPx3Xa2R2O+T+VcHzwcfetxeefVN0\/Krz1vfVfPg\/vAGvabTuCAIrH+\/PvaHc35jv\/zFKa6JryAI3NPay5Ytt88mTLJ58xaYmnLSDfDTfnKy9endUz9NSeezvU56n3\/hFXv08f+YalFUB1LQY+yHH9tf7rwvrvZI+\/bt7Ec\/PN4UIBkxfJeq7WLt2rX25ZfTXad+vZtGQQV11eebzP7ShWV2+x33mIIzykv1eS9duszuve8BG\/PBuKrBunAaNXJX++OFZ9tJPzjWBT40UnldWLbIbTv6q+87bL+d\/eJnp1RNo+mS2Sm9PturPFJuze2z2Gc2rGRQbiuf0NN+sh77zIbhbmNqn+2VNZ+Pt+wzM3ee6fvx1udy67s95TZz5bah9jpGcI0ihaZ3vpfbhu4zg4B7C03fairn0NByGwR+23NvoXK984lAlAU8DIxEmTO6aVMTUo8+\/kwYyFhtXTp3st+e8Qv7841X2BWXXWD777eXu3G9Zk25PfzIU6bAQfWcqP37bx9zlF179cV2zu9\/bYcecoANG7aT6\/bbd08XfDj++9+pCpxU\/22y+ke\/\/6F9\/MlnLghz8EH72dVX\/tGlX0EP5UfLGT9+gms2S\/2xTgeigQP62x\/OOcOuuuIi10yYbnor\/bphr2DOheefZal8t4jv9lOmfOlq2+gEWGaX\/ukPdvNNV9rvf3e69e3Ty1Hrpu9TTz\/rAk9uwOaPkpKO9sOTv2\/XXfMnO+PXPzVtL7JXd\/hhB7rAyRGHH+TW6+afJPWPTryeePK\/pkCG3j1z6o9\/YDdef5lde\/Wf7JhvHWkFBfkuOPafZ563mbPmxC27RYsWNmrUrnbxReeY8vy9\/\/uWe\/+O0q5t6CennmS\/P\/t069w5ddXTp3hsL0zK7cXsM7UhNLCj3LLPbOAmUzW578db9pmZ22f6fLxln5m5faZ2PpTbdJRbSW\/dNdZec+IaRQqN73J1n8m9hcZvM7FfNrbc+m7PvYXYFsBfBKIn0Cx6SSJFqRBQM0iqFaKmpX4T3qDu3buHuxmtoIdqhRx04L6uKSDdQB4zZsvT89XTooNRtx22t28cfZid8qMTXPd\/3\/1mVXNV1adNZr+e6n\/9jbfdLJXWb33zCFNtFqVnYBj0OO20k61D+3bupvx7oz8wTe8mrvGh34wcMcxOOvFYl3bdsN9j95EpDegoCT7bqwmyF196zSoq1pmau9L7Z1TDJggC6959B1NNm9g7OT6bMMm9R0R5rtnpRKBv396m7SW27Rx15KGmp7ZqTpvM7xMmTnE1RfTCV73\/ZJddhprSonfpaJtXevROnFWrVtubb77rtqFEy1ee991nDxfkUfq1De2802BXhhJNn4xhFRUV5rO9yiHltpk1ap\/ZxA3Id3vKrbn9FPvMhhcEn4+3vpdbn+19P96yz8zcPpNya+5c2OdzHV0XcLxt2PGWfWalF\/cWKh0a8sk+s1KrXbti495CpQWfmwX4k1GBZhldOgtPi8DKlats3Mfj3YnrkUccbAqGVF9wEAR22KEHWK+e3d1g3eCu2WSSG5GhjwkTJ9uiRUtc+nbfbfhWqejcqcSOOeYol7\/Fi5fa1KlfbTVNpgb4bj9t+tc2e85c11TUIQfv74Jn1S11Qvi9MDimd7SoxtH4TydWH53RfjWTpkCZmrxSTRUFBWsmaLdRw23XYTu5wV9OnW5Llix1\/VH48NlefpRbKWSm89mecpuZbUZL9d3e9+Otz+XWd3ufj7e+llvtc9T5bK\/0U26lkJnOZ3vKbWa2GS3Vd3vfj7c+l1vf7X0\/3qr85mq3dMUG+\/iL1Xbr4\/Nt719OsuIjPvSiG3DieDv+kqn221tnRH7VERiJ\/CpqegIXlC50N3xbt2pl3bslfsG13h8yKrxJHASBqc3NBfNLm77gJM1hypSpbk69e\/estXbHjv37Wtcund0T\/59OmOSmj8KH7\/YKMq1bt97VCioubpuQdIcdtjOtG41UcEFt4qs\/093y5Svcy9G1bffpW9nkV800BUFgu+82Ityu8kzTz5g5u+YkyfjeqHn4bK8MU26lkJnOZ3uVw\/nh8Ydym\/5tx3d734+3Ppdb3+19Pt76Xm59ttdemnIrhcx0PttTbjOzzWipvtv7frz1udw20D5y99R8P96q\/OZat3HjJltbsdEWr1hv0+eW24z5FbaqfEPkGVo0D6xVUTPrVJxnPbvkW78dCiOfZgIjkV9FTU+gnoJfu7bCgmaBNQs7q+Vfv\/DmcatWLa28fK2rJZBoMrVjPHHiFFMV2kTjkz1sTXm5LVu2zM1WTWe5ngQfqrnQp09PN2bBglJTRN99qfExd+58mzN3Xo2hqfvqs71UFixYqD\/WLGi2VW0RNyL8UFNUQwYPCPvMFi1aXGtTZkuXLjO9FFfvKnETp\/hj8ZIeGGlTAAAQAElEQVSl4bZcHqbbwi6w2v5tv31X69ChvQuqTZ06PeFkSvOkyZ\/b6tVrEo5PxUCf7Sm3W7YI9plbLOrTR7ndosQ+c4tFffp8Pt76v89car6eZ2rb8vl4yz5Ta7CyS\/c+k3Jb6a5PznWkUP+OcrvFKt3l1nd7znW2bDvc19liUZ8+n8916pO\/bJxm3fpNtmzVBps6p9xeHbfc3hq\/3MqWrY98VgvyA+vSPs8G9iy0fXdpa0fsURz5NDeLfApJYJMF1Iahnr5ds2aNe4K+thm2b9\/evZhd47\/+epb+bNXp5vC9f3\/Qrrrm5lrfJ7HVj5owoLCgwNq0bePmoCaddOLtviT4GDCgvyl4oidBlm4OplSfTMEcvYj7hhvvsMef\/K9t3Lix+uj69zdgSp\/tlc1OnTrqj+ndMytWrHT9iT569erh3vuiwMGC0rKtJlFg4dnnXrbb7rjH7rn3\/vAGytqtpkn2gHbFxVaQXxAG8daZTpxqm3\/r1ltqUs2bt8BNX3PaWbPn2gMPPmaXXX69qS3vmuNT8d1ne8rtli2CfeYWi\/r0UW4rldhnVjo05NPn4y37zC1rOt37TC3Z5+Mt+0ytQXMPt6T7PJNyW2mvz3SXW+\/tuUbRZpORctvofWbFOpfm6h+ZuD7kXKdyDXBfp9KhIZ8+n+s0JJ\/ZMO2mTWbrN2yyxSs22KQZa2zc56vs02mr7at5a23VmujWGGkWRhfy8wJXU2Snvi1t1MDWNrhXETVGsmGjzIY8dO5UYm3btnY3fJ9\/4RVbsTLxDe78\/DzbbrsuLstqTqtmk0i6Mf7sc6\/Yhg0bTDVLOnbs4KZN5UcQBNa3T2UzSF9+Od3Gjv3YnUQlWmaXziXu5vyaNeW2cOGirSYZ88FHprYVNWKH7bq6IIr6U9n5bC8XNZGlYNOCBaX2+hvv1BpM0klm2zCApWDT7DCIoN9W76ZM+dI+Gf+ZW3ddunQ2Beqqj09Fv96l0ykM7OgG42uvvRUGBRfUuphevSrfr7No8RJbvXp13HQKxj373Eu2atVqKygssM5heYqbIEVffLYPAsqtNgv2mVJoWEe5rfTK9D7Tx32m9s1tOdcxznUqy1BDPn0+3rLPrFzTmdhnBgHnOtLnXEcKDesot5VemSi3vttzrlO57XCuU+nQkE+fz3Uaks9smHbDxk1WXrHJZpVW2KsfLrfXP1pu8xZVhPdhN1kYM4lsFtWEVpui5tZn+wI7dGSxHbBrW+vUrkVk01s9YWFMp\/rXnOzP+ky3DW9Y77nHKNeckN6hcPc995uCB4ky3qNH5Q3ipUuXhTeI45sNGvPBONMNcjWddPhhB7ogRKJ5JHvYyBHDrFNJx3BHsMEeffw\/9uG4TxIuom3bttauXbG7+V7z5vyyZcvtzTffdeP69O5pI0bsknAeyR7ou\/3AAf1MXi648Prb9tzzryQkqh4oq1k7o6Kiwl559U0XmNN63H+\/vdy2mHBGSRyoQN8BB+xt2l5VbfrOu\/5pixYtSbiErl27uGCNalUpOFJ9Ij0Fp6BcEAS27z57WOcwAFd9fKr6fbaXCeXWwhuU7DO1LTSko9xauK9kn9mQbSY2re\/HW\/aZmdtn+ny8ZZ+ZuX2m9j2U28yV2ybaa\/VZpq4PKbeZK7e+23OuYxkrt77b+3yu43bYOfChoEcYE7EVqzfYtDnlNn7qKvv4y1X2+cw1rkktjVNtkqhRhLfJrHmzwNq1bmEDexbZiAGtbJd+LV2ApFUYKIlaehOlh8BIIpUsHHbA\/nvb7ruPsLy8Frb3XrtZUVFhwlyWlHSwgoJ8FzipfoO4tLTM3n7nfRdY6N+\/jw0eVPlOiYQzSfLA4uK2duIPjjUdjLp338GGDB6YcAnKU\/t27dy4efMXuLTqi27qv\/nWe645KJ0MHXLw\/u4muMalo\/PZXjU7fnDC96xr187WPgw67bbb8IRkQRDYdmFwQSOXLF3qth\/1qxs3brxN\/2qGC4bsH26HWp8ano5up6GD7YjDDnLbvS6gOnSo3D5qLrtjh\/auTKiN9LKyxVWjV69eYy++9LoLyqmmy+67jagal+oe3+21nim3Udln+rXPpNyyz2zs\/tXn4y37zMydZ\/p+vGWfmbl9JuU2c+XWd3vKbebKrc\/2Oj\/iXIf7OtoOGtr5fq7T0Pz6OL2CHhs2bLL5i9e594m88fFymzF\/ra0q3xjej1LYpCG5St+0zcJ7gfl5gXXrnG+Hjiq2Q0YW2\/Yl+da8eRDeA0xfOpqypGZN+TG\/9UegRYsW9v1jv22\/\/93pttuoxDe3lZsO7dtZYWGhe2I19nS9Agsvv\/KGqRaJagYcfdRhpvlp+nR1vXv3cGn\/6Wkn11lTpUuXTi5JegKovLzyPRZq\/\/P9MR+64cN22ckGDuzv+tP1ISuf7Tt2bG9n\/ubndsZvflZnM1KxZtiWL1tRVdtI6+HV195yTXCpSbTdawmspGpdBEFghx56gJ37+zPsiMMPCnfMQcJFFYaBwuK2bdy4+fO3NLn13ugPbM6ceeFOvbkdfdQhpurXbqI0ffhsLyLK7TLX7CD7TG0N9e+CgHKrZgnZZ9Z\/m4lN6fvxln1m5vaZPh9vg4B95saNG13Tu+k+z9S+h3KbuXLrs30QUG4519EepOEd5zrc12n4VlP5C5\/PdSpzkN2fa9ZutNkLK2zy12vso89X2cSv1tiiZett3fpNptoiUcx9eCizNi2budohw\/q1dLVFVGukuFVzaxbeegv\/RzHZW6Wp2VZDGJC1As2aNbOuXbvUenNYGW\/ZssjatStWr82cOcv9nf7VDBv\/6QTXP3zXna17t+1df7o\/9GRQm9at61xstzBtQRC4IM7y5cvDyOoG14yT3g+h3x580L515r\/OmTdhpO\/22i7ah0GzughKOnYIg2oFtqZ8jZUuXOgmfevt0RmrqeMSEH4EQeCav9JJZPg14f+iMBjYvkN7N27O3HluuykrW2TvvDvG1TxKdy0pl5DNH4nsN4+q+hNVeyWQcss+U9tBQ7sgoNymu3ZjbB0Fgd\/2vh9v2Wdmbp\/p8\/E2CPwutz7ba99Juc1cufXZPggot5zraA\/S8I5zndaWa\/d1Gr6VJP6F78fbxLnKjqFLlq+3D6essnc\/W2Gfzyq30iXrbO266NYUCQ9h1jyMfnTpkOfeJ3LQiGLr1bXAWhU2M9UW8WmtNPMpsaQ19QIFBQVVgY+ZM2e7Nhyfe+5lUxNDijAfeEBmAgv1zfn223VxT2grEDJr1lybOGmKTZgw2QVD9tprlAsM1Xde6Z7Od\/uSko4uqLZu3XqbOvUrmzlrjo1+f6xjHDpkkO24Y1\/XH9WPHfv3cUmbP780DKwtd01oLVmy1DWxdfhhB6W9lpRLTD0\/fLen3NZzRadgMp\/txUG5lUJmOp\/tfT\/e+lxu62mfmY26Hkv1\/Xjrc7n13Z5yW48ClqJJfLYXCeVWCpnpfLb3\/Xjrc7n13d73421m9haNX+radRtt4dL1NnVOuX30xSr7ZOpqm1u2zjWhtX5DdAMjRQXNbIdOeTa4Z5GNHNDKhvYuso7FLSyvReBqi5hH\/wiMeLSy0pXU\/v37WrNmzWz+glL737MvVb0fQkERBUfSlY7GLEe1GvSCbzX\/9e7oD+yFF15zT\/\/r\/RD77rNnY2aZht9sWYTP9q1atbRuO1TWJvrss0n23\/+9YApQqabO4YcdGEaNm2\/JaAT7enTv5oIgy5evsOdffKWqlpTeTdK7V48IpnhLkny3p9xuWZfp7vPdnnKb7i1my\/J8tlcufD7e+l5ufbb3\/Xjrc7n13Z5yqz1vZjrf7Sm3mdlutNTU2Wvuqe98Pt76Xm59tvf9eJv6kpXcJSxftdEmfb3axk5ZZR+HgZFpc\/RekQ3JXUgK5tahTYswINLa9t6pjQ3oUWSd2+dZQV6QgiWlfpbNUr8IluCbQK+e3a19+2KrqFhnH4z9yNT+Z\/du29vIkcMs6v\/0UqnBgwa4ZE6f\/rWpWSQFeQ46cN+0vx\/CJaKBHz7bB0FgO+002AXVFpQutC++mOZyv\/vuIyJdU8clMvzo2rWzde3S2TWdNXbsx66WlE7I9IK7IIj2Dj4I\/Lan3IYbYIb++25Puc3QhhMutkH24fRR++\/z8db3cuuzfRD4fbz1udwGgd\/2lNvMHQV8t6fcZm7b8dleaj4fb30vtz7bB4Hfx1tt+z50enfI8lUbbFbpWvvoi9U27vNV9tX8tbZkxXqriHATWgp+lBS3cO8VGb5jK9ulX0vbrmOea0KrRfNo3zezWv4RGKkFpimDffnthg0bbPKUL6yioiIuye3aFZuaPooNzM\/Ps6OOPNT0HobYsCj8XbCg1AU+aqZll2FDrW2bNlWDd9yxr40YvnPV96j0zJg528rKFsclxxf7NeXlNuXzL13QrHoGduzf1wUXYsO6du1iCizEvkflbyJ7nXyNGjXcNbumdAZBYAcftJ+pKqm+R6Wrrdz6Yu9zua3N3vdy6\/M+05dy6\/s+M1G59cXe93KbyF7HI5\/Lre\/7TF+Ot5zrqKRkpvO53Pq+z6zteJvqfWaytjSfy21t9r7sMxOVW851krVl1z2fRPb6hc\/llnMdrUG6ugTWrN0YBkUq7LPpa+y9CSvs4y9X2dIV0a8p0qZlcxuo5rMGtrbhO7a0ft0KrXVRtFuHqWs9aByBESnkaKf3b9x9z\/125dV\/tqlTp8cp6IawmqTSwEGDBkTu\/RAK5jz62H\/shhvvsH8\/\/KStW7dOSXVdl86dbP\/993I3uAsK8u2wQw+M3Pshli1bbvff\/4hdc90t9sKLr8UFGKJuL+R33x1jd\/7tH3b9Dbdb6cIyDXKdXuZ15JEHu2azolpTpy77USOHWd8+vVxeolpLqrZy64O97+W2NnttMD6X20bsM5XltHa+l1uf95l1lVuf95nagKNebuuy973cRt1e24fP5db3fWZtx1vOdbRlprarzV5L9bnc+r7P9OF46\/M+s67jrQ\/2Ppfbuux9L7c+7zN9ON7quORjt2HjJlNQZP7idfbptNU2bsoq+2Jmuc1ftM7KKzZGNUum2iAKinTrnG+79m9lIwa0st7bF1qHti0s39MmtGLYBEZiEjn2V090vPzyG+79GxvWb7DWrVvFCRQXt7Uf\/\/gEUxXAo46ovNEdN0GGv3z8yQT37hM185WX12KrwIdqKajbY\/eR1qd3zwynduvFv\/X2aFtYtsjWr19vasNRQYTYVFG3LwvT\/U4YGNF7XDZu2rRVTaKdhg62bx9zlKt1FMWaOnXZ66mgk086zvr16xPJWlLbKrdRt\/e53G7L3vdyq\/2lOh\/3mVEvt77vM+sqt1G3973c1mWvcwaVWXU+llvf95lRP95yrqMS0pSu8b\/1udz6vs\/c1vFW+0t1Pu4zo3683ZZ91PeZdZXbqNv7Xm7rsteeWGVWnY\/llnMdrUG6mgJqJmvx8vX25axye\/3j5fbuhBVWtmx9zcki972ooJlrMmtwSjwRaAAAEABJREFUr5a2906tXWCkfRu\/a4rEkJvFevibWwIffviJzZo919WqOOCAvRO+A0Iv0j7rt79MOC6TWitWrLTXXn\/b1bJQrZZDDznA5aN6mlq0aOFuzn\/3O9\/Yalz16Zrar3dpKDjTkPnMn7\/AxowZ536i2gm77zbc9Vf\/SIe9TqJuve0u+9+zL23VnFr1tFTvVzDkjTfftSVLlrpaIUcfdchW724JgsD223dP+8mpJ24VsKo+r0z018e+Xbti+83pp9mgQTtmIol1LnNb5TYIGmlf51KTMzJK5bYxOdqWveaZjnK7evUaW758hRZX764+5TZd+8wxH3xk191wm82aNafe6fe53NbHPgj8Lrc+7zO1Eaaj3Go5De2itM9cvHhJvc8TYvmsT7lNhz3nOr0s0Xmmz+U2CPzeZ6breBsriw35G5VznYqKClscXms0JO31Od6my55zHb+uD+tzvPV5n6lylI7jrZbT0K4+9ukqtzl3rrNpk\/l8X6eh21oUpt+4yUzvFVFQZPLXa+yjL1bZhOmrbcb8tba6PLpNaDVvFlhhfjPr3D7Pdu7b0kYOaOWa0tJ7RTQ8CrZNTQOBkaYKevh7PdHx6mtvmU4gu3TpHF4wjfAqF9qB64I7CALbf\/+9TZH4TGRAabjttrvt2utvs7lz59crCWq397kXXrUVK1ea3t1yyMH7h3\/z6\/XbZE+ki5\/pX82wl195wz4Y+1G9Zq\/pY9P279\/HBg8aUK\/fRWGiKNk3xoNy2xi15PwmKvbaZz\/3\/Mt22RU3uICmapzVJ4dRKbexi585c+bZAw89ZitXrtpm8n0vt1Gx3yZ0LRNE5XhbS\/LqHByVcltnIusYGRV7ldu\/3f0v1+zqxEmf15HiLaOiVG5j5zqc62xZP1Huo9xmbu1EyV6BhcvDc50HHnzMysvX1gslKsdb7TP1AB\/nOvVabZGYKCrH28ZgRKncNib9UbFXueVcx5\/7Oo3Z1qLwmw0bNtmq8o0uEKKaIm9+stzUnJaGhzGTKCQxYRryWgTWrnVz67dDgR08otj23aWNdSpukXBaXwcSGPF1zTUy3bqxpgNQ7In\/Q8Mb823atG7k3Jr+s4qKdTZx4hR7f8yHNv7Tiaanoeuaq4IRsdoWPXt0s5Ejh9U1ecrGyfHV1952AY4VK1bY+g31i\/B+8cU0mzy58saCXnC\/4459U5HGbc5z0aIl9vobb7vgmCb+6KNPTetC\/bV1ugn70suv29q1FVZUVGiHH3ZQRmuE6ATm7Xfet3\/d\/4jr1L906bLakm9Rsa81gXWM0PYWpXJbR1ITjopKuVXiZFlaWmZjx37s9juz58x1tc80LlGn6aNir1p+H338qXunktqPb95821VXo1Ru335ntOnlinLWOtBNDPXX1UWp3Kp24LTpX9sTT\/7X\/v7Pf7u\/06Z9ZTJOlAcNj9I+M1Ea6xoWpXJbVzoTjYtSuVX6dHz18VxHaR\/zwThXbnXM3bBhvQZts4tKueVcZ1Dk3hFY18YTtXJbV1oTjYvSPlOWOs76eK6j85s333zXnZvperVZsyARd9ywKB1vOdfJ7PVh3IZRjy9RKrf1SG7cJCrn1a5RjPs6cTwN+sK5jl\/ltkErNwITK+ih2iIrVm+waXPKbfzU1fbJl6vty9nltnzVBtO4TZooAmmtngQdfvOaB6Z3iAzqVeSaztq5b5H13q7AWhZt+z5E9XlFvb9Z1BNI+hIL6ED41NPP2rvvjTHdrEk81dZDv\/p6pn047hM3Qk\/8Dxs21PWn+0PpHz16rF38p6vtrnv+Zf9++Em77+8P2sWXXFPrk9AbwuDDiy+97oIRqm1xxOEHW1FhYbqT7pY3ZcqX9sn4z1y\/2rvs3m1711\/Xh5pzeOHFV10Aok3r1mFg4UDXHFVdv0nFONm\/HgZFdMMgNv9Zs+fY1+G2Efue6O8nn0ywL7+c7kaNHDHMevfq4frT\/aEnx\/QEmbaVx594xsZ9NN516r\/ksuvs6mtvsQkTJseVi6jY62Lv3vsebFAzQvKNSrlVEOEf\/3rYysoWK1n16qJUbhU4+8ud99lV1\/zZ1VjQfuf6G26vs9ZXVOx10f\/scy\/ZqlWrTdX5EzUhmGiFRKXc6sLzvffGVgVjddwa\/f5Y956rROnWsKiUW6VFT8pfevn1puYH1Xb\/J598Zvp76+132\/kXXmGPPPq06caxpo11UbH3udzqeJX4XCemnPhvVMqt0u\/zuY7K7RtvvOvK7ZDBA+tVSzQq5Vb2r3Ouk7HzTJ\/Lrc\/7TO0RfT7XUblV7S69h7GgIN+OOOLgetWs\/yQi1yjaZ3Kuk5nrQ5\/LrbZ7n\/eZSj\/nOgdm7Hjr87nO\/7N3HoBxJfX9\/87bvqveLFmWLffeff2Ou6McLUAKEEJJSCchoYQQICG0hJ4QSEhI\/gmkkQZJaKEf5eDuuDuf6527fZa7JavX7fv\/fWf15JUs2SoraVf+rfXbmTczb8rnlX2e75sZ\/mbdDEbRI5XKoLUzgYcP9uGhA3040xqzo0cYXqgMOIUW1xVZusiP5+wsw\/07ylBf7Zdz3cCYQq319OrlTG833Wu+CVy50oE9ew7gC1\/8iu3Um+x87UsaG3D3XbejpCSCB553\/7y88c8fz69\/47v4ry9+GfwPdC7LRCKBB7\/3EPiWbW44\/Xw7+tn332PXPFm\/fi3ma7RFPB63dYzHE+AaJ\/c+6065Mdz4zhAMBMDOTHZq3nbbTtsOtmuuLbfDaPu2zVixotmKNQ+LyMZO7Inqs2HDWmzfvhnV1ZXgAmjG3LjNE+U13fDBwSGwY3v3k\/tsFvX1ddgmbaDrOI7tvOF\/Sv7+s\/866rooFPZPHzqKg08dwic++Rn867994YYjpGwj5asQrluphl0bZ9++g\/jIxz5lBcy4XAsMv54VynXbdqUdn\/rLv7Mjh3gPyq0zz5l\/+Ny\/IlcsdOMLhf3hI8esMGmMwT133466uhq3itd1C+G65X3FFbUjkbCIws8Gr1eOtmg5c27C+hfKdcu3yD77uc+DnU0cLbd+3RrQ6GfleR08+pMnQOEkd82mQmDP+nGUZbFet\/qsM3\/POrxPuiNjed0+73n3TeqZsVCu2wJ81uHlOCkr9medYr5ueYCK+Z5Z7M867shYHoetWzZh1crl9N7QCuH3Vp915u\/\/hzxBivm6LeZ7Jp8Virlfh\/XXZ527JtWXxetMbXoEhqIpnGuL49DwuiJcX4TrjCSSGXC0yPRynb29pLsBHC1SGvFgRWMQW1eGsW11BGuaQiiXMMbNfU\/g7LWXOaswQgpFaLW11Vi7dhX4YaceO1o\/+7l\/u+Gb3H6\/Hz\/14gfwvve+AyuWL+Puc25PPX3YLp7OjjGusfHxj74Pn\/zEB\/GWN73BdrrzB4qjWtgJNbZyTU2NeMfbfxe\/+NpXilI5P8O3KEhxChhjzLhrnLD+XHPEnW6FU678+OHH7BRUmzatx3v\/+O148YueN7Zpc7LNt86\/\/Z3vY2goCo5aecHznw2O\/jDG4OjR47heJ2U4HMLrXvNKvPMP3oKamuob1Df\/0eT6pS9\/HWekI7WqssKeB+96x1vwy7\/0C6D7nnf\/PjaKeGNM9jbtXhcUINje+WZPIqwfhSW+Lc95zz\/wJx8Hjwc7Vhk\/kRXCdcu63bJrO9gZTAGTb\/T96Yc+Ab71z\/YwfiKb7+uWfP\/rv76Ezq5uLKqrxe\/\/3hvxqb\/4ED764feCwibvRRRF9gyPpsttRyGwZyfZt7\/zAzu6YqJ1oTiS6rHHnrTTyvGe819f+JIdmcTjNZ\/XLVlyWp2nDx2hFzu2b8Gz7rkD9Yvq7D3xoR89attlI8d8GWMw39ft2XMX8JWvfhM8x5\/z7GfhQ3\/6brzhN19vjf5X\/8LLERGxh1V3r4sPfvgv7Ki1QmDPehXrdcu667PO\/D3rnDx1GgcOPs3DYK\/b8UbGcm5zrnvEew6No2K5dtB8X7f6rDN\/z5k8YYr5umX9i\/WeWezPOrxuv\/vdH9qRsfw\/ynOefc81nXVMc+DgIXDkOO85dI8eO4FgMDCv\/0fheaPPOvPz\/0OypxXrdcu6F\/M986lR\/Tr3otj6dfRZ5y3z0q\/D8\/5mso7eFB471I+H9vfi2NkornQnEEsU4NxZwweFvWkej8GiSp9dT+Te7WVYtiiASNCRPlgznGphOc7Cas7N0xpjDLZu3WTfumWr2WnDN9En+ya3z+u95mGT+cy28aH9+9\/\/se0I46gDijTseDTGYPnypfiNX\/tF22HP\/1jzP9zsdP3TD\/453vq2d+MP3\/1BO+UWpyPySv1nu67j5c+yv\/f9H9lOspUrmnHbrTtGJaOY8+m\/+Sw++vG\/tNOscLoVGqd5evd7PmTfsuexYkfsqB3naCP3rfP77rvLjlrZsnkDFg13UnKkDv\/Tcb3qcBqz68XPVhxHRfHhi0PrX\/3ql9u655ZVWVmBX5fzh2KbMdkbNllTgPizT3waHGJN7rTc\/ebSX1FRLoJk80iRHDH1jW8+aBe15fRfFH9GIsfxzNd161alvn4RFjfUu5vg9fCfIjh89ON\/ZTvhRyLG8ZD7fF23h48cB8VM8v+1X30dKNSwivyP9M\/89Itx1523chPsBOc0Yf\/4T\/+OP3jn+\/F7v\/\/H+Nif\/RW4rofHceblnsmKcTQCF\/Hk6JsXv+i5yF0XiucM49\/zvg\/jP\/7rf+20crznPPqT3fizT\/w1PvKxvwSF2vm6bnnP5yjA+PAIO46a44jFO4W5McauucTOBLZzIuO5Q5sofrbCyZbznA8MDGLzpg140QufO\/KbyzJZJ\/4GvOXNbwDFWobR+Dvw2X\/8Nyuo8H46X+xZF1qxXresuzEF\/KzDCk5g8Xgcxfysw\/p\/61vfs+IlR8byujUm+7vKJlOI5fpeFMcp2vKeQ\/um7POe933EdlrG5ZrnNcL0c236rOOMulfNNX9jivO6dTkV6z2z2J91eN0eOnzUPmu5\/0dxjwndQ4eP2ZGZn5PfV44c5z2H7mf+9h9tOOPn6\/c2Lvd8fdbx8TDNmxXrdUtgxhTnPZPnvT7rJObt95b3TE5zboyBe88sln4dnvc3g0XjabR2JXDifBR7jvXbtUUudcQxEE0jmSpcYSQUdLCkzo8NzSHsWBOxbnW5Fz6vsSNJsAA\/zgJs003TpKVNjSgrK7Xt5Vvo\/A9oIpEA3+TmG6sUStgxbBPM8Ctfu3OId2vbFTuVFzuUjLn6H22WwQ76pcuWWOGBc7bTOM8s2zEwMIDHHn8SH\/7oJ21HJdPPtXFOedaHD97sgKeo49aB88v\/v7\/\/F5w8+YwbNMp1j83f\/8O\/TnoKpVEZzHCD9fv6Nx60ohQ533brTpsjO1nvvus2+x8RdlByoUYbUWBfJ4QrR37wwZfn\/njVM8bggefdh+ZlTbbzeN261fZhpaOjC5\/+63\/AwacOj7fbnIZt3LjOsuY5VF5eZstmR+o\/fO7zdpowXh82sAC\/WOdVq1bYmnF9H3ZwcyN3dM68YvoAABAASURBVA7PM4YVklF04j1kk7AfOwWVMQacjo3XMtfa+cQn\/wb7DzwtHYIxe61QkPjnf\/lP\/N3\/++d5uW4pED\/8yON2mjiuC7Vh\/dpRaH\/88GP47\/\/5mtQ3Pirc3eCx+eRf\/u283TMff2IvTj3TYs\/5e++9C+45v02Efd6H4tJ5+n\/f+M68sHUZTeTyXG45c9bWfceOLRNOI1RXW4OXvexF9l6zZs1KuwYMz7cf\/PBh\/KOIbOxEnqiMuQgv1uvWZcP7vT7ruDTmxt23\/2krJhtjkHvdsvS4dAByJCbX96J4yLBc47nPzsq\/+NRnxp2eMDftbPh53eqzzvw\/6xTjdeuej8V6zyzmZx2+KMTRIqlUyr6s5f4fxT0mR44exz\/\/y3+gt7fPDRrl8jn6s\/Ic\/Z3v\/MA+L42KnIONhfqsk4tOn3VyaeTfX4z3zGLv19Fnnfyfx5rjaAI9Ayk8dWrQjhY5cGoIZy5n1xUZnarwtqpKvbh1XQnu3lKKdUuDqKv0IeAb3W9beLWeWY1UGJkZv3ndm9N0uJ1Md915G37vLb818hZ99gHx3zCZN7nnshGcQ5Od2+FwGLSxZRtjRIV0kEgkwR9bvtG9ft0a+7YuO\/Ahn1gsji988csTChCSZFb++Db5Tx7bbfNet3b1qDVO2Dnw1a99CxcuXgLf6uaUK5ymh9P1\/PnHP4Cff+VPj3QIcsj3F\/\/7K7bT1WY2R1+cJ7+1tc3W73nPudcKB27Ru3ZtA6fJYIcGR42QvRtXKO6lS622KjwnrjfygB3cmzdvsEPx77rzVrz+F19lp3\/ieffv\/\/Hfc37e2ErnfFVWlIOjXtiGX\/uV1+KVr3gZKDLwHKIw9ZGPfmpK64\/kZD0n3oaGRbajOFISxlvf\/Aa7bo7P57NiJkfnjF1nYU4qdZ1CYrGYvZcwSV1dLZ1rzBgjbQJ43+R5Uj+8ds2ypUvs9cIdeN1yXSSOAOD2XBjPCb6N3dXVbRcf5VvbPG\/csnlP4tQ1tiNB2sbfAE5LyPvOH77rrdiyeaPtrHfvmRw14+47Fy5HFHHEBdtBlrzPuOXyfs41oyjoU3z6\/g9+PC+dGW59AFzj7e3rs4KN1+ux03RckyAngFNTVlVVIJVM2d\/ijSLCMZrrCnEkz1yeNyx3rBXbdZtbf33WeSYXx6z7ed1+97s\/sPf0xsYGO91mbqF8QeTQoaNyzzTYuWMr\/vQDf2inJvyLP\/9T\/Pqvvg6crpDpL19uw7\/8639es5Yc42bT9FknikJ41inG6zb3vCy2e2YxP+uQ+yOPPA6uL8JngvvvvWvU\/1F4T\/qf4RdAKJL\/6q+8Brzf8FmH9587br8FfA7ls9C3vvN9uwYn85wrY\/30WeeoHbWszzrTP+uK8Z5ZzP06vG71WWf656vueX0CiWQG3f0pnBUhZO\/xQew9PmD9DGPc9feev9iAz0FthQ+rGoPYsTaCravCaKj22Sm0vB6DBfgZaZIKIyMois8TCARQVpodMcI56JuaGvHOP3iT\/Y9phXS+Qj58W\/gTn\/xMwXS0Zju1PeiTDid29kkVR\/319w\/gSnu7DeNUYR943zvtXO6\/9quvBf2c9oYPv+y8\/L+vfwd8c9EmnoMvvoVI4YBFcbi2+xY3tykkHD16wnZCvuLnXoqXvuQFIx1p7Mi8845b8fbf\/x2sXbOKycH59k+darH+ufhqa2sH3yxnByXfOt+2bdOoYtkx\/6IXPk86X312HYavfe3bmO+H21EVlA1XBOzo6LSihwRN+BcI+G2nTjyesFPOUYDgAyfPG64XwDfTJtx5liPYjoBcu\/wPXCKZxF133oYPvP+d1wgMXH\/kkUcft+2Y5SpNKXv+p5RvU1K8pAjI6fB4bbLTm\/+hdUdGcdQa317kOTelAvKcmNcf7zvM9uzZ8+N2vl+6dNmOuOA58obfeL1ds4Zr1\/zeW38bf\/jOt2LZsibujoMHD8m1e9T65+KLLHnOsqx4PI4vffnrVrzhNu3JJ\/fZa2HJksXgdE6spzHZhxZ2Tv7KL78ar\/mFl1shjvlwNCHPO+4728bjzvVDrrR32PvKC57\/HCsA5pa7c8cWKzAz7Y9+\/Cg4z29u\/Hz7IyLg8\/eG5zqnI7tefXju81zjMfPL\/edXXv9qbNu22e7C82bP3oPWP19fxXbd5nLi\/VKfdcYfEZbLKV\/+gcFB8LeJ+VG0\/Oa3Hhx5HuCz5p49B+x9lMLm6177ypEOTF4Dmzatx++\/7Y3g297GGJyRe+7eOTz39VnnteDvGO\/38\/2sU4zXLc9514rtnsnfnxs\/6xTmsw6fS\/j\/P7Ln\/7O++e3v2elvuU3jCwbt8uzP\/9v+7ht\/feSlD8bxJYtX\/fzP2P8r8pgxr+99\/0f2pQbGz7bx+UWfdfRZJx\/nWTHeM3nP4ctDxdivo886+ThrNY+JCHCqrDOtMRw8NWRHi3DUCEePTJS+UMLLIh5sXB7CrRtKsE1EkRWLA4iEPIVSvVmthzOruWvmc07AGGMXq\/2jd7113I7Wb3\/n+3MqJowFwM46jhThf9q+94Mfj\/xn20331FOHwf\/YsqPvVa\/8GelQ87tRVnTguiQveP6z7ZuKF6Uzk28XjSSYZQ8Xzv6dN\/4aKkR04oP3l7\/yjZE55Nlp1tffD74VvXPn1nFrUlpSgte8+uXgfN1x6bB\/YvfecdPlO5AP7ewQ7e7usf9hfv4Dzx53Sph161Zj29bswy3X8vjWt79vOz\/yXZ\/p5tdQv8ge946OLnDhxYnyYXtPnz47KnrVqhV49S\/8nH37n+fMXHbUjKrIBBsc5UKB4Z1\/8GbbUWyMsW\/ZfuGLXwFHkHAOUbZrgt3nPTgcDtlFL39vzKg1Tg\/2yU\/97Q3XH5mVBgxnSvGmaUmj3Tp0+ChOnTpt\/e4XO\/p+8tiT9v7yspe8EGvXZsVLN76mpgq\/+suvsdct\/8Pudgq68bPp8rx4\/S+9Cvc+60577p8\/fxF\/+en\/ZzsM+HZoy5lztt4cScJjMLYuxhhQsHrgeffb\/VtazuLS5daxyWZlm9cZpz5k5ps2rrfnNf25xo6cF7\/oAUQiYStM\/fu\/\/zcoMuemmU9\/MBREeVn25YMndu8TQb9\/wup0dnaBb5+5Cdi218g9Z9XK5Vbc\/OEPH56zjhq3Djdyec687jWvtCNc6uX+yvT8nSiE65Z1uZ4ZY\/RZ53qAZhDHdaQ4GpDPYfzd+dGPf4J\/\/pf\/AqeEa2u7gs6uLlRXV+JZ99xh7ytji+J96+U\/9xJwHTbuv2fPfnnuTIxNlvdtlqXPOisK+lnHmMK+bm90UhbyPbOYn3VY95e99IXgy2\/083fobz7zOfDlGh6TY8dP2v+P3HXHrairq2HQNcbf2le8\/KX2Of9ya9ucvWihzzpe6LPONadj3gKMKex7ZjH36+izTt5O08LKaJ5rk0plMBhN41JH3K4nsufYgF1fhOuMROPpea7dxMX7vAYURZYu8mPHmgh2ijU3BFBZ6oVf4ibec+HEqDCycI7lqJbwP6bsaKVAsmP7Ftt5xrfkv\/HNBzGfb3JXVlZgy+YNtq4HDjyNb3zzu9bvfq1fvwZ8uL1THn75HxA3PNfdtXMbOGUJp4dpb+\/MjZp1\/5LGxXb6IHYYsJP0hw89gs9LZ150KGof2tesWTVKzBlbIY4W4EgYhnNaKx4T+mfT2FnQ3NwEjgohu+XNS8ctzhhj\/1PCtnEfTm3zxByJN+NWaEwgR7rUVFdZzl\/\/xndw7NjJMSmym3zrnMJOIOAHz7dsKLBxwzrb6c228T9ZbnghueyE\/+03\/Are+Nu\/OjItXqt0RHHtmr\/5289hrs\/3qbLhqLV3vP138drXvMIKiGTNzvv5HrV2y65toDBJQfbf5Hpta2sfaRrfrr3rzluxdOkSO7poJCLHw+v21lt22BB2CrKD0G7MwZfX67XXpdth0CHCIDsMjsr5n0mn7TpTXFPnelXhbwDfpKQIxOltrpc2X3HhUAichodv+j\/\/gfttZ8V4eS9tasRLXvx8+xvV2dVtF21mPcdLO9dhvGfyfm2MAUdffvF\/viodvNe+uc\/Rdd998CHw\/KqoqEAwELBV5e8whWiOsOJ5w05lG1FgX4V63U4GExnrs85kSE0tTUVFOfhm9qaN6+xv7sGnDuEzf\/eP6Onts9tLRGxmmoly5XHh9DbGGPBN74GBgYmS5i2cvzfNN9mzTrE+6\/D8KMTrdrInY6HeM4v5WccYY18Cef0v\/QL4XDYwMIh\/+pf\/xGOPPQm+jMY309esWXndQ7R69Uo0Lq63LyOcOXPuumnzFanPOrD\/79VnnXydUePnU6j3TP4\/u5j7dfgco886459zGjo9ArFEBle6Ezh2NoqH9vfiscN96Oyd\/ZeDplfbq3uFAg6a6gLYvCKMOzaVYOvqMCpKPFcT3AQ+5yZo44Ju4k+\/7EX2TVx2no3XUP5g\/dIvvmrcN0LZ0doqna7j7TdbYcYYcMomTvlSKf\/xvv32W0YVxR+o3\/6tX8Edt+8aFZ67EQgGEAmHbVBHx9wKIyyUdcz9Ed237yD+50tfYxSqpePeeq7zxXmLGc3O1WQiSe+sGqe3uOvO2\/D+970TPyUdkMZkp9oZr9BwOISfkXOK\/ynhf0S+9OWvY6LF5MfbfxbDwM7p5z3vPtvByg7Iv\/v7f7bz2fLNMpYbjyfAN1v\/\/h\/+xb59zlECTUsWM8oa30JzR8R0dXbZERk2Yo6\/eP688uUvE9GmEh7Hu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area&quot;,&quot;EU&quot;],&quot;textStyle&quot;:{&quot;color&quot;:&quot;#333333&quot;,&quot;fontSize&quot;:14}},&quot;tooltip&quot;:{&quot;show&quot;:true,&quot;trigger&quot;:&quot;axis&quot;},&quot;toolbox&quot;:{},&quot;xAxis&quot;:{&quot;type&quot;:&quot;category&quot;,&quot;boundaryGap&quot;:false,&quot;data&quot;:[&quot;01-2021&quot;,&quot;02-2021&quot;,&quot;03-2021&quot;,&quot;04-2021&quot;,&quot;05-2021&quot;,&quot;06-2021&quot;,&quot;07-2021&quot;,&quot;08-2021&quot;,&quot;09-2021&quot;,&quot;10-2021&quot;,&quot;11-2021&quot;,&quot;12-2021&quot;,&quot;01-2022&quot;,&quot;02-2022&quot;,&quot;03-2022&quot;,&quot;04-2022&quot;,&quot;05-2022&quot;,&quot;06-2022&quot;,&quot;07-2022&quot;,&quot;08-2022&quot;,&quot;09-2022&quot;,&quot;10-2022&quot;,&quot;11-2022&quot;,&quot;12-2022&quot;,&quot;01-2023&quot;,&quot;02-2023&quot;,&quot;03-2023&quot;,&quot;04-2023&quot;,&quot;05-2023&quot;,&quot;06-2023&quot;,&quot;07-2023&quot;,&quot;08-2023&quot;,&quot;09-2023&quot;,&quot;10-2023&quot;,&quot;11-2023&quot;,&quot;12-2023&quot;,&quot;01-2024&quot;,&quot;02-2024&quot;,&quot;03-2024&quot;,&quot;04-2024&quot;,&quot;05-2024&quot;,&quot;06-2024&quot;,&quot;07-2024&quot;,&quot;08-2024&quot;,&quot;09-2024&quot;,&quot;10-2024&quot;,&quot;11-2024&quot;,&quot;12-2024&quot;,&quot;01-2025&quot;,&quot;02-2025&quot;,&quot;03-2025&quot;,&quot;04-2025&quot;,&quot;05-2025&quot;,&quot;06-2025&quot;,&quot;07-2025&quot;],&quot;axisLabel&quot;:{&quot;interval&quot;:1,&quot;rotate&quot;:60,&quot;showMaxLabel&quot;:true,&quot;showMinLabel&quot;:true,&quot;fontFamily&quot;:&quot;Arial, sans-serif&quot;,&quot;fontSize&quot;:&quot;14px&quot;,&quot;rich&quot;:{&quot;bold&quot;:{&quot;fontWeight&quot;:&quot;bold&quot;},&quot;italic&quot;:{&quot;fontStyle&quot;:&quot;italic&quot;}}}},&quot;yAxis&quot;:{&quot;type&quot;:&quot;value&quot;,&quot;min&quot;:&quot;90&quot;,&quot;interval&quot;:5,&quot;max&quot;:&quot;105&quot;,&quot;axisLabel&quot;:{&quot;showMaxLabel&quot;:true,&quot;showMinLabel&quot;:true,&quot;fontFamily&quot;:&quot;Arial, sans-serif&quot;,&quot;fontSize&quot;:&quot;14px&quot;,&quot;unit&quot;:&quot; &quot;,&quot;padding&quot;:15}},&quot;series&quot;:[{&quot;name&quot;:&quot;Euro area&quot;,&quot;data&quot;:[&quot;92.6&quot;,&quot;96.0&quot;,&quot;99.2&quot;,&quot;96.4&quot;,&quot;100.7&quot;,&quot;102.9&quot;,&quot;101.2&quot;,&quot;101.8&quot;,&quot;101.4&quot;,&quot;102.8&quot;,&quot;103.1&quot;,&quot;102.0&quot;,&quot;101.8&quot;,&quot;102.6&quot;,&quot;102.7&quot;,&quot;101.9&quot;,&quot;102.2&quot;,&quot;100.8&quot;,&quot;100.7&quot;,&quot;100.9&quot;,&quot;101.9&quot;,&quot;100.2&quot;,&quot;100.3&quot;,&quot;99.7&quot;,&quot;100.1&quot;,&quot;99.8&quot;,&quot;99.0&quot;,&quot;99.1&quot;,&quot;99.7&quot;,&quot;99.8&quot;,&quot;99.8&quot;,&quot;98.7&quot;,&quot;98.7&quot;,&quot;99.2&quot;,&quot;99.7&quot;,&quot;99.4&quot;,&quot;99.5&quot;,&quot;99.6&quot;,&quot;99.9&quot;,&quot;100.0&quot;,&quot;100.3&quot;,&quot;99.3&quot;,&quot;100.2&quot;,&quot;101.2&quot;,&quot;101.7&quot;,&quot;101.5&quot;,&quot;101.6&quot;,&quot;101.6&quot;,&quot;101.6&quot;,&quot;101.8&quot;,&quot;102.2&quot;,&quot;102.6&quot;,&quot;102.3&quot;,&quot;102.9&quot;,&quot;102.4&quot;],&quot;type&quot;:&quot;line&quot;,&quot;showSymbol&quot;:false,&quot;color&quot;:&quot;#CCA300&quot;},{&quot;name&quot;:&quot;EU&quot;,&quot;data&quot;:[&quot;92.8&quot;,&quot;96.1&quot;,&quot;99.1&quot;,&quot;96.4&quot;,&quot;100.6&quot;,&quot;102.7&quot;,&quot;101.3&quot;,&quot;101.7&quot;,&quot;101.5&quot;,&quot;102.7&quot;,&quot;103.0&quot;,&quot;102.2&quot;,&quot;101.9&quot;,&quot;102.7&quot;,&quot;103.1&quot;,&quot;102.6&quot;,&quot;102.5&quot;,&quot;101.1&quot;,&quot;101.0&quot;,&quot;101.2&quot;,&quot;102.1&quot;,&quot;100.4&quot;,&quot;100.7&quot;,&quot;100.0&quot;,&quot;100.4&quot;,&quot;99.9&quot;,&quot;99.2&quot;,&quot;99.3&quot;,&quot;100.0&quot;,&quot;100.0&quot;,&quot;99.8&quot;,&quot;99.0&quot;,&quot;99.1&quot;,&quot;99.5&quot;,&quot;100.0&quot;,&quot;99.6&quot;,&quot;99.9&quot;,&quot;100.2&quot;,&quot;100.4&quot;,&quot;100.4&quot;,&quot;100.6&quot;,&quot;99.8&quot;,&quot;100.7&quot;,&quot;101.6&quot;,&quot;102.0&quot;,&quot;101.9&quot;,&quot;102.0&quot;,&quot;102.0&quot;,&quot;102.0&quot;,&quot;102.2&quot;,&quot;102.4&quot;,&quot;103.4&quot;,&quot;102.9&quot;,&quot;103.4&quot;,&quot;103.0&quot;],&quot;type&quot;:&quot;line&quot;,&quot;showSymbol&quot;:false,&quot;color&quot;:&quot;#082B7A&quot;,&quot;lineStyle&quot;:{&quot;type&quot;:&quot;dashed&quot;}}],&quot;grid&quot;:{&quot;top&quot;:80,&quot;bottom&quot;:120},&quot;color&quot;:[&quot;#0E47CB&quot;,&quot;#CCA300&quot;,&quot;#33A033&quot;,&quot;#388AE2&quot;,&quot;#AA5F18&quot;,&quot;#208486&quot;,&quot;#9FB5EA&quot;,&quot;#FFE066&quot;,&quot;#A2DDB2&quot;,&quot;#A5DAF9&quot;,&quot;#DFB18B&quot;,&quot;#92C1C0&quot;,&quot;#082B7A&quot;],&quot;lang&quot;:&quot;en&quot;,&quot;graphic&quot;:[{&quot;type&quot;:&quot;image&quot;,&quot;left&quot;:10,&quot;bottom&quot;:10,&quot;cursor&quot;:&quot;default&quot;,&quot;style&quot;:{&quot;width&quot;:120,&quot;height&quot;:17,&quot;image&quot;:&quot;assets\/ngx-editor\/images\/eurostat.png&quot;}},{&quot;type&quot;:&quot;text&quot;,&quot;left&quot;:&quot;10&quot;,&quot;bottom&quot;:&quot;50&quot;,&quot;cursor&quot;:&quot;default&quot;,&quot;style&quot;:{&quot;fill&quot;:&quot;#333&quot;,&quot;font&quot;:&quot;14px Myriad Pro Condensed Italic, arial, sans-serif&quot;,&quot;width&quot;:&quot;220&quot;,&quot;overflow&quot;:&quot;break&quot;,&quot;text&quot;:&quot;&quot;}},{&quot;type&quot;:&quot;text&quot;,&quot;left&quot;:&quot;10&quot;,&quot;bottom&quot;:&quot;35&quot;,&quot;cursor&quot;:&quot;pointer&quot;,&quot;style&quot;:{&quot;fill&quot;:&quot;#333&quot;,&quot;font&quot;:&quot;14px Myriad Pro Condensed Italic, arial, sans-serif&quot;,&quot;width&quot;:&quot;220&quot;,&quot;overflow&quot;:&quot;break&quot;,&quot;text&quot;:&quot;&quot;,&quot;link&quot;:&quot;&quot;}},{&quot;type&quot;:&quot;image&quot;,&quot;right&quot;:20,&quot;bottom&quot;:0,&quot;cursor&quot;:&quot;default&quot;,&quot;style&quot;:{&quot;width&quot;:150,&quot;height&quot;:91,&quot;image&quot;:&quot;assets\/ngx-editor\/images\/watermark.png&quot;},&quot;z&quot;:1}],&quot;animation&quot;:true}\" data-variable=\"Graph\"\/><\/p>\n<p>Monthly comparison by retail sector and by Member State<\/p>\n<p align=\"left\" height=\"1.5\" marginleft=\"0\" style=\"text-align:left;line-height:1.5;margin-left:0\">In the <strong>euro area<\/strong> in July 2025, compared with June 2025, the volume of retail trade<\/p>\n<ul>\n<li>\n<p align=\"left\" height=\"150%\" marginleft=\"0\" style=\"text-align:left;line-height:150%;margin-left:0\">decreased for food, drinks, tobacco by 1.1%,<\/p>\n<\/li>\n<li>\n<p align=\"left\" height=\"1.5\" marginleft=\"0\" style=\"text-align:left;line-height:1.5;margin-left:0\">increased for non-food products (except automotive fuel) by 0.2%,<\/p>\n<\/li>\n<li>\n<p align=\"left\" height=\"1.5\" marginleft=\"0\" style=\"text-align:left;line-height:1.5;margin-left:0\">decreased for automotive fuel in specialised stores by 1.7%.<\/p>\n<\/li>\n<\/ul>\n<p align=\"left\" height=\"1.5\" marginleft=\"0\" style=\"text-align:left;line-height:1.5;margin-left:0\">In the <strong>EU<\/strong>, the volume of retail trade<\/p>\n<ul>\n<li>\n<p align=\"left\" height=\"1.5\" marginleft=\"0\" style=\"text-align:left;line-height:1.5;margin-left:0\">decreased for food, drinks, tobacco by 0.9%,<\/p>\n<\/li>\n<li>\n<p align=\"left\" height=\"1.5\" marginleft=\"0\" style=\"text-align:left;line-height:1.5;margin-left:0\">increased for non-food products (except automotive fuel) by 0.2%,<\/p>\n<\/li>\n<li>\n<p align=\"left\" height=\"1.5\" marginleft=\"0\" style=\"text-align:left;line-height:1.5;margin-left:0\">decreased for automotive fuel in specialised stores by 1.3%.<\/p>\n<\/li>\n<\/ul>\n<p align=\"left\" height=\"150%\" marginleft=\"0\" style=\"text-align:left;line-height:150%;margin-left:0\">Among Member States for which data are available, the largest monthly decreases in the total retail trade volume were recorded in <strong>Croatia<\/strong> (-4.0%), <strong>Estonia<\/strong> (-2.0%) and <strong>Germany<\/strong> (-1.5%). The highest increases were observed in <strong>Lithuania<\/strong> (+1.5%), <strong>Latvia<\/strong> (+1.4%) and the <strong>Netherlands<\/strong> (+1.1%).<\/p>\n<p>Annual comparison by retail sector and by Member State\u00a0<\/p>\n<p align=\"left\" height=\"1.5\" marginleft=\"0\" style=\"text-align:left;line-height:1.5;margin-left:0\">In the <strong>euro area<\/strong> in July 2025, compared with July 2024, the volume of retail trade<\/p>\n<ul>\n<li>\n<p align=\"left\" height=\"1.5\" marginleft=\"0\" style=\"text-align:left;line-height:1.5;margin-left:0\">increased for food, drinks, tobacco by 0.9%,<\/p>\n<\/li>\n<li>\n<p align=\"left\" height=\"1.5\" marginleft=\"0\" style=\"text-align:left;line-height:1.5;margin-left:0\">increased for non-food products (except automotive fuel) by 3.1%,<\/p>\n<\/li>\n<li>\n<p align=\"left\" height=\"1.5\" marginleft=\"0\" style=\"text-align:left;line-height:1.5;margin-left:0\">increased for automotive fuel in specialised stores by 2.3%.<\/p>\n<\/li>\n<\/ul>\n<p align=\"left\" height=\"1.5\" marginleft=\"0\" style=\"text-align:left;line-height:1.5;margin-left:0\">In the <strong>EU<\/strong>, the volume of retail trade<\/p>\n<ul>\n<li>\n<p align=\"left\" height=\"1.5\" marginleft=\"0\" style=\"text-align:left;line-height:1.5;margin-left:0\">increased for food, drinks, tobacco by 0.7%,<\/p>\n<\/li>\n<li>\n<p align=\"left\" height=\"1.5\" marginleft=\"0\" style=\"text-align:left;line-height:1.5;margin-left:0\">increased for non-food products (except automotive fuel) by 3.3%,<\/p>\n<\/li>\n<li>\n<p align=\"left\" height=\"1.5\" marginleft=\"0\" style=\"text-align:left;line-height:1.5;margin-left:0\">increased for automotive fuel in specialised stores by 3.3%.<\/p>\n<\/li>\n<\/ul>\n<p align=\"left\" height=\"150%\" marginleft=\"0\" style=\"text-align:left;line-height:150%;margin-left:0\">Among Member States for which data are available, the highest annual increases in the total retail trade volume were recorded in <strong>Cyprus<\/strong> (+8.5%), <strong>Portugal<\/strong> (+6.1%) and <strong>Bulgaria<\/strong> (+6.0%). The only decrease was observed in <strong>Slovenia<\/strong> (-0.7%).<\/p>\n<p>Tables<\/p>\n<tr>\n<p align=\"center\" height=\"1.15\" marginleft=\"0\" style=\"text-align:center;line-height:1.15;margin-left:0\">Volume of retail trade<\/p>\n<p align=\"center\" height=\"1.15\" marginleft=\"0\" style=\"text-align:center;line-height:1.15;margin-left:0\">% change compared with the previous month*<\/p>\n<\/tr>\n<tr>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\"><strong>Feb-25<\/strong><\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\"><strong>Mar-25<\/strong><\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\"><strong>Apr-25<\/strong><\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\"><strong>May-25<\/strong><\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\"><strong>Jun-25<\/strong><\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\"><strong>Jul-25<\/strong><\/p>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"highlight\"\/>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"highlight\"\/>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"highlight\"\/>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"highlight\"\/>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"highlight\"\/>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"highlight\"\/>\n  <\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">0.2<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">0.4<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">0.4<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-0.3<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">0.6<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-0.5<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">0.2<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">0.0<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">0.8<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-0.4<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">0.6<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-1.1<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">0.2<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">0.5<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">0.2<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-0.1<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">0.6<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">0.2<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">0.5<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">0.8<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">1.3<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-1.0<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">0.8<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-1.7<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"highlight\"\/>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"highlight\"\/>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"highlight\"\/>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"highlight\"\/>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"highlight\"\/>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"highlight\"\/>\n  <\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">0.2<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">0.2<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">1.0<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-0.5<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">0.5<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-0.4<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">0.1<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-0.2<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">1.2<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-0.6<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">0.4<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-0.9<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">0.0<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">0.6<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">0.4<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-0.2<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">0.6<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">0.2<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">1.4<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">0.5<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">1.4<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-1.0<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">0.8<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-1.3<\/p>\n<\/td>\n<\/tr>\n<tr>\n<\/tr>\n<tr>\n<p align=\"center\" height=\"1.15\" marginleft=\"0\" style=\"text-align:center;line-height:1.15;margin-left:0\">Volume of retail trade<\/p>\n<p align=\"center\" height=\"1.15\" marginleft=\"0\" style=\"text-align:center;line-height:1.15;margin-left:0\">% change compared with the previous month*<\/p>\n<\/tr>\n<tr>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\"><strong>Feb-25<\/strong><\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\"><strong>Mar-25<\/strong><\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\"><strong>Apr-25<\/strong><\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\"><strong>May-25<\/strong><\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\"><strong>Jun-25<\/strong><\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\"><strong>Jul-25<\/strong><\/p>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel highlight\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.2<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel highlight\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.4<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel highlight\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.4<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel highlight\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.3<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel highlight\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.6<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel highlight\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.5<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel highlight\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.2<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel highlight\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.2<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel highlight\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.0<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel highlight\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.5<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel highlight\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.5<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel highlight\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.4<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.4<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.4<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.1<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-2.5<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.5<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.2<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-1.6<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.4<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.3<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.2<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.7<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.6<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.2<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.8<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.2<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.5<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.3<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">c<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.1<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.1<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.3<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.5<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.6<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.5<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.2<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.7<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.1<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.6<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.9<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-1.5<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.3<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-1.6<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.0<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-2.5<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.0<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-2.0<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.5<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.2<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.3<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.6<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.7<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.2<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.8<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.4<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.7<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-1.8<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.2<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">c<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.4<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.0<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.8<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.3<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.2<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.4<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.3<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.4<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.7<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.0<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.0<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.0<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.2<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.8<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.0<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-1.5<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">3.6<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-4.0<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.0<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.2<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.5<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">c<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">c<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">c<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">4.6<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.3<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.6<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.0<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.9<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.0<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-1.0<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.1<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.4<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.7<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.8<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.4<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.8<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.3<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.7<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.3<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.9<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.5<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">11.9<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.8<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.2<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.6<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.2<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.0<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.6<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.4<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.0<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-1.4<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.5<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.5<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.7<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.6<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-1.3<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.2<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.2<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.1<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.9<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.9<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.7<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.1<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.3<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.1<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.1<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.1<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.5<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.5<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.1<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.3<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-1.3<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.8<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">7.7<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-1.4<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.8<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.1<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.3<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.5<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.7<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.8<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.6<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.1<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.4<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.3<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.1<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.3<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.1<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.3<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.8<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-1.4<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.6<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.6<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.4<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-1.0<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.8<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.8<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.4<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-1.5<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.4<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.9<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.3<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.1<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.3<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-2.5<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.4<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.8<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.2<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.3<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.3<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-3.9<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.5<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.7<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel border-top\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.0<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel border-top\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.7<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel border-top\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.6<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel border-top\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.1<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel border-top\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.1<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel border-top\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.6<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.4<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.2<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.3<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.7<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.9<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.5<\/p>\n<\/td>\n<\/tr>\n<tr>\n<\/tr>\n<tr>\n<p align=\"center\" height=\"1.15\" marginleft=\"0\" style=\"text-align:center;line-height:1.15;margin-left:0\">Volume of retail trade<\/p>\n<p align=\"center\" height=\"1.15\" marginleft=\"0\" style=\"text-align:center;line-height:1.15;margin-left:0\">% change compared with the same month of the previous year*<\/p>\n<\/tr>\n<tr>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\"><strong>Feb-25<\/strong><\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\"><strong>Mar-25<\/strong><\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\"><strong>Apr-25<\/strong><\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\"><strong>May-25<\/strong><\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\"><strong>Jun-25<\/strong><\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\"><strong>Jul-25<\/strong><\/p>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"highlight\"\/>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"highlight\"\/>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"highlight\"\/>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"highlight\"\/>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"highlight\"\/>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"highlight\"\/>\n  <\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">2.0<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">2.1<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">2.7<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">2.0<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">3.5<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">2.2<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">1.7<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">0.8<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">2.6<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">0.7<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">2.4<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">0.9<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">2.2<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">3.0<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">2.7<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">2.8<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">4.4<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">3.1<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">2.0<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">2.2<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">4.5<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">2.7<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">4.0<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">2.3<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"highlight\"\/>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"highlight\"\/>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"highlight\"\/>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"highlight\"\/>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"highlight\"\/>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"highlight\"\/>\n  <\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">1.8<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">1.9<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">3.0<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">2.1<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">3.5<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">2.4<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">1.2<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">0.1<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">2.7<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">0.3<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">2.1<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">0.7<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">2.2<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">3.1<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">3.2<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">3.2<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">4.5<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">3.3<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">2.1<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">2.5<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">4.8<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">3.1<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">4.6<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"\">\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">3.3<\/p>\n<\/td>\n<\/tr>\n<tr>\n<\/tr>\n<tr>\n<p align=\"center\" height=\"1.15\" marginleft=\"0\" style=\"text-align:center;line-height:1.15;margin-left:0\">Volume of retail trade<\/p>\n<p align=\"center\" height=\"1.15\" marginleft=\"0\" style=\"text-align:center;line-height:1.15;margin-left:0\">% change compared with the same month of the previous year*<\/p>\n<\/tr>\n<tr>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\"><strong>Feb-25<\/strong><\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\"><strong>Mar-25<\/strong><\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\"><strong>Apr-25<\/strong><\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\"><strong>May-25<\/strong><\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\"><strong>Jun-25<\/strong><\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\"><strong>Jul-25<\/strong><\/p>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel highlight\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.0<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel highlight\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.1<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel highlight\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.7<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel highlight\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.0<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel highlight\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">3.5<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel highlight\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.2<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel highlight\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.8<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel highlight\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.9<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel highlight\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">3.0<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel highlight\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.1<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel highlight\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">3.5<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel highlight\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.4<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.0<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.0<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">3.2<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.9<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.3<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.2<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.4<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">5.4<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.4<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">7.2<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">6.8<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">6.0<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">3.2<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">3.9<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">5.7<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">4.6<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">4.5<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">c<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">3.2<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.4<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">3.1<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">4.2<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.2<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.9<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">4.2<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">3.6<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">3.1<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.6<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">4.8<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.8<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">5.2<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.2<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">6.2<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.4<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">5.0<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.6<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.2<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.1<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.7<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.0<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">4.0<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">3.1<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">5.6<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.3<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">6.9<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-5.8<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.8<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">c<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">3.8<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">3.8<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">4.2<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">4.9<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">6.5<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">4.6<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.7<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.6<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">3.3<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">3.2<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">3.7<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">3.0<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.8<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">3.7<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">5.0<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.6<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">7.4<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.4<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-1.1<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-1.3<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.2<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">c<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">c<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">c<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">9.7<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">6.4<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">7.7<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">7.9<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">8.7<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">8.5<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.9<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.7<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.5<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-1.4<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.5<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.7<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.1<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.6<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">4.6<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.3<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">4.6<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">5.1<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">5.8<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">7.6<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">8.3<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">6.5<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">4.4<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">3.2<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">3.3<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.8<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">4.9<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.0<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">3.0<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.8<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.2<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">7.6<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.3<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.8<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">6.9<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">4.7<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.7<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.1<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.9<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.0<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.7<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.7<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.0<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.1<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.3<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.8<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">4.1<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.4<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-2.0<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-3.0<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">6.3<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">4.0<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">3.1<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.9<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">4.4<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">3.9<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">3.0<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">5.3<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">5.6<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">6.1<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">4.2<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.6<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.6<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.3<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.8<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">4.8<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">4.2<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.3<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.7<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.5<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.8<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.7<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-1.4<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-2.8<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.1<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-1.7<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.4<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.1<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-1.0<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-1.5<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.5<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-4.0<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-1.2<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.1<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.4<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.6<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">4.2<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-1.4<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.2<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.9<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel border-top\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.3<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel border-top\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">3.1<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel border-top\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">4.3<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel border-top\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.1<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel border-top\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">4.3<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel border-top\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">5.1<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.8<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.6<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.8<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.0<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">4.0<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.7<\/p>\n<\/td>\n<\/tr>\n<tr>\n<\/tr>\n<tr>\n<p align=\"center\" height=\"1.15\" marginleft=\"0\" style=\"text-align:center;line-height:1.15;margin-left:0\">Volume of retail trade, calendar and seasonally adjusted indices<\/p>\n<p align=\"center\" height=\"1.15\" marginleft=\"0\" style=\"text-align:center;line-height:1.15;margin-left:0\">(base year 2021)<\/p>\n<\/tr>\n<tr>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\"><strong>Feb-25<\/strong><\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\"><strong>Mar-25<\/strong><\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\"><strong>Apr-25<\/strong><\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\"><strong>May-25<\/strong><\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\"><strong>Jun-25<\/strong><\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\"><strong>Jul-25<\/strong><\/p>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel highlight\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">101.8<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel highlight\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">102.2<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel highlight\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">102.6<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel highlight\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">102.3<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel highlight\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">102.9<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel highlight\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">102.4<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel highlight\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">102.2<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel highlight\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">102.4<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel highlight\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">103.4<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel highlight\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">102.9<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel highlight\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">103.4<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel highlight\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">103.0<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">92.1<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">93.4<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">95.4<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">93.0<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">93.5<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">93.7<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">114.7<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">116.3<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">115.9<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">118.5<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">119.3<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">120.0<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">98.1<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">98.9<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">100.1<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">99.6<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">99.9<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">c<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">96.2<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">96.1<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">96.4<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">96.9<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">96.3<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">96.8<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">99.2<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">99.9<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">99.8<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">99.2<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">100.1<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">98.6<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">94.3<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">92.8<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">94.7<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">92.3<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">93.2<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">91.3<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">110.2<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">110.4<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">110.1<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">110.8<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">111.6<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">111.8<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">100.4<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">100.8<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">101.5<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">99.7<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">101.9<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">c<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">109.4<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">109.4<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">110.3<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">110.6<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">111.9<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">111.4<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">104.6<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">105.0<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">105.7<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">105.7<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">105.7<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">105.7<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">114.6<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">115.5<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">116.7<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">115.0<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">119.1<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">114.3<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">97.7<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">97.5<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">98.0<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">c<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">c<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">c<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">121.6<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">121.2<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">121.9<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">123.1<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">124.2<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">124.2<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">101.9<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">102.0<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">102.4<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">101.7<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">102.5<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">103.9<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">103.1<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">104.4<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">106.2<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">106.5<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">107.5<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">109.1<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">123.2<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">126.6<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">126.8<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">127.5<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">127.3<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">127.3<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">101.3<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">100.9<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">102.9<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">101.5<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">102.0<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">101.5<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">117.8<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">120.9<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">119.3<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">119.5<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">122.1<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">122.0<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">100.8<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">101.7<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">101.0<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">100.9<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">101.2<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">102.3<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">97.2<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">97.1<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">97.6<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">97.1<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">97.2<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">96.9<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">106.4<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">105.5<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">113.6<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">112.0<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">111.1<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">111.2<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">112.6<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">112.0<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">112.8<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">116.0<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">116.7<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">116.8<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">118.4<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">118.0<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">118.1<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">117.8<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">119.1<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">119.4<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">101.0<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">99.6<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">100.2<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">100.8<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">100.4<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">99.4<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">101.2<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">100.4<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">102.8<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">101.3<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">101.7<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">102.6<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">91.7<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">91.8<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">93.0<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">90.7<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">91.1<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">91.8<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">95.0<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">95.3<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">96.5<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">92.7<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">95.0<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">95.7<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel border-top\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">94.4<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel border-top\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">95.1<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel border-top\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">95.7<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel border-top\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">95.8<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel border-top\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">95.9<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel border-top\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">96.5<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">100.6<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">100.4<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">100.1<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">99.4<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">101.3<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">100.8<\/p>\n<\/td>\n<\/tr>\n<tr>\n<\/tr>\n<tr>\n<p align=\"center\" height=\"1.15\" marginleft=\"0\" style=\"text-align:center;line-height:1.15;margin-left:0\">Volume of retail trade, calendar adjusted indices<\/p>\n<p align=\"center\" height=\"1.15\" marginleft=\"0\" style=\"text-align:center;line-height:1.15;margin-left:0\">(base year 2021)<\/p>\n<\/tr>\n<tr>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\"><strong>Feb-25<\/strong><\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\"><strong>Mar-25<\/strong><\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\"><strong>Apr-25<\/strong><\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\"><strong>May-25<\/strong><\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\"><strong>Jun-25<\/strong><\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\"><strong>Jul-25<\/strong><\/p>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel highlight\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">90.1<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel highlight\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">100.5<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel highlight\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">99.2<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel highlight\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">101.9<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel highlight\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">103.3<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel highlight\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">101.4<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel highlight\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">90.1<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel highlight\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">100.9<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel highlight\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">100.3<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel highlight\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">102.6<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel highlight\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">103.8<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel highlight\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">102.5<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">82.0<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">93.1<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">93.6<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">94.7<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">96.6<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">94.2<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">99.9<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">111.3<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">112.4<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">115.5<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">118.9<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">125.7<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">84.6<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">96.3<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">96.4<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">98.8<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">100.0<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">c<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">83.3<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">93.5<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">96.6<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">102.3<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">99.1<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">95.4<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">89.0<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">102.3<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">99.5<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">99.5<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">99.0<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">99.5<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">81.6<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">91.9<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">92.7<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">95.7<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">96.0<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">94.5<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">101.9<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">101.1<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">101.6<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">107.5<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">117.1<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">102.5<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">94.1<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">96.0<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">99.3<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">97.9<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">104.0<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">c<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">95.5<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">105.1<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">105.5<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">109.3<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">114.3<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">120.3<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">92.4<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">102.7<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">102.7<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">103.8<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">105.9<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">88.4<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">91.1<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">106.4<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">112.1<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">116.4<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">127.4<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">141.2<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">86.1<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">92.7<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">88.4<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">c<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">c<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">c<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">106.7<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">116.3<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">118.5<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">120.1<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">125.7<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">131.3<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">87.3<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">100.1<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">98.6<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">102.6<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">103.9<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">108.8<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">88.5<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">102.3<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">104.3<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">110.3<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">109.2<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">113.6<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">112.5<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">129.8<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">123.2<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">129.4<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">128.5<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">132.9<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">87.7<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">98.9<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">100.5<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">101.4<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">103.6<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">104.1<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">98.8<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">115.8<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">115.8<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">122.1<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">124.7<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">130.6<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">88.5<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">101.6<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">99.4<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">104.6<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">103.0<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">104.7<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">87.4<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">98.7<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">98.8<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">95.5<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">97.5<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">98.3<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">94.9<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">108.4<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">113.8<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">110.4<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">108.1<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">112.3<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">96.9<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">106.7<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">105.7<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">114.0<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">111.9<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">124.6<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">101.7<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">113.5<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">116.6<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">116.6<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">118.6<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">124.4<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">88.9<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">101.0<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">100.1<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">100.3<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">102.5<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">102.5<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">91.5<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">100.1<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">100.9<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">102.1<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">102.8<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">102.6<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">76.6<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">87.9<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">90.8<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">94.8<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">97.4<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">98.2<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">80.1<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">93.4<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">96.1<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">98.7<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">101.1<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">99.0<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel border-top\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">79.4<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel border-top\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">90.8<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel border-top\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">91.4<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel border-top\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">103.1<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel border-top\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">101.6<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel border-top\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">96.0<\/p>\n<\/td>\n<\/tr>\n<tr>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">89.4<\/p>\n<\/td>\n<td style=\"width:60px;max-width:60px\" colspan=\"1\" data-colwidth=\"60\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">101.3<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">96.5<\/p>\n<\/td>\n<td style=\"width:64px;max-width:64px\" colspan=\"1\" data-colwidth=\"64\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">101.1<\/p>\n<\/td>\n<td style=\"width:61px;max-width:61px\" colspan=\"1\" data-colwidth=\"61\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">100.9<\/p>\n<\/td>\n<td style=\"width:63px;max-width:63px\" colspan=\"1\" data-colwidth=\"63\" rowspan=\"1\" class=\"datalabel\">\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">100.0<\/p>\n<\/td>\n<\/tr>\n<tr>\n<\/tr>\n<p> Notes for users<br \/>\n Revisions and timetable<\/p>\n<p align=\"left\" height=\"150%\" marginleft=\"0\" style=\"text-align:left;line-height:150%;margin-left:0\">Data of previous months have been revised compared to those issued in the <a href=\"https:\/\/ec.europa.eu\/eurostat\/en\/web\/products-euro-indicators\/w\/4-06082025-ap\" title=\"https:\/\/ec.europa.eu\/eurostat\/en\/web\/products-euro-indicators\/w\/4-06082025-ap\" target=\"_blank\" rel=\"nofollow noopener\">News Release<\/a> of 6 August 2025. The monthly percentage change for June 2025 has been revised from +0.3% to +0.6% in the euro area and from +0.3% to +0.5% in the\u00a0EU. The annual percentage change has been revised from +3.1% to +3.5% in both the euro area and the EU.<\/p>\n<p> Methods and definitions<\/p>\n<p align=\"left\" height=\"150%\" marginleft=\"0\" style=\"text-align:left;line-height:150%;margin-left:0\">The <strong>index of the volume of retail trade<\/strong> measures the evolution of the turnover in retail trade, adjusted for price changes (deflated), i.e. the evolution of the total amount of goods sold, based on data adjusted for calendar and seasonal effects.<\/p>\n<p align=\"justify\" height=\"1.5\" marginleft=\"0\" style=\"text-align:justify;line-height:1.5;margin-left:0\"><strong>Seasonally adjusted<\/strong> euro area and EU series are calculated by aggregating the seasonally adjusted national data.<\/p>\n<p> Geographical information<\/p>\n<p align=\"left\" height=\"150%\" marginleft=\"0\" style=\"text-align:left;line-height:150%;margin-left:0\">The <strong>euro area <\/strong>(EA20) includes Belgium, Germany, Estonia, Ireland, Greece, Spain, France, Croatia, Italy, Cyprus, Latvia, Lithuania, Luxembourg, Malta, the Netherlands, Austria, Portugal, Slovenia, Slovakia and Finland.<\/p>\n<p align=\"left\" height=\"150%\" marginleft=\"0\" style=\"text-align:left;line-height:150%;margin-left:0\">The <strong>European Union<\/strong> (EU27) includes Belgium, Bulgaria, Czechia, Denmark, Germany, Estonia, Ireland, Greece, Spain, France, Croatia, Italy, Cyprus, Latvia, Lithuania, Luxembourg, Hungary, Malta, the Netherlands, Austria, Poland, Portugal, Romania, Slovenia, Slovakia, Finland and Sweden.<\/p>\n<p>For more information<\/p>\n","protected":false},"excerpt":{"rendered":"Overview In July 2025, compared with June 2025, the seasonally adjusted retail trade volume decreased by 0.5% in&hellip;\n","protected":false},"author":2,"featured_media":42983,"comment_status":"","ping_status":"","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[174],"tags":[79,179,13077,18,19,4286,17,7476,7477],"class_list":{"0":"post-42982","1":"post","2":"type-post","3":"status-publish","4":"format-standard","5":"has-post-thumbnail","7":"category-economy","8":"tag-business","9":"tag-economy","10":"tag-ei_is","11":"tag-eire","12":"tag-ie","13":"tag-industry","14":"tag-ireland","15":"tag-sts","16":"tag-trade-and-services"},"share_on_mastodon":{"url":"","error":""},"_links":{"self":[{"href":"https:\/\/www.europesays.com\/ie\/wp-json\/wp\/v2\/posts\/42982","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/www.europesays.com\/ie\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.europesays.com\/ie\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.europesays.com\/ie\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/www.europesays.com\/ie\/wp-json\/wp\/v2\/comments?post=42982"}],"version-history":[{"count":0,"href":"https:\/\/www.europesays.com\/ie\/wp-json\/wp\/v2\/posts\/42982\/revisions"}],"wp:featuredmedia":[{"embeddable":true,"href":"https:\/\/www.europesays.com\/ie\/wp-json\/wp\/v2\/media\/42983"}],"wp:attachment":[{"href":"https:\/\/www.europesays.com\/ie\/wp-json\/wp\/v2\/media?parent=42982"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.europesays.com\/ie\/wp-json\/wp\/v2\/categories?post=42982"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.europesays.com\/ie\/wp-json\/wp\/v2\/tags?post=42982"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}