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matches.xml
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<match xmlns="http://www.tei-c.org/ns/1.0">
<m><cem>S1004</cem><plot>2080</plot></m>
<m><cem>S1007</cem><plot>413</plot></m>
<m><cem>S100</cem><plot>1599</plot></m>
<m><cem>S1011</cem><plot>1626</plot></m>
<m><cem>S1013</cem><plot>858</plot></m>
<m><cem>S1014</cem><plot>858</plot></m>
<m><cem>S1015</cem><plot>858</plot></m>
<m><cem>S1018</cem><plot>858</plot></m>
<m><cem>S101</cem><plot>1246</plot></m>
<m><cem>S1023</cem><plot>2069</plot></m>
<m><cem>S1024</cem><plot>2069</plot></m>
<m><cem>S1025</cem><plot>2068</plot></m>
<m><cem>S1026</cem><plot>2067</plot></m>
<m><cem>S1028</cem><plot>925</plot></m>
<m><cem>S102</cem><plot>953</plot></m>
<m><cem>S1032</cem><plot>741</plot></m>
<m><cem>S1035</cem><plot>417</plot></m>
<m><cem>S1036</cem><plot>2062</plot></m>
<m><cem>S1038</cem><plot>2061</plot></m>
<m><cem>S103</cem><plot>1411</plot></m>
<m><cem>S1040</cem><plot>2046</plot></m>
<m><cem>S1043</cem><plot>673</plot></m>
<m><cem>S1044</cem><plot>696</plot></m>
<m><cem>S1046</cem><plot>2057</plot></m>
<m><cem>S1047</cem><plot>2056</plot></m>
<m><cem>S1048</cem><plot>1642</plot></m>
<m><cem>S104</cem><plot>1412</plot></m>
<m><cem>S1052</cem><plot>991</plot></m>
<m><cem>S1053</cem><plot>991</plot></m>
<m><cem>S1054</cem><plot>102</plot></m>
<m><cem>S1055</cem><plot>2054</plot></m>
<m><cem>S1056</cem><plot>1644</plot></m>
<m><cem>S1058</cem><plot>1160</plot></m>
<m><cem>S1059</cem><plot>1566</plot></m>
<m><cem>S105</cem><plot>1825</plot></m>
<m><cem>S1060</cem><plot>59</plot></m>
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<m><cem>S1064</cem><plot>2053</plot></m>
<m><cem>S1065</cem><plot>1522</plot></m>
<m><cem>S1066</cem><plot>2052</plot></m>
<m><cem>S1067</cem><plot>2051</plot></m>
<m><cem>S1068</cem><plot>1133</plot></m>
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<m><cem>S1070</cem><plot>2050</plot></m>
<m><cem>S1072</cem><plot>1602</plot></m>
<m><cem>S1073</cem><plot>896</plot></m>
<m><cem>S1074</cem><plot>512</plot></m>
<m><cem>S1075</cem><plot>237</plot></m>
<m><cem>S1076</cem><plot>578</plot></m>
<m><cem>S1078</cem><plot>1508</plot></m>
<m><cem>S1079</cem><plot>956</plot></m>
<m><cem>S107</cem><plot>513</plot></m>
<m><cem>S1080</cem><plot>1484</plot></m>
<m><cem>S1081</cem><plot>2048</plot></m>
<m><cem>S1082</cem><plot>417</plot></m>
<m><cem>S1083</cem><plot>1429</plot></m>
<m><cem>S1086</cem><plot>12</plot></m>
<m><cem>S1087</cem><plot>2027</plot></m>
<m><cem>S1088</cem><plot>903</plot></m>
<m><cem>S1090</cem><plot>1560</plot></m>
<m><cem>S1092</cem><plot>1512</plot></m>
<m><cem>S1094</cem><plot>2029</plot></m>
<m><cem>S1095</cem><plot>2</plot></m>
<m><cem>S1096</cem><plot>1536</plot></m>
<m><cem>S1097</cem><plot>961</plot></m>
<m><cem>S1098</cem><plot>1301</plot></m>
<m><cem>S1099</cem><plot>1300</plot></m>
<m><cem>S1100</cem><plot>579</plot></m>
<m><cem>S1101</cem><plot>579</plot></m>
<m><cem>S1103</cem><plot>1134</plot></m>
<m><cem>S1106</cem><plot>537</plot></m>
<m><cem>S1108</cem><plot>68</plot></m>
<m><cem>S1110</cem><plot>1579</plot></m>
<m><cem>S1111</cem><plot>417</plot></m>
<m><cem>S1112</cem><plot>417</plot></m>
<m><cem>S1113</cem><plot>2030</plot></m>
<m><cem>S1114</cem><plot>263</plot></m>
<m><cem>S1114</cem><plot>5</plot></m>
<m><cem>S1115</cem><plot>280</plot></m>
<m><cem>S1116</cem><plot>220</plot></m>
<m><cem>S1117</cem><plot>2031</plot></m>
<m><cem>S1119</cem><plot>1615</plot></m>
<m><cem>S1120</cem><plot>1615</plot></m>
<m><cem>S1123</cem><plot>1304</plot></m>
<m><cem>S1124</cem><plot>1136</plot></m>
<m><cem>S1125</cem><plot>554</plot></m>
<m><cem>S1128</cem><plot>2033</plot></m>
<m><cem>S112</cem><plot>893</plot></m>
<m><cem>S1130</cem><plot>1623</plot></m>
<m><cem>S1131</cem><plot>1623</plot></m>
<m><cem>S1132</cem><plot>1622</plot></m>
<m><cem>S1134</cem><plot>2035</plot></m>
<m><cem>S1135</cem><plot>1616</plot></m>
<m><cem>S1136</cem><plot>1621</plot></m>
<m><cem>S1137</cem><plot>471</plot></m>
<m><cem>S113</cem><plot>1822</plot></m>
<m><cem>S1141</cem><plot>2038</plot></m>
<m><cem>S1144</cem><plot>2041</plot></m>
<m><cem>S1146</cem><plot>2043</plot></m>
<m><cem>S1147</cem><plot>2044</plot></m>
<m><cem>S1149</cem><plot>692</plot></m>
<m><cem>S114</cem><plot>1640</plot></m>
<m><cem>S1150</cem><plot>2025</plot></m>
<m><cem>S1151</cem><plot>2024</plot></m>
<m><cem>S1152</cem><plot>2023</plot></m>
<m><cem>S1153</cem><plot>2022</plot></m>
<m><cem>S1156</cem><plot>2020</plot></m>
<m><cem>S1157</cem><plot>876</plot></m>
<m><cem>S115</cem><plot>1787</plot></m>
<m><cem>S1160</cem><plot>1280</plot></m>
<m><cem>S1161</cem><plot>1280</plot></m>
<m><cem>S1163</cem><plot>2017</plot></m>
<m><cem>S1166</cem><plot>922</plot></m>
<m><cem>S1169</cem><plot>2013</plot></m>
<m><cem>S116</cem><plot>1823</plot></m>
<m><cem>S1171</cem><plot>262</plot></m>
<m><cem>S1174</cem><plot>2011</plot></m>
<m><cem>S1175</cem><plot>466</plot></m>
<m><cem>S1176</cem><plot>882</plot></m>
<m><cem>S1177</cem><plot>1206</plot></m>
<m><cem>S1178</cem><plot>2010</plot></m>
<m><cem>S1179</cem><plot>2009</plot></m>
<m><cem>S117</cem><plot>1824</plot></m>
<m><cem>S1180</cem><plot>2008</plot></m>
<m><cem>S1181</cem><plot>1546</plot></m>
<m><cem>S1182</cem><plot>1546</plot></m>
<m><cem>S1183</cem><plot>375</plot></m>
<m><cem>S1185</cem><plot>722</plot></m>
<m><cem>S1186</cem><plot>1505</plot></m>
<m><cem>S1187</cem><plot>2007</plot></m>
<m><cem>S1189</cem><plot>1291</plot></m>
<m><cem>S1191</cem><plot>1291</plot></m>
<m><cem>S1194</cem><plot>417</plot></m>
<m><cem>S1195</cem><plot>417</plot></m>
<m><cem>S1196</cem><plot>1520</plot></m>
<m><cem>S1197</cem><plot>1475</plot></m>
<m><cem>S1198</cem><plot>884</plot></m>
<m><cem>S1199</cem><plot>878</plot></m>
<m><cem>S119</cem><plot>677</plot></m>
<m><cem>S1206</cem><plot>941</plot></m>
<m><cem>S1207</cem><plot>2003</plot></m>
<m><cem>S120</cem><plot>1818</plot></m>
<m><cem>S1212</cem><plot>1238</plot></m>
<m><cem>S1213</cem><plot>899</plot></m>
<m><cem>S1218</cem><plot>1651</plot></m>
<m><cem>S1223</cem><plot>30</plot></m>
<m><cem>S1227</cem><plot>1852</plot></m>
<m><cem>S1229</cem><plot>1511</plot></m>
<m><cem>S122</cem><plot>1480</plot></m>
<m><cem>S1230</cem><plot>1596</plot></m>
<m><cem>S1231</cem><plot>2</plot></m>
<m><cem>S1234</cem><plot>1521</plot></m>
<m><cem>S1235</cem><plot>2</plot></m>
<m><cem>S1236</cem><plot>1854</plot></m>
<m><cem>S1237</cem><plot>1853</plot></m>
<m><cem>S1239</cem><plot>1857</plot></m>
<m><cem>S123</cem><plot>1086</plot></m>
<m><cem>S1240</cem><plot>1855</plot></m>
<m><cem>S1242</cem><plot>792</plot></m>
<m><cem>S1244</cem><plot>1858</plot></m>
<m><cem>S1245</cem><plot>1859</plot></m>
<m><cem>S1247</cem><plot>1861</plot></m>
<m><cem>S1249</cem><plot>1862</plot></m>
<m><cem>S1252</cem><plot>1864</plot></m>
<m><cem>S1253</cem><plot>603</plot></m>
<m><cem>S1255</cem><plot>1865</plot></m>
<m><cem>S1257</cem><plot>1867</plot></m>
<m><cem>S1260</cem><plot>1869</plot></m>
<m><cem>S1261</cem><plot>1870</plot></m>
<m><cem>S1262</cem><plot>1871</plot></m>
<m><cem>S1264</cem><plot>1873</plot></m>
<m><cem>S1266</cem><plot>1875</plot></m>
<m><cem>S1267</cem><plot>1876</plot></m>
<m><cem>S1268</cem><plot>1877</plot></m>
<m><cem>S1269</cem><plot>767</plot></m>
<m><cem>S126</cem><plot>1816</plot></m>
<m><cem>S1270</cem><plot>1004</plot></m>
<m><cem>S1271</cem><plot>708</plot></m>
<m><cem>S1272</cem><plot>1837</plot></m>
<m><cem>S1273</cem><plot>1838</plot></m>
<m><cem>S1275</cem><plot>1840</plot></m>
<m><cem>S1276</cem><plot>1618</plot></m>
<m><cem>S1277</cem><plot>1263</plot></m>
<m><cem>S1278</cem><plot>1263</plot></m>
<m><cem>S1279</cem><plot>1452</plot></m>
<m><cem>S127</cem><plot>271</plot></m>
<m><cem>S1280</cem><plot>30</plot></m>
<m><cem>S1281</cem><plot>1612</plot></m>
<m><cem>S1284</cem><plot>873</plot></m>
<m><cem>S1285</cem><plot>901</plot></m>
<m><cem>S1287</cem><plot>719</plot></m>
<m><cem>S1288</cem><plot>644</plot></m>
<m><cem>S1289</cem><plot>895</plot></m>
<m><cem>S1290</cem><plot>926</plot></m>
<m><cem>S1292</cem><plot>872</plot></m>
<m><cem>S1293</cem><plot>1565</plot></m>
<m><cem>S1295</cem><plot>1357</plot></m>
<m><cem>S1301</cem><plot>1501</plot></m>
<m><cem>S1302</cem><plot>2</plot></m>
<m><cem>S1303</cem><plot>784</plot></m>
<m><cem>S1304</cem><plot>1842</plot></m>
<m><cem>S1305</cem><plot>1841</plot></m>
<m><cem>S1307</cem><plot>1488</plot></m>
<m><cem>S1308</cem><plot>947</plot></m>
<m><cem>S130</cem><plot>1800</plot></m>
<m><cem>S1310</cem><plot>504</plot></m>
<m><cem>S1312</cem><plot>406</plot></m>
<m><cem>S1313</cem><plot>1096</plot></m>
<m><cem>S1314</cem><plot>929</plot></m>
<m><cem>S1315</cem><plot>892</plot></m>
<m><cem>S1316</cem><plot>1828</plot></m>
<m><cem>S1317</cem><plot>1829</plot></m>
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<m><cem>S1809</cem><plot>2364</plot></m>
<m><cem>S180</cem><plot>1765</plot></m>
<m><cem>S1810</cem><plot>708</plot></m>
<m><cem>S1811</cem><plot>2342</plot></m>
<m><cem>S1813</cem><plot>2341</plot></m>
<m><cem>S1814</cem><plot>1606</plot></m>
<m><cem>S1816</cem><plot>2340</plot></m>
<m><cem>S1819</cem><plot>2338</plot></m>
<m><cem>S181</cem><plot>1764</plot></m>
<m><cem>S1820</cem><plot>999</plot></m>
<m><cem>S1822</cem><plot>489</plot></m>
<m><cem>S1823</cem><plot>488</plot></m>
<m><cem>S1824</cem><plot>417</plot></m>
<m><cem>S1825</cem><plot>1731</plot></m>
<m><cem>S1826</cem><plot>1617</plot></m>
<m><cem>S1827</cem><plot>1400</plot></m>
<m><cem>S1828</cem><plot>1065</plot></m>
<m><cem>S1829</cem><plot>2336</plot></m>
<m><cem>S182</cem><plot>1763</plot></m>
<m><cem>S1830</cem><plot>2335</plot></m>
<m><cem>S1831</cem><plot>968</plot></m>
<m><cem>S1832</cem><plot>2334</plot></m>
<m><cem>S1833</cem><plot>2333</plot></m>
<m><cem>S1834</cem><plot>2332</plot></m>
<m><cem>S1836</cem><plot>2331</plot></m>
<m><cem>S1837</cem><plot>417</plot></m>
<m><cem>S1838</cem><plot>30</plot></m>
<m><cem>S1840</cem><plot>2308</plot></m>
<m><cem>S1841</cem><plot>2309</plot></m>
<m><cem>S1842</cem><plot>2310</plot></m>
<m><cem>S1843</cem><plot>2311</plot></m>
<m><cem>S1844</cem><plot>2312</plot></m>
<m><cem>S1845</cem><plot>778</plot></m>
<m><cem>S1846</cem><plot>779</plot></m>
<m><cem>S1848</cem><plot>2313</plot></m>
<m><cem>S1849</cem><plot>417</plot></m>
<m><cem>S184</cem><plot>1638</plot></m>
<m><cem>S1851</cem><plot>2315</plot></m>
<m><cem>S1852</cem><plot>2316</plot></m>
<m><cem>S1854</cem><plot>788</plot></m>
<m><cem>S1858</cem><plot>2319</plot></m>
<m><cem>S185</cem><plot>185</plot></m>
<m><cem>S1860</cem><plot>2320</plot></m>
<m><cem>S1861</cem><plot>2321</plot></m>
<m><cem>S1862</cem><plot>2322</plot></m>
<m><cem>S1863</cem><plot>618</plot></m>
<m><cem>S1868</cem><plot>645</plot></m>
<m><cem>S1870</cem><plot>2328</plot></m>
<m><cem>S1872</cem><plot>2327</plot></m>
<m><cem>S1873</cem><plot>2306</plot></m>
<m><cem>S1874</cem><plot>2305</plot></m>
<m><cem>S1875</cem><plot>417</plot></m>
<m><cem>S1877</cem><plot>2302</plot></m>
<m><cem>S1879</cem><plot>2300</plot></m>
<m><cem>S1880</cem><plot>2299</plot></m>
<m><cem>S1882</cem><plot>2297</plot></m>
<m><cem>S1883</cem><plot>2296</plot></m>
<m><cem>S1884</cem><plot>894</plot></m>
<m><cem>S1889</cem><plot>2</plot></m>
<m><cem>S188</cem><plot>1761</plot></m>
<m><cem>S1890</cem><plot>1774</plot></m>
<m><cem>S1892</cem><plot>2290</plot></m>
<m><cem>S1893</cem><plot>2289</plot></m>
<m><cem>S1894</cem><plot>2288</plot></m>
<m><cem>S1895</cem><plot>1093</plot></m>
<m><cem>S1896</cem><plot>527</plot></m>
<m><cem>S1897</cem><plot>2287</plot></m>
<m><cem>S1898</cem><plot>417</plot></m>
<m><cem>S1899</cem><plot>2285</plot></m>
<m><cem>S189</cem><plot>1760</plot></m>
<m><cem>S1900</cem><plot>2284</plot></m>
<m><cem>S1901</cem><plot>1229</plot></m>
<m><cem>S1903</cem><plot>417</plot></m>
<m><cem>S1904</cem><plot>30</plot></m>
<m><cem>S1906</cem><plot>923</plot></m>
<m><cem>S1908</cem><plot>417</plot></m>
<m><cem>S190</cem><plot>759</plot></m>
<m><cem>S1910</cem><plot>2270</plot></m>
<m><cem>S1911</cem><plot>2271</plot></m>
<m><cem>S1912</cem><plot>2272</plot></m>
<m><cem>S1914</cem><plot>417</plot></m>
<m><cem>S1915</cem><plot>30</plot></m>
<m><cem>S1918</cem><plot>2276</plot></m>
<m><cem>S1919</cem><plot>1065</plot></m>
<m><cem>S1920</cem><plot>2277</plot></m>
<m><cem>S1923</cem><plot>2280</plot></m>
<m><cem>S1924</cem><plot>781</plot></m>
<m><cem>S1925</cem><plot>493</plot></m>
<m><cem>S1927</cem><plot>2281</plot></m>
<m><cem>S1928</cem><plot>1214</plot></m>
<m><cem>S192</cem><plot>584</plot></m>
<m><cem>S1930</cem><plot>688</plot></m>
<m><cem>S1931</cem><plot>543</plot></m>
<m><cem>S1932</cem><plot>698</plot></m>
<m><cem>S1933</cem><plot>1408</plot></m>
<m><cem>S1934</cem><plot>2266</plot></m>
<m><cem>S1935</cem><plot>67</plot></m>
<m><cem>S1936</cem><plot>2265</plot></m>
<m><cem>S1937</cem><plot>2264</plot></m>
<m><cem>S1938</cem><plot>2263</plot></m>
<m><cem>S1940</cem><plot>2262</plot></m>
<m><cem>S1943</cem><plot>2260</plot></m>
<m><cem>S1944</cem><plot>2259</plot></m>
<m><cem>S1945</cem><plot>766</plot></m>
<m><cem>S1946</cem><plot>2</plot></m>
<m><cem>S1948</cem><plot>379</plot></m>
<m><cem>S1949</cem><plot>380</plot></m>
<m><cem>S1951</cem><plot>390</plot></m>
<m><cem>S1954</cem><plot>399</plot></m>
<m><cem>S195</cem><plot>1267</plot></m>
<m><cem>S1961</cem><plot>63</plot></m>
<m><cem>S1962</cem><plot>713</plot></m>
<m><cem>S1964</cem><plot>39</plot></m>
<m><cem>S1965</cem><plot>464</plot></m>
<m><cem>S1967</cem><plot>691</plot></m>
<m><cem>S1968</cem><plot>65</plot></m>
<m><cem>S1969</cem><plot>294</plot></m>
<m><cem>S196</cem><plot>951</plot></m>
<m><cem>S1971</cem><plot>419</plot></m>
<m><cem>S1972</cem><plot>285</plot></m>
<m><cem>S1973</cem><plot>676</plot></m>
<m><cem>S1974</cem><plot>631</plot></m>
<m><cem>S1975</cem><plot>668</plot></m>
<m><cem>S1978</cem><plot>657</plot></m>
<m><cem>S1979</cem><plot>546</plot></m>
<m><cem>S1980</cem><plot>368</plot></m>
<m><cem>S1981</cem><plot>654</plot></m>
<m><cem>S1982</cem><plot>655</plot></m>
<m><cem>S1983</cem><plot>616</plot></m>
<m><cem>S1985</cem><plot>454</plot></m>
<m><cem>S1986</cem><plot>9999</plot></m>
<m><cem>S1987</cem><plot>1997</plot></m>
<m><cem>S1989</cem><plot>365</plot></m>
<m><cem>S198</cem><plot>1745</plot></m>
<m><cem>S1990</cem><plot>1998</plot></m>
<m><cem>S1991</cem><plot>1605</plot></m>
<m><cem>S1992</cem><plot>30</plot></m>
<m><cem>S1993</cem><plot>1999</plot></m>
<m><cem>S1995</cem><plot>400</plot></m>
<m><cem>S1998</cem><plot>886</plot></m>
<m><cem>S1999</cem><plot>1197</plot></m>
<m><cem>S199</cem><plot>1746</plot></m>
<m><cem>S1</cem><plot>178</plot></m>
<m><cem>S2002</cem><plot>1329</plot></m>
<m><cem>S2003</cem><plot>2002</plot></m>
<m><cem>S2004</cem><plot>1349</plot></m>
<m><cem>S2005</cem><plot>653</plot></m>
<m><cem>S2007</cem><plot>652</plot></m>
<m><cem>S2008</cem><plot>575</plot></m>
<m><cem>S2009</cem><plot>1106</plot></m>
<m><cem>S200</cem><plot>1067</plot></m>
<m><cem>S2011</cem><plot>1426</plot></m>
<m><cem>S2012</cem><plot>1426</plot></m>
<m><cem>S2014</cem><plot>1993</plot></m>
<m><cem>S2015</cem><plot>803</plot></m>
<m><cem>S2018</cem><plot>1991</plot></m>
<m><cem>S201</cem><plot>1747</plot></m>
<m><cem>S2020</cem><plot>1510</plot></m>
<m><cem>S2023</cem><plot>1988</plot></m>
<m><cem>S2024</cem><plot>1178</plot></m>
<m><cem>S2027</cem><plot>1977</plot></m>
<m><cem>S2029</cem><plot>1979</plot></m>
<m><cem>S202</cem><plot>1748</plot></m>
<m><cem>S2031</cem><plot>1980</plot></m>
<m><cem>S2032</cem><plot>1981</plot></m>
<m><cem>S2033</cem><plot>581</plot></m>
<m><cem>S2035</cem><plot>1608</plot></m>
<m><cem>S2036</cem><plot>1982</plot></m>
<m><cem>S2037</cem><plot>1156</plot></m>
<m><cem>S2038</cem><plot>490</plot></m>
<m><cem>S2039</cem><plot>2</plot></m>
<m><cem>S2042</cem><plot>1192</plot></m>
<m><cem>S2044</cem><plot>1976</plot></m>
<m><cem>S2046</cem><plot>2</plot></m>
<m><cem>S2047</cem><plot>1973</plot></m>
<m><cem>S2049</cem><plot>1607</plot></m>
<m><cem>S204</cem><plot>30</plot></m>
<m><cem>S2051</cem><plot>1972</plot></m>
<m><cem>S2052</cem><plot>1971</plot></m>
<m><cem>S2054</cem><plot>1969</plot></m>
<m><cem>S2056</cem><plot>189</plot></m>
<m><cem>S2057</cem><plot>394</plot></m>
<m><cem>S2059</cem><plot>1967</plot></m>
<m><cem>S2063</cem><plot>1176</plot></m>
<m><cem>S2065</cem><plot>378</plot></m>
<m><cem>S2066</cem><plot>224</plot></m>
<m><cem>S2067</cem><plot>821</plot></m>
<m><cem>S2068</cem><plot>1956</plot></m>
<m><cem>S2069</cem><plot>444</plot></m>
<m><cem>S206</cem><plot>1750</plot></m>
<m><cem>S2072</cem><plot>960</plot></m>
<m><cem>S2073</cem><plot>2</plot></m>
<m><cem>S2076</cem><plot>1959</plot></m>
<m><cem>S2079</cem><plot>417</plot></m>
<m><cem>S207</cem><plot>1751</plot></m>
<m><cem>S2080</cem><plot>1963</plot></m>
<m><cem>S2081</cem><plot>1384</plot></m>
<m><cem>S2082</cem><plot>1964</plot></m>
<m><cem>S2083</cem><plot>1965</plot></m>
<m><cem>S2084</cem><plot>1954</plot></m>
<m><cem>S2085</cem><plot>1954</plot></m>
<m><cem>S2086</cem><plot>1585</plot></m>
<m><cem>S2087</cem><plot>1953</plot></m>
<m><cem>S2089</cem><plot>1220</plot></m>
<m><cem>S208</cem><plot>404</plot></m>
<m><cem>S2090</cem><plot>1951</plot></m>
<m><cem>S2092</cem><plot>1235</plot></m>
<m><cem>S2095</cem><plot>1949</plot></m>
<m><cem>S2097</cem><plot>597</plot></m>
<m><cem>S2098</cem><plot>679</plot></m>
<m><cem>S2100</cem><plot>1079</plot></m>
<m><cem>S2103</cem><plot>1946</plot></m>
<m><cem>S2104</cem><plot>1945</plot></m>
<m><cem>S2105</cem><plot>1944</plot></m>
<m><cem>S2106</cem><plot>746</plot></m>
<m><cem>S2107</cem><plot>1937</plot></m>
<m><cem>S2108</cem><plot>1152</plot></m>
<m><cem>S2109</cem><plot>1938</plot></m>
<m><cem>S210</cem><plot>1498</plot></m>
<m><cem>S2110</cem><plot>417</plot></m>
<m><cem>S2112</cem><plot>1316</plot></m>
<m><cem>S2113</cem><plot>30</plot></m>
<m><cem>S2115</cem><plot>1940</plot></m>
<m><cem>S2117</cem><plot>1173</plot></m>
<m><cem>S2119</cem><plot>2550</plot></m>
<m><cem>S2123</cem><plot>1585</plot></m>
<m><cem>S2129</cem><plot>1163</plot></m>
<m><cem>S2130</cem><plot>1934</plot></m>
<m><cem>S2131</cem><plot>1933</plot></m>
<m><cem>S2133</cem><plot>30</plot></m>
<m><cem>S2135</cem><plot>1931</plot></m>
<m><cem>S2139</cem><plot>1927</plot></m>
<m><cem>S2141</cem><plot>417</plot></m>
<m><cem>S2142</cem><plot>815</plot></m>
<m><cem>S2143</cem><plot>1243</plot></m>
<m><cem>S2144</cem><plot>2</plot></m>
<m><cem>S2149</cem><plot>461</plot></m>
<m><cem>S214</cem><plot>1755</plot></m>
<m><cem>S2150</cem><plot>1913</plot></m>
<m><cem>S2151</cem><plot>1914</plot></m>
<m><cem>S2152</cem><plot>1915</plot></m>
<m><cem>S2153</cem><plot>1916</plot></m>
<m><cem>S2154</cem><plot>1917</plot></m>
<m><cem>S2155</cem><plot>417</plot></m>
<m><cem>S2157</cem><plot>1919</plot></m>
<m><cem>S2158</cem><plot>30</plot></m>
<m><cem>S2160</cem><plot>467</plot></m>
<m><cem>S2161</cem><plot>1921</plot></m>
<m><cem>S2162</cem><plot>1922</plot></m>
<m><cem>S2163</cem><plot>417</plot></m>
<m><cem>S2166</cem><plot>1466</plot></m>
<m><cem>S2167</cem><plot>1461</plot></m>
<m><cem>S2168</cem><plot>1912</plot></m>
<m><cem>S2169</cem><plot>1911</plot></m>
<m><cem>S216</cem><plot>970</plot></m>
<m><cem>S2173</cem><plot>327</plot></m>
<m><cem>S2178</cem><plot>547</plot></m>
<m><cem>S2180</cem><plot>313</plot></m>
<m><cem>S2184</cem><plot>1906</plot></m>
<m><cem>S2185</cem><plot>1117</plot></m>
<m><cem>S2187</cem><plot>1904</plot></m>
<m><cem>S2189</cem><plot>436</plot></m>
<m><cem>S2192</cem><plot>1210</plot></m>
<m><cem>S2194</cem><plot>1208</plot></m>
<m><cem>S2196</cem><plot>501</plot></m>
<m><cem>S2197</cem><plot>416</plot></m>
<m><cem>S2199</cem><plot>521</plot></m>
<m><cem>S219</cem><plot>1757</plot></m>
<m><cem>S21</cem><plot>134</plot></m>
<m><cem>S2202</cem><plot>1056</plot></m>
<m><cem>S2205</cem><plot>325</plot></m>
<m><cem>S2207</cem><plot>325</plot></m>
<m><cem>S2209</cem><plot>856</plot></m>
<m><cem>S2210</cem><plot>1314</plot></m>
<m><cem>S2214</cem><plot>1382</plot></m>
<m><cem>S2215</cem><plot>1396</plot></m>
<m><cem>S2216</cem><plot>1407</plot></m>
<m><cem>S2217</cem><plot>1406</plot></m>
<m><cem>S221</cem><plot>1005</plot></m>
<m><cem>S2222</cem><plot>2</plot></m>
<m><cem>S2224</cem><plot>94</plot></m>
<m><cem>S2228</cem><plot>1901</plot></m>
<m><cem>S222</cem><plot>1743</plot></m>
<m><cem>S2230</cem><plot>377</plot></m>
<m><cem>S2231</cem><plot>802</plot></m>
<m><cem>S2232</cem><plot>802</plot></m>
<m><cem>S2234</cem><plot>1454</plot></m>
<m><cem>S2236</cem><plot>1437</plot></m>
<m><cem>S2238</cem><plot>1362</plot></m>
<m><cem>S2239</cem><plot>869</plot></m>
<m><cem>S2240</cem><plot>417</plot></m>
<m><cem>S2241</cem><plot>867</plot></m>
<m><cem>S2242</cem><plot>868</plot></m>
<m><cem>S2243</cem><plot>868</plot></m>
<m><cem>S2244</cem><plot>1423</plot></m>
<m><cem>S2245</cem><plot>30</plot></m>
<m><cem>S2246</cem><plot>30</plot></m>
<m><cem>S2249</cem><plot>9999</plot></m>
<m><cem>S224</cem><plot>1061</plot></m>
<m><cem>S2251</cem><plot>1390</plot></m>
<m><cem>S2254</cem><plot>729</plot></m>
<m><cem>S2255</cem><plot>1380</plot></m>
<m><cem>S2256</cem><plot>1381</plot></m>
<m><cem>S2258</cem><plot>864</plot></m>
<m><cem>S2260</cem><plot>1401</plot></m>
<m><cem>S2261</cem><plot>1418</plot></m>
<m><cem>S2262</cem><plot>1421</plot></m>
<m><cem>S2263</cem><plot>30</plot></m>
<m><cem>S2265</cem><plot>611</plot></m>
<m><cem>S2267</cem><plot>417</plot></m>
<m><cem>S226</cem><plot>1742</plot></m>
<m><cem>S2270</cem><plot>1255</plot></m>
<m><cem>S2273</cem><plot>1440</plot></m>
<m><cem>S2275</cem><plot>1139</plot></m>
<m><cem>S2276</cem><plot>2</plot></m>
<m><cem>S2278</cem><plot>1403</plot></m>
<m><cem>S2279</cem><plot>1360</plot></m>
<m><cem>S2281</cem><plot>1171</plot></m>
<m><cem>S2282</cem><plot>996</plot></m>
<m><cem>S2284</cem><plot>1367</plot></m>
<m><cem>S2287</cem><plot>1140</plot></m>
<m><cem>S2294</cem><plot>8</plot></m>
<m><cem>S2295</cem><plot>8</plot></m>
<m><cem>S2297</cem><plot>1167</plot></m>
<m><cem>S2299</cem><plot>1350</plot></m>
<m><cem>S2300</cem><plot>1278</plot></m>
<m><cem>S2301</cem><plot>1010</plot></m>
<m><cem>S2302</cem><plot>1010</plot></m>
<m><cem>S2306</cem><plot>1439</plot></m>
<m><cem>S2307</cem><plot>295</plot></m>
<m><cem>S230</cem><plot>1739</plot></m>
<m><cem>S2313</cem><plot>1002</plot></m>
<m><cem>S2314</cem><plot>1216</plot></m>
<m><cem>S2315</cem><plot>1216</plot></m>
<m><cem>S2316</cem><plot>588</plot></m>
<m><cem>S2322</cem><plot>44</plot></m>
<m><cem>S2323</cem><plot>1017</plot></m>
<m><cem>S2329</cem><plot>681</plot></m>
<m><cem>S232</cem><plot>954</plot></m>
<m><cem>S2336</cem><plot>795</plot></m>
<m><cem>S2339</cem><plot>1896</plot></m>
<m><cem>S233</cem><plot>1737</plot></m>
<m><cem>S2348</cem><plot>1386</plot></m>
<m><cem>S234</cem><plot>386</plot></m>
<m><cem>S2351</cem><plot>443</plot></m>
<m><cem>S2353</cem><plot>1893</plot></m>
<m><cem>S2354</cem><plot>806</plot></m>
<m><cem>S2356</cem><plot>1015</plot></m>
<m><cem>S2357</cem><plot>805</plot></m>
<m><cem>S235</cem><plot>1736</plot></m>
<m><cem>S2360</cem><plot>407</plot></m>
<m><cem>S2361</cem><plot>335</plot></m>
<m><cem>S2363</cem><plot>1895</plot></m>
<m><cem>S2368</cem><plot>1076</plot></m>
<m><cem>S2369</cem><plot>1127</plot></m>
<m><cem>S2370</cem><plot>555</plot></m>
<m><cem>S2372</cem><plot>330</plot></m>
<m><cem>S2375</cem><plot>752</plot></m>
<m><cem>S2376</cem><plot>1891</plot></m>
<m><cem>S2377</cem><plot>183</plot></m>
<m><cem>S2377</cem><plot>30</plot></m>
<m><cem>S237</cem><plot>1735</plot></m>
<m><cem>S238</cem><plot>1734</plot></m>
<m><cem>S2390</cem><plot>1890</plot></m>
<m><cem>S2391</cem><plot>1889</plot></m>
<m><cem>S2392</cem><plot>1888</plot></m>
<m><cem>S2393</cem><plot>1887</plot></m>
<m><cem>S2399</cem><plot>1217</plot></m>
<m><cem>S239</cem><plot>1733</plot></m>
<m><cem>S23</cem><plot>114</plot></m>
<m><cem>S2401</cem><plot>825</plot></m>
<m><cem>S2402</cem><plot>30</plot></m>
<m><cem>S2406</cem><plot>928</plot></m>
<m><cem>S240</cem><plot>92</plot></m>
<m><cem>S2411</cem><plot>1883</plot></m>
<m><cem>S2412</cem><plot>1200</plot></m>
<m><cem>S2414</cem><plot>734</plot></m>
<m><cem>S2415</cem><plot>1296</plot></m>
<m><cem>S2416</cem><plot>182</plot></m>
<m><cem>S2417</cem><plot>319</plot></m>
<m><cem>S2419</cem><plot>235</plot></m>
<m><cem>S2420</cem><plot>1069</plot></m>
<m><cem>S2421</cem><plot>775</plot></m>
<m><cem>S2422</cem><plot>1259</plot></m>
<m><cem>S2423</cem><plot>1182</plot></m>
<m><cem>S242</cem><plot>777</plot></m>
<m><cem>S2430</cem><plot>376</plot></m>
<m><cem>S2431</cem><plot>1180</plot></m>
<m><cem>S2432</cem><plot>2</plot></m>
<m><cem>S2433</cem><plot>1257</plot></m>
<m><cem>S2434</cem><plot>757</plot></m>
<m><cem>S2436</cem><plot>2</plot></m>
<m><cem>S2439</cem><plot>2</plot></m>
<m><cem>S243</cem><plot>1732</plot></m>
<m><cem>S2442</cem><plot>1198</plot></m>
<m><cem>S2444</cem><plot>1882</plot></m>
<m><cem>S2445</cem><plot>1109</plot></m>
<m><cem>S2448</cem><plot>30</plot></m>
<m><cem>S2449</cem><plot>1346</plot></m>
<m><cem>S244</cem><plot>919</plot></m>
<m><cem>S2452</cem><plot>1085</plot></m>
<m><cem>S2453</cem><plot>1310</plot></m>
<m><cem>S2455</cem><plot>917</plot></m>
<m><cem>S2458</cem><plot>1232</plot></m>
<m><cem>S2459</cem><plot>1231</plot></m>
<m><cem>S245</cem><plot>852</plot></m>
<m><cem>S2465</cem><plot>1143</plot></m>
<m><cem>S2466</cem><plot>762</plot></m>
<m><cem>S2467</cem><plot>1277</plot></m>
<m><cem>S2468</cem><plot>30</plot></m>
<m><cem>S2470</cem><plot>1334</plot></m>
<m><cem>S2471</cem><plot>1343</plot></m>
<m><cem>S2472</cem><plot>417</plot></m>
<m><cem>S2473</cem><plot>66</plot></m>
<m><cem>S2477</cem><plot>1878</plot></m>
<m><cem>S2478</cem><plot>1881</plot></m>
<m><cem>S2479</cem><plot>1880</plot></m>
<m><cem>S2480</cem><plot>1256</plot></m>
<m><cem>S2481</cem><plot>1233</plot></m>
<m><cem>S2482</cem><plot>1098</plot></m>
<m><cem>S2483</cem><plot>1345</plot></m>
<m><cem>S2484</cem><plot>1344</plot></m>
<m><cem>S2488</cem><plot>1333</plot></m>
<m><cem>S2489</cem><plot>1172</plot></m>
<m><cem>S2490</cem><plot>1016</plot></m>
<m><cem>S2491</cem><plot>877</plot></m>
<m><cem>S2492</cem><plot>1308</plot></m>
<m><cem>S2493</cem><plot>973</plot></m>
<m><cem>S2494</cem><plot>1305</plot></m>
<m><cem>S2496</cem><plot>1099</plot></m>
<m><cem>S2497</cem><plot>1073</plot></m>
<m><cem>S2499</cem><plot>1218</plot></m>
<m><cem>S24</cem><plot>118</plot></m>
<m><cem>S2500</cem><plot>1234</plot></m>
<m><cem>S2501</cem><plot>1258</plot></m>
<m><cem>S2502</cem><plot>1847</plot></m>
<m><cem>S2504</cem><plot>1142</plot></m>
<m><cem>S2506</cem><plot>30</plot></m>
<m><cem>S2508</cem><plot>1252</plot></m>
<m><cem>S2509</cem><plot>1363</plot></m>
<m><cem>S2510</cem><plot>1364</plot></m>
<m><cem>S2511</cem><plot>1455</plot></m>
<m><cem>S2512</cem><plot>1309</plot></m>