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<table>

<tr><th>7</th><th>3</th><th>5</th><th>8</th><th>2</th><th>11</th><th>13</th></tr>

<tr><th>13</th><th>7</th><th>8</th><th>15</th><th>1</th><th>22</th><th>23</th></tr>

<tr><th>19</th><th>5</th><th>16</th><th>21</th><th>11</th><th>26</th><th>37</th></tr>

<tr><th>31</th><th>11</th><th>24</th><th>35</th><th>13</th><th>46</th><th>59</th></tr>

<tr><th>37</th><th>7</th><th>33</th><th>40</th><th>26</th><th>47</th><th>73</th></tr>

<tr><th>43</th><th>13</th><th>35</th><th>48</th><th>22</th><th>61</th><th>83</th></tr>

<tr><th>7**2</th><th>16</th><th>39</th><th>55</th><th>23</th><th>71</th><th>94</th></tr>

<tr><th>61</th><th>9</th><th>56</th><th>65</th><th>47</th><th>74</th><th>121</th></tr>

<tr><th>67</th><th>32</th><th>45</th><th>77</th><th>13</th><th>109</th><th>122</th></tr>

<tr><th>73</th><th>17</th><th>63</th><th>80</th><th>46</th><th>97</th><th>143</th></tr>

<tr><th>79</th><th>40</th><th>51</th><th>91</th><th>11</th><th>131</th><th>142</th></tr>

<tr><th>7,13</th><th>11</th><th>85</th><th>96</th><th>74</th><th>107</th><th>181</th></tr>

<tr><th>7,13</th><th>19</th><th>80</th><th>99</th><th>61</th><th>118</th><th>179</th></tr>

<tr><th>97</th><th>55</th><th>57</th><th>112</th><th>1</th><th>167</th><th>168</th></tr>

<tr><th>103</th><th>40</th><th>77</th><th>117</th><th>37</th><th>157</th><th>194</th></tr>

<tr><th>109</th><th>24</th><th>95</th><th>119</th><th>71</th><th>143</th><th>214</th></tr>

<tr><th>127</th><th>13</th><th>120</th><th>133</th><th>107</th><th>146</th><th>253</th></tr>

<tr><th>7,19</th><th>23</th><th>120</th><th>143</th><th>97</th><th>166</th><th>263</th></tr>

<tr><th>7,19</th><th>65</th><th>88</th><th>153</th><th>23</th><th>218</th><th>241</th></tr>

<tr><th>139</th><th>69</th><th>91</th><th>160</th><th>22</th><th>229</th><th>251</th></tr>

<tr><th>151</th><th>56</th><th>115</th><th>171</th><th>59</th><th>227</th><th>286</th></tr>

<tr><th>157</th><th>25</th><th>143</th><th>168</th><th>118</th><th>193</th><th>311</th></tr>

<tr><th>163</th><th>75</th><th>112</th><th>187</th><th>37</th><th>262</th><th>299</th></tr>

<tr><th>13**2</th><th>15</th><th>161</th><th>176</th><th>146</th><th>191</th><th>337</th></tr>

<tr><th>181</th><th>104</th><th>105</th><th>209</th><th>1</th><th>313</th><th>314</th></tr>

<tr><th>193</th><th>32</th><th>175</th><th>207</th><th>143</th><th>239</th><th>382</th></tr>

<tr><th>199</th><th>56</th><th>165</th><th>221</th><th>109</th><th>277</th><th>386</th></tr>

<tr><th>211</th><th>29</th><th>195</th><th>224</th><th>166</th><th>253</th><th>419</th></tr>

<tr><th>7,31</th><th>17</th><th>208</th><th>225</th><th>191</th><th>242</th><th>433</th></tr>

<tr><th>7,31</th><th>87</th><th>160</th><th>247</th><th>73</th><th>334</th><th>407</th></tr>

<tr><th>223</th><th>85</th><th>168</th><th>253</th><th>83</th><th>338</th><th>421</th></tr>

<tr><th>229</th><th>119</th><th>145</th><th>264</th><th>26</th><th>383</th><th>409</th></tr>

<tr><th>241</th><th>31</th><th>224</th><th>255</th><th>193</th><th>286</th><th>479</th></tr>

<tr><th>13,19</th><th>72</th><th>203</th><th>275</th><th>130</th><th>347</th><th>477</th></tr>

<tr><th>13,19</th><th>93</th><th>187</th><th>280</th><th>94</th><th>373</th><th>467</th></tr>

<tr><th>7,37</th><th>64</th><th>221</th><th>285</th><th>157</th><th>349</th><th>506</th></tr>

<tr><th>7,37</th><th>144</th><th>155</th><th>299</th><th>11</th><th>443</th><th>454</th></tr>

<tr><th>271</th><th>19</th><th>261</th><th>280</th><th>242</th><th>299</th><th>541</th></tr>

<tr><th>277</th><th>95</th><th>217</th><th>312</th><th>122</th><th>407</th><th>529</th></tr>

<tr><th>283</th><th>133</th><th>192</th><th>325</th><th>59</th><th>458</th><th>517</th></tr>

<tr><th>7,43</th><th>40</th><th>279</th><th>319</th><th>239</th><th>359</th><th>598</th></tr>

<tr><th>7,43</th><th>136</th><th>209</th><th>345</th><th>73</th><th>481</th><th>554</th></tr>

<tr><th>307</th><th>35</th><th>288</th><th>323</th><th>253</th><th>358</th><th>611</th></tr>

<tr><th>313</th><th>105</th><th>247</th><th>352</th><th>142</th><th>457</th><th>599</th></tr>

<tr><th>331</th><th>21</th><th>320</th><th>341</th><th>299</th><th>362</th><th>661</th></tr>

<tr><th>337</th><th>105</th><th>272</th><th>377</th><th>167</th><th>482</th><th>649</th></tr>

<tr><th>7**3</th><th>37</th><th>323</th><th>360</th><th>286</th><th>397</th><th>683</th></tr>

<tr><th>349</th><th>111</th><th>280</th><th>391</th><th>169</th><th>502</th><th>671</th></tr>

<tr><th>19**2</th><th>185</th><th>231</th><th>416</th><th>45</th><th>601</th><th>646</th></tr>

<tr><th>367</th><th>88</th><th>315</th><th>403</th><th>227</th><th>491</th><th>718</th></tr>

<tr><th>373</th><th>152</th><th>273</th><th>425</th><th>121</th><th>577</th><th>698</th></tr>

<tr><th>379</th><th>176</th><th>259</th><th>435</th><th>83</th><th>611</th><th>694</th></tr>

<tr><th>397</th><th>23</th><th>385</th><th>408</th><th>362</th><th>431</th><th>793</th></tr>

<tr><th>13,31</th><th>80</th><th>357</th><th>437</th><th>277</th><th>517</th><th>794</th></tr>

<tr><th>13,31</th><th>115</th><th>333</th><th>448</th><th>218</th><th>563</th><th>781</th></tr>

<tr><th>409</th><th>161</th><th>304</th><th>465</th><th>142</th><th>626</th><th>768</th></tr>

<tr><th>421</th><th>41</th><th>399</th><th>440</th><th>358</th><th>481</th><th>839</th></tr>

<tr><th>7,61</th><th>123</th><th>352</th><th>475</th><th>229</th><th>598</th><th>827</th></tr>

<tr><th>7,61</th><th>240</th><th>253</th><th>493</th><th>13</th><th>733</th><th>746</th></tr>

<tr><th>433</th><th>48</th><th>407</th><th>455</th><th>359</th><th>503</th><th>862</th></tr>

<tr><th>439</th><th>205</th><th>299</th><th>504</th><th>93</th><th>709</th><th>802</th></tr>

<tr><th>457</th><th>240</th><th>287</th><th>527</th><th>47</th><th>767</th><th>814</th></tr>

<tr><th>463</th><th>43</th><th>440</th><th>483</th><th>397</th><th>526</th><th>923</th></tr>

<tr><th>7,67</th><th>25</th><th>456</th><th>481</th><th>430</th><th>506</th><th>936</th></tr>

<tr><th>7,67</th><th>129</th><th>391</th><th>520</th><th>262</th><th>649</th><th>911</th></tr>

<tr><th>13,37</th><th>175</th><th>369</th><th>544</th><th>194</th><th>719</th><th>913</th></tr>

<tr><th>13,37</th><th>215</th><th>336</th><th>551</th><th>121</th><th>766</th><th>887</th></tr>

<tr><th>487</th><th>88</th><th>437</th><th>525</th><th>349</th><th>613</th><th>962</th></tr>

<tr><th>499</th><th>275</th><th>301</th><th>576</th><th>25</th><th>851</th><th>876</th></tr>

<tr><th>7,73</th><th>104</th><th>451</th><th>555</th><th>347</th><th>659</th><th>1006</th></tr>

<tr><th>7,73</th><th>264</th><th>325</th><th>589</th><th>61</th><th>853</th><th>914</th></tr>

<tr><th>523</th><th>208</th><th>387</th><th>595</th><th>179</th><th>803</th><th>982</th></tr>

<tr><th>541</th><th>184</th><th>425</th><th>609</th><th>241</th><th>793</th><th>1034</th></tr>

<tr><th>547</th><th>27</th><th>533</th><th>560</th><th>506</th><th>587</th><th>1093</th></tr>

<tr><th>7,79</th><th>47</th><th>528</th><th>575</th><th>481</th><th>622</th><th>1103</th></tr>

<tr><th>7,79</th><th>135</th><th>473</th><th>608</th><th>338</th><th>743</th><th>1081</th></tr>

<tr><th>13,43</th><th>141</th><th>475</th><th>616</th><th>334</th><th>757</th><th>1091</th></tr>

<tr><th>13,43</th><th>189</th><th>440</th><th>629</th><th>251</th><th>818</th><th>1069</th></tr>

<tr><th>571</th><th>235</th><th>416</th><th>651</th><th>181</th><th>886</th><th>1067</th></tr>

<tr><th>577</th><th>297</th><th>368</th><th>665</th><th>71</th><th>962</th><th>1033</th></tr>

<tr><th>19,31</th><th>56</th><th>559</th><th>615</th><th>503</th><th>671</th><th>1174</th></tr>

<tr><th>19,31</th><th>329</th><th>351</th><th>680</th><th>22</th><th>1009</th><th>1031</th></tr>

<tr><th>601</th><th>49</th><th>575</th><th>624</th><th>526</th><th>673</th><th>1199</th></tr>

<tr><th>607</th><th>147</th><th>520</th><th>667</th><th>373</th><th>814</th><th>1187</th></tr>

<tr><th>613</th><th>280</th><th>423</th><th>703</th><th>143</th><th>983</th><th>1126</th></tr>

<tr><th>619</th><th>245</th><th>459</th><th>704</th><th>214</th><th>949</th><th>1163</th></tr>

<tr><th>631</th><th>29</th><th>616</th><th>645</th><th>587</th><th>674</th><th>1261</th></tr>

<tr><th>7**2,13</th><th>145</th><th>552</th><th>697</th><th>407</th><th>842</th><th>1249</th></tr>

<tr><th>7**2,13</th><th>200</th><th>513</th><th>713</th><th>313</th><th>913</th><th>1226</th></tr>

<tr><th>643</th><th>203</th><th>517</th><th>720</th><th>314</th><th>923</th><th>1237</th></tr>

<tr><th>661</th><th>319</th><th>441</th><th>760</th><th>122</th><th>1079</th><th>1201</th></tr>

<tr><th>673</th><th>377</th><th>400</th><th>777</th><th>23</th><th>1154</th><th>1177</th></tr>

<tr><th>7,97</th><th>104</th><th>621</th><th>725</th><th>517</th><th>829</th><th>1346</th></tr>

<tr><th>7,97</th><th>120</th><th>611</th><th>731</th><th>491</th><th>851</th><th>1342</th></tr>

<tr><th>691</th><th>240</th><th>539</th><th>779</th><th>299</th><th>1019</th><th>1318</th></tr>

<tr><th>19,37</th><th>53</th><th>675</th><th>728</th><th>622</th><th>781</th><th>1403</th></tr>

<tr><th>19,37</th><th>312</th><th>493</th><th>805</th><th>181</th><th>1117</th><th>1298</th></tr>

<tr><th>709</th><th>159</th><th>616</th><th>775</th><th>457</th><th>934</th><th>1391</th></tr>

<tr><th>7,103</th><th>31</th><th>705</th><th>736</th><th>674</th><th>767</th><th>1441</th></tr>

<tr><th>7,103</th><th>265</th><th>551</th><th>816</th><th>286</th><th>1081</th><th>1367</th></tr>

<tr><th>727</th><th>155</th><th>637</th><th>792</th><th>482</th><th>947</th><th>1429</th></tr>

<tr><th>733</th><th>217</th><th>600</th><th>817</th><th>383</th><th>1034</th><th>1417</th></tr>

<tr><th>739</th><th>371</th><th>480</th><th>851</th><th>108</th><th>1222</th><th>1330</th></tr>

<tr><th>751</th><th>341</th><th>520</th><th>861</th><th>178</th><th>1202</th><th>1380</th></tr>

<tr><th>757</th><th>55</th><th>728</th><th>783</th><th>673</th><th>838</th><th>1511</th></tr>

<tr><th>7,109</th><th>165</th><th>667</th><th>832</th><th>502</th><th>997</th><th>1499</th></tr>

<tr><th>7,109</th><th>403</th><th>477</th><th>880</th><th>74</th><th>1283</th><th>1357</th></tr>

<tr><th>769</th><th>64</th><th>735</th><th>799</th><th>671</th><th>863</th><th>1534</th></tr>

<tr><th>787</th><th>112</th><th>725</th><th>837</th><th>613</th><th>949</th><th>1562</th></tr>

<tr><th>13,61</th><th>320</th><th>583</th><th>903</th><th>263</th><th>1223</th><th>1486</th></tr>

<tr><th>13,61</th><th>385</th><th>527</th><th>912</th><th>142</th><th>1297</th><th>1439</th></tr>

<tr><th>811</th><th>336</th><th>589</th><th>925</th><th>253</th><th>1261</th><th>1514</th></tr>

<tr><th>19,43</th><th>33</th><th>800</th><th>833</th><th>767</th><th>866</th><th>1633</th></tr>

<tr><th>19,43</th><th>448</th><th>495</th><th>943</th><th>47</th><th>1391</th><th>1438</th></tr>

<tr><th>823</th><th>165</th><th>728</th><th>893</th><th>563</th><th>1058</th><th>1621</th></tr>

<tr><th>829</th><th>231</th><th>689</th><th>920</th><th>458</th><th>1151</th><th>1609</th></tr>

<tr><th>853</th><th>232</th><th>713</th><th>945</th><th>481</th><th>1177</th><th>1658</th></tr>

<tr><th>859</th><th>429</th><th>560</th><th>989</th><th>131</th><th>1418</th><th>1549</th></tr>

<tr><th>13,67</th><th>59</th><th>840</th><th>899</th><th>781</th><th>958</th><th>1739</th></tr>

<tr><th>13,67</th><th>136</th><th>795</th><th>931</th><th>659</th><th>1067</th><th>1726</th></tr>

<tr><th>877</th><th>177</th><th>775</th><th>952</th><th>598</th><th>1129</th><th>1727</th></tr>

<tr><th>883</th><th>272</th><th>715</th><th>987</th><th>442</th><th>1259</th><th>1701</th></tr>

<tr><th>7,127</th><th>295</th><th>704</th><th>999</th><th>409</th><th>1294</th><th>1703</th></tr>

<tr><th>7,127</th><th>464</th><th>561</th><th>1025</th><th>97</th><th>1489</th><th>1586</th></tr>

<tr><th>907</th><th>413</th><th>627</th><th>1040</th><th>214</th><th>1453</th><th>1667</th></tr>

<tr><th>919</th><th>35</th><th>901</th><th>936</th><th>866</th><th>971</th><th>1837</th></tr>

<tr><th>7**2,19</th><th>61</th><th>899</th><th>960</th><th>838</th><th>1021</th><th>1859</th></tr>

<tr><th>7**2,19</th><th>531</th><th>544</th><th>1075</th><th>13</th><th>1606</th><th>1619</th></tr>

<tr><th>937</th><th>183</th><th>832</th><th>1015</th><th>649</th><th>1198</th><th>1847</th></tr>

<tr><th>13,73</th><th>305</th><th>759</th><th>1064</th><th>454</th><th>1369</th><th>1823</th></tr>

<tr><th>13,73</th><th>385</th><th>696</th><th>1081</th><th>311</th><th>1466</th><th>1777</th></tr>

<tr><th>31**2</th><th>455</th><th>649</th><th>1104</th><th>194</th><th>1559</th><th>1753</th></tr>

<tr><th>967</th><th>427</th><th>680</th><th>1107</th><th>253</th><th>1534</th><th>1787</th></tr>

<tr><th>7,139</th><th>72</th><th>935</th><th>1007</th><th>862</th><th>1079</th><th>1941</th></tr>

<tr><th>7,139</th><th>248</th><th>825</th><th>1073</th><th>577</th><th>1321</th><th>1898</th></tr>

<tr><th>991</th><th>549</th><th>595</th><th>1144</th><th>46</th><th>1693</th><th>1739</th></tr>

<tr><th>997</th><th>360</th><th>767</th><th>1127</th><th>407</th><th>1487</th><th>1894</th></tr>

<tr><th>1009</th><th>496</th><th>665</th><th>1161</th><th>169</th><th>1657</th><th>1826</th></tr>

<tr><th>1021</th><th>504</th><th>671</th><th>1175</th><th>167</th><th>1679</th><th>1846</th></tr>

<tr><th>13,79</th><th>37</th><th>1008</th><th>1045</th><th>971</th><th>1082</th><th>2053</th></tr>

<tr><th>13,79</th><th>128</th><th>957</th><th>1085</th><th>829</th><th>1213</th><th>2042</th></tr>

<tr><th>1033</th><th>185</th><th>928</th><th>1113</th><th>742</th><th>1298</th><th>2040</th></tr>

<tr><th>1039</th><th>259</th><th>885</th><th>1144</th><th>626</th><th>1403</th><th>2029</th></tr>

<tr><th>1051</th><th>384</th><th>805</th><th>1189</th><th>421</th><th>1573</th><th>1994</th></tr>

<tr><th>7,151</th><th>65</th><th>1023</th><th>1088</th><th>958</th><th>1153</th><th>2111</th></tr>

<tr><th>7,151</th><th>407</th><th>793</th><th>1200</th><th>386</th><th>1607</th><th>1993</th></tr>

<tr><th>1063</th><th>195</th><th>952</th><th>1147</th><th>757</th><th>1342</th><th>2099</th></tr>

<tr><th>1069</th><th>481</th><th>744</th><th>1225</th><th>263</th><th>1706</th><th>1969</th></tr>

<tr><th>1087</th><th>152</th><th>1003</th><th>1155</th><th>851</th><th>1307</th><th>2158</th></tr>

<tr><th>1093</th><th>455</th><th>792</th><th>1247</th><th>337</th><th>1702</th><th>2039</th></tr>

<tr><th>7,157</th><th>304</th><th>915</th><th>1219</th><th>611</th><th>1523</th><th>2134</th></tr>

<tr><th>7,157</th><th>629</th><th>640</th><th>1269</th><th>11</th><th>1898</th><th>1909</th></tr>

<tr><th>1117</th><th>585</th><th>703</th><th>1288</th><th>118</th><th>1873</th><th>1991</th></tr>

<tr><th>1123</th><th>67</th><th>1088</th><th>1155</th><th>1021</th><th>1222</th><th>2243</th></tr>

<tr><th>1129</th><th>201</th><th>1015</th><th>1216</th><th>814</th><th>1417</th><th>2231</th></tr>

<tr><th>7,163</th><th>39</th><th>1121</th><th>1160</th><th>1082</th><th>1199</th><th>2281</th></tr>

<tr><th>7,163</th><th>335</th><th>936</th><th>1271</th><th>601</th><th>1606</th><th>2207</th></tr>

<tr><th>31,37</th><th>195</th><th>1037</th><th>1232</th><th>842</th><th>1427</th><th>2269</th></tr>

<tr><th>31,37</th><th>608</th><th>715</th><th>1323</th><th>107</th><th>1931</th><th>2038</th></tr>

<tr><th>1153</th><th>273</th><th>992</th><th>1265</th><th>719</th><th>1538</th><th>2257</th></tr>

<tr><th>19,61</th><th>136</th><th>1085</th><th>1221</th><th>949</th><th>1357</th><th>2306</th></tr>

<tr><th>19,61</th><th>469</th><th>851</th><th>1320</th><th>382</th><th>1789</th><th>2171</th></tr>

<tr><th>1171</th><th>429</th><th>896</th><th>1325</th><th>467</th><th>1754</th><th>2221</th></tr>

<tr><th>7,13**2</th><th>408</th><th>925</th><th>1333</th><th>517</th><th>1741</th><th>2258</th></tr>

<tr><th>7,13**2</th><th>603</th><th>760</th><th>1363</th><th>157</th><th>1966</th><th>2123</th></tr>

<tr><th>1201</th><th>80</th><th>1159</th><th>1239</th><th>1079</th><th>1319</th><th>2398</th></tr>

<tr><th>1213</th><th>663</th><th>737</th><th>1400</th><th>74</th><th>2063</th><th>2137</th></tr>

<tr><th>1231</th><th>680</th><th>741</th><th>1421</th><th>61</th><th>2101</th><th>2162</th></tr>

<tr><th>1237</th><th>280</th><th>1073</th><th>1353</th><th>793</th><th>1633</th><th>2426</th></tr>

<tr><th>1249</th><th>560</th><th>871</th><th>1431</th><th>311</th><th>1991</th><th>2302</th></tr>

<tr><th>13,97</th><th>41</th><th>1240</th><th>1281</th><th>1199</th><th>1322</th><th>2521</th></tr>

<tr><th>13,97</th><th>71</th><th>1224</th><th>1295</th><th>1153</th><th>1366</th><th>2519</th></tr>

<tr><th>7,181</th><th>205</th><th>1152</th><th>1357</th><th>947</th><th>1562</th><th>2509</th></tr>

<tr><th>7,181</th><th>213</th><th>1147</th><th>1360</th><th>934</th><th>1573</th><th>2507</th></tr>

<tr><th>19,67</th><th>287</th><th>1105</th><th>1392</th><th>818</th><th>1679</th><th>2497</th></tr>

<tr><th>19,67</th><th>560</th><th>897</th><th>1457</th><th>337</th><th>2017</th><th>2354</th></tr>

<tr><th>1279</th><th>355</th><th>1064</th><th>1419</th><th>709</th><th>1774</th><th>2483</th></tr>

<tr><th>1291</th><th>451</th><th>1005</th><th>1456</th><th>554</th><th>1907</th><th>2461</th></tr>

<tr><th>1297</th><th>497</th><th>975</th><th>1472</th><th>478</th><th>1969</th><th>2447</th></tr>

<tr><th>1303</th><th>533</th><th>952</th><th>1485</th><th>419</th><th>2018</th><th>2437</th></tr>

<tr><th>1321</th><th>639</th><th>880</th><th>1519</th><th>241</th><th>2158</th><th>2399</th></tr>

<tr><th>1327</th><th>168</th><th>1235</th><th>1403</th><th>1067</th><th>1571</th><th>2638</th></tr>

<tr><th>31,43</th><th>73</th><th>1295</th><th>1368</th><th>1222</th><th>1441</th><th>2663</th></tr>

<tr><th>31,43</th><th>697</th><th>840</th><th>1537</th><th>143</th><th>2234</th><th>2377</th></tr>

<tr><th>13,103</th><th>219</th><th>1216</th><th>1435</th><th>997</th><th>1654</th><th>2651</th></tr>

<tr><th>13,103</th><th>336</th><th>1139</th><th>1475</th><th>803</th><th>1811</th><th>2614</th></tr>

<tr><th>7,193</th><th>365</th><th>1131</th><th>1496</th><th>766</th><th>1861</th><th>2627</th></tr>

<tr><th>7,193</th><th>779</th><th>781</th><th>1560</th><th>2</th><th>2339</th><th>2341</th></tr>

<tr><th>37**2</th><th>511</th><th>1040</th><th>1551</th><th>529</th><th>2062</th><th>2591</th></tr>

<tr><th>1381</th><th>296</th><th>1209</th><th>1505</th><th>913</th><th>1801</th><th>2714</th></tr>

<tr><th>19,73</th><th>43</th><th>1365</th><th>1408</th><th>1322</th><th>1451</th><th>2773</th></tr>

<tr><th>19,73</th><th>672</th><th>923</th><th>1595</th><th>251</th><th>2267</th><th>2518</th></tr>

<tr><th>7,199</th><th>215</th><th>1273</th><th>1488</th><th>1058</th><th>1703</th><th>2761</th></tr>

<tr><th>7,199</th><th>657</th><th>943</th><th>1600</th><th>286</th><th>2257</th><th>2543</th></tr>

<tr><th>1399</th><th>301</th><th>1224</th><th>1525</th><th>923</th><th>1826</th><th>2749</th></tr>

<tr><th>13,109</th><th>473</th><th>1120</th><th>1593</th><th>647</th><th>2066</th><th>2713</th></tr>

<tr><th>13,109</th><th>592</th><th>1025</th><th>1617</th><th>433</th><th>2209</th><th>2642</th></tr>

<tr><th>1423</th><th>803</th><th>840</th><th>1643</th><th>37</th><th>2446</th><th>2483</th></tr>

<tr><th>1429</th><th>559</th><th>1065</th><th>1624</th><th>506</th><th>2183</th><th>2689</th></tr>

<tr><th>1447</th><th>152</th><th>1365</th><th>1517</th><th>1213</th><th>1669</th><th>2882</th></tr>

<tr><th>1453</th><th>88</th><th>1407</th><th>1495</th><th>1319</th><th>1583</th><th>2902</th></tr>

<tr><th>1459</th><th>731</th><th>949</th><th>1680</th><th>218</th><th>2411</th><th>2629</th></tr>

<tr><th>1471</th><th>456</th><th>1189</th><th>1645</th><th>733</th><th>2101</th><th>2834</th></tr>

<tr><th>7,211</th><th>440</th><th>1207</th><th>1647</th><th>767</th><th>2087</th><th>2854</th></tr>

<tr><th>7,211</th><th>817</th><th>888</th><th>1705</th><th>71</th><th>2522</th><th>2593</th></tr>

<tr><th>1483</th><th>77</th><th>1443</th><th>1520</th><th>1366</th><th>1597</th><th>2963</th></tr>

<tr><th>1489</th><th>231</th><th>1360</th><th>1591</th><th>1129</th><th>1822</th><th>2951</th></tr>

<tr><th>19,79</th><th>385</th><th>1271</th><th>1656</th><th>886</th><th>2041</th><th>2927</th></tr>

<tr><th>19,79</th><th>616</th><th>1095</th><th>1711</th><th>479</th><th>2327</th><th>2806</th></tr>

<tr><th>7**2,31</th><th>45</th><th>1496</th><th>1541</th><th>1451</th><th>1586</th><th>3037</th></tr>

<tr><th>7**2,31</th><th>760</th><th>989</th><th>1749</th><th>229</th><th>2509</th><th>2738</th></tr>

<tr><th>1531</th><th>315</th><th>1349</th><th>1664</th><th>1034</th><th>1979</th><th>3013</th></tr>

<tr><th>1543</th><th>693</th><th>1075</th><th>1768</th><th>382</th><th>2461</th><th>2843</th></tr>

<tr><th>1549</th><th>495</th><th>1241</th><th>1736</th><th>746</th><th>2231</th><th>2977</th></tr>

<tr><th>7,223</th><th>79</th><th>1520</th><th>1599</th><th>1441</th><th>1678</th><th>3119</th></tr>

<tr><th>7,223</th><th>585</th><th>1184</th><th>1769</th><th>599</th><th>2354</th><th>2953</th></tr>

<tr><th>1567</th><th>237</th><th>1435</th><th>1672</th><th>1198</th><th>1909</th><th>3107</th></tr>

<tr><th>1579</th><th>395</th><th>1344</th><th>1739</th><th>949</th><th>2134</th><th>3083</th></tr>

<tr><th>37,43</th><th>184</th><th>1491</th><th>1675</th><th>1307</th><th>1859</th><th>3166</th></tr>

<tr><th>37,43</th><th>765</th><th>1064</th><th>1829</th><th>299</th><th>2594</th><th>2893</th></tr>

<tr><th>1597</th><th>553</th><th>1247</th><th>1800</th><th>694</th><th>2353</th><th>3047</th></tr>

<tr><th>7,229</th><th>160</th><th>1517</th><th>1677</th><th>1357</th><th>1837</th><th>3194</th></tr>

<tr><th>7,229</th><th>368</th><th>1387</th><th>1755</th><th>1019</th><th>2123</th><th>3142</th></tr>

<tr><th>1609</th><th>855</th><th>1001</th><th>1856</th><th>146</th><th>2711</th><th>2857</th></tr>

<tr><th>1621</th><th>711</th><th>1144</th><th>1855</th><th>433</th><th>2566</th><th>2999</th></tr>

<tr><th>1627</th><th>480</th><th>1333</th><th>1813</th><th>853</th><th>2293</th><th>3146</th></tr>

<tr><th>13,127</th><th>736</th><th>1155</th><th>1891</th><th>419</th><th>2627</th><th>3046</th></tr>

<tr><th>13,127</th><th>869</th><th>1035</th><th>1904</th><th>166</th><th>2773</th><th>2939</th></tr>

<tr><th>1657</th><th>47</th><th>1633</th><th>1680</th><th>1586</th><th>1727</th><th>3313</th></tr>

<tr><th>1663</th><th>235</th><th>1533</th><th>1768</th><th>1298</th><th>2003</th><th>3301</th></tr>

<tr><th>1669</th><th>329</th><th>1480</th><th>1809</th><th>1151</th><th>2138</th><th>3289</th></tr>

<tr><th>7,241</th><th>517</th><th>1368</th><th>1885</th><th>851</th><th>2402</th><th>3253</th></tr>

<tr><th>7,241</th><th>920</th><th>1027</th><th>1947</th><th>107</th><th>2867</th><th>2974</th></tr>

<tr><th>1693</th><th>328</th><th>1505</th><th>1833</th><th>1177</th><th>2161</th><th>3338</th></tr>

<tr><th>1699</th><th>611</th><th>1309</th><th>1920</th><th>698</th><th>2531</th><th>3229</th></tr>

<tr><th>1723</th><th>83</th><th>1680</th><th>1763</th><th>1597</th><th>1846</th><th>3443</th></tr>

<tr><th>7,13,19</th><th>96</th><th>1679</th><th>1775</th><th>1583</th><th>1871</th><th>3454</th></tr>

<tr><th>7,13,19</th><th>249</th><th>1591</th><th>1840</th><th>1342</th><th>2089</th><th>3431</th></tr>

<tr><th>7,13,19</th><th>656</th><th>1305</th><th>1961</th><th>649</th><th>2617</th><th>3266</th></tr>

<tr><th>7,13,19</th><th>799</th><th>1185</th><th>1984</th><th>386</th><th>2783</th><th>3169</th></tr>

<tr><th>1741</th><th>415</th><th>1496</th><th>1911</th><th>1081</th><th>2326</th><th>3407</th></tr>

<tr><th>1747</th><th>893</th><th>1120</th><th>2013</th><th>227</th><th>2906</th><th>3133</th></tr>

<tr><th>1753</th><th>480</th><th>1463</th><th>1943</th><th>982</th><th>2423</th><th>3405</th></tr>

<tr><th>1759</th><th>581</th><th>1395</th><th>1976</th><th>814</th><th>2557</th><th>3371</th></tr>

<tr><th>1777</th><th>672</th><th>1343</th><th>2015</th><th>671</th><th>2687</th><th>3358</th></tr>

<tr><th>1783</th><th>747</th><th>1288</th><th>2035</th><th>541</th><th>2782</th><th>3323</th></tr>

<tr><th>1789</th><th>984</th><th>1081</th><th>2065</th><th>96</th><th>3049</th><th>3145</th></tr>

<tr><th>1801</th><th>49</th><th>1776</th><th>1825</th><th>1727</th><th>1874</th><th>3601</th></tr>

<tr><th>13,139</th><th>85</th><th>1763</th><th>1848</th><th>1678</th><th>1933</th><th>3611</th></tr>

<tr><th>13,139</th><th>245</th><th>1672</th><th>1917</th><th>1427</th><th>2162</th><th>3589</th></tr>

<tr><th>7**2,37</th><th>255</th><th>1672</th><th>1927</th><th>1417</th><th>2182</th><th>3599</th></tr>

<tr><th>7**2,37</th><th>913</th><th>1175</th><th>2088</th><th>262</th><th>3001</th><th>3263</th></tr>

<tr><th>1831</th><th>539</th><th>1501</th><th>2040</th><th>962</th><th>2579</th><th>3541</th></tr>

<tr><th>19,97</th><th>595</th><th>1472</th><th>2067</th><th>876</th><th>2662</th><th>3538</th></tr>

<tr><th>19,97</th><th>637</th><th>1440</th><th>2077</th><th>803</th><th>2714</th><th>3517</th></tr>

<tr><th>43**2</th><th>1056</th><th>1079</th><th>2135</th><th>23</th><th>3191</th><th>3214</th></tr>

<tr><th>1861</th><th>344</th><th>1665</th><th>2009</th><th>1321</th><th>2353</th><th>3674</th></tr>

<tr><th>1867</th><th>765</th><th>1363</th><th>2128</th><th>598</th><th>2893</th><th>3491</th></tr>

<tr><th>1873</th><th>833</th><th>1312</th><th>2145</th><th>479</th><th>2978</th><th>3457</th></tr>

<tr><th>1879</th><th>200</th><th>1771</th><th>1971</th><th>1571</th><th>2171</th><th>3742</th></tr>

<tr><th>31,61</th><th>400</th><th>1659</th><th>2059</th><th>1259</th><th>2459</th><th>3718</th></tr>

<tr><th>31,61</th><th>931</th><th>1245</th><th>2176</th><th>314</th><th>3107</th><th>3421</th></tr>

<tr><th>7,271</th><th>688</th><th>1457</th><th>2145</th><th>769</th><th>2833</th><th>3602</th></tr>

<tr><th>7,271</th><th>935</th><th>1248</th><th>2183</th><th>313</th><th>3118</th><th>3431</th></tr>

<tr><th>1933</th><th>1105</th><th>1127</th><th>2232</th><th>22</th><th>3337</th><th>3359</th></tr>

<tr><th>7,277</th><th>176</th><th>1845</th><th>2021</th><th>1668</th><th>2197</th><th>3865</th></tr>

<tr><th>7,277</th><th>800</th><th>1411</th><th>2211</th><th>611</th><th>3011</th><th>3622</th></tr>

<tr><th>1951</th><th>51</th><th>1925</th><th>1976</th><th>1874</th><th>2027</th><th>3901</th></tr>

<tr><th>19,103</th><th>255</th><th>1817</th><th>2072</th><th>1562</th><th>2327</th><th>3889</th></tr>

<tr><th>19,103</th><th>1032</th><th>1225</th><th>2257</th><th>192</th><th>3289</th><th>3481</th></tr>

<tr><th>13,151</th><th>357</th><th>1760</th><th>2117</th><th>1403</th><th>2474</th><th>3877</th></tr>

<tr><th>13,151</th><th>528</th><th>1645</th><th>2173</th><th>1117</th><th>2701</th><th>3818</th></tr>

<tr><th>7,283</th><th>89</th><th>1935</th><th>2024</th><th>1846</th><th>2113</th><th>3959</th></tr>

<tr><th>7,283</th><th>561</th><th>1640</th><th>2201</th><th>1078</th><th>2762</th><th>3840</th></tr>

<tr><th>1987</th><th>267</th><th>1840</th><th>2107</th><th>1573</th><th>2374</th><th>3947</th></tr>

<tr><th>1993</th><th>663</th><th>1577</th><th>2240</th><th>914</th><th>2903</th><th>3817</th></tr>

<tr><th>1999</th><th>445</th><th>1739</th><th>2184</th><th>1293</th><th>2629</th><th>3922</th></tr>

<tr><th>2011</th><th>880</th><th>1421</th><th>2301</th><th>541</th><th>3181</th><th>3722</th></tr>

<tr><th>2017</th><th>623</th><th>1632</th><th>2255</th><th>1009</th><th>2878</th><th>3887</th></tr>

<tr><th>2029</th><th>104</th><th>1975</th><th>2079</th><th>1871</th><th>2183</th><th>4054</th></tr>

<tr><th>13,157</th><th>801</th><th>1519</th><th>2320</th><th>718</th><th>3121</th><th>3839</th></tr>

<tr><th>13,157</th><th>969</th><th>1376</th><th>2345</th><th>407</th><th>3314</th><th>3721</th></tr>

<tr><th>2053</th><th>520</th><th>1743</th><th>2263</th><th>1223</th><th>2783</th><th>4006</th></tr>

<tr><th>19,109</th><th>91</th><th>2024</th><th>2115</th><th>1933</th><th>2206</th><th>4139</th></tr>

<tr><th>19,109</th><th>979</th><th>1400</th><th>2379</th><th>420</th><th>3358</th><th>3778</th></tr>

<tr><th>31,67</th><th>273</th><th>1927</th><th>2200</th><th>1654</th><th>2473</th><th>4127</th></tr>

<tr><th>31,67</th><th>728</th><th>1615</th><th>2343</th><th>887</th><th>3071</th><th>3958</th></tr>

<tr><th>2083</th><th>1173</th><th>1232</th><th>2405</th><th>59</th><th>3578</th><th>3637</th></tr>

<tr><th>2089</th><th>455</th><th>1824</th><th>2279</th><th>1369</th><th>2734</th><th>4103</th></tr>

<tr><th>7**2,43</th><th>53</th><th>2080</th><th>2133</th><th>2027</th><th>2186</th><th>4213</th></tr>

<tr><th>7**2,43</th><th>1157</th><th>1275</th><th>2432</th><th>118</th><th>3589</th><th>3707</th></tr>

<tr><th>2113</th><th>265</th><th>1968</th><th>2233</th><th>1703</th><th>2498</th><th>4201</th></tr>

<tr><th>13,163</th><th>184</th><th>2021</th><th>2205</th><th>1837</th><th>2389</th><th>4226</th></tr>

<tr><th>13,163</th><th>371</th><th>1909</th><th>2280</th><th>1538</th><th>2651</th><th>4189</th></tr>

<tr><th>2131</th><th>819</th><th>1600</th><th>2419</th><th>781</th><th>3238</th><th>4019</th></tr>

<tr><th>2137</th><th>583</th><th>1785</th><th>2368</th><th>1202</th><th>2951</th><th>4153</th></tr>

<tr><th>2143</th><th>552</th><th>1813</th><th>2365</th><th>1261</th><th>2917</th><th>4178</th></tr>

<tr><th>7,307</th><th>689</th><th>1720</th><th>2409</th><th>1031</th><th>3098</th><th>4129</th></tr>

<tr><th>7,307</th><th>1144</th><th>1335</th><th>2479</th><th>191</th><th>3623</th><th>3814</th></tr>

<tr><th>2161</th><th>1001</th><th>1479</th><th>2480</th><th>478</th><th>3481</th><th>3959</th></tr>

<tr><th>2179</th><th>901</th><th>1584</th><th>2485</th><th>683</th><th>3386</th><th>4069</th></tr>

<tr><th>7,313</th><th>216</th><th>2075</th><th>2291</th><th>1859</th><th>2507</th><th>4366</th></tr>

<tr><th>7,313</th><th>920</th><th>1581</th><th>2501</th><th>661</th><th>3421</th><th>4082</th></tr>

<tr><th>13**3</th><th>1007</th><th>1513</th><th>2520</th><th>506</th><th>3527</th><th>4033</th></tr>

<tr><th>2203</th><th>432</th><th>1955</th><th>2387</th><th>1523</th><th>2819</th><th>4342</th></tr>

<tr><th>2221</th><th>376</th><th>2009</th><th>2385</th><th>1633</th><th>2761</th><th>4394</th></tr>

<tr><th>2239</th><th>1219</th><th>1365</th><th>2584</th><th>146</th><th>3803</th><th>3949</th></tr>

<tr><th>2239</th><th>1219</th><th>1365</th><th>2584</th><th>146</th><th>3803</th><th>3949</th></tr>

<tr><th>2251</th><th>864</th><th>1691</th><th>2555</th><th>827</th><th>3419</th><th>4246</th></tr>

<tr><th>37,61</th><th>95</th><th>2208</th><th>2303</th><th>2113</th><th>2398</th><th>4511</th></tr>

<tr><th>37,61</th><th>752</th><th>1785</th><th>2537</th><th>1033</th><th>3289</th><th>4322</th></tr>

<tr><th>31,73</th><th>285</th><th>2107</th><th>2392</th><th>1822</th><th>2677</th><th>4499</th></tr>

<tr><th>31,73</th><th>1288</th><th>1325</th><th>2613</th><th>36</th><th>3901</th><th>3937</th></tr>

<tr><th>2269</th><th>55</th><th>2241</th><th>2296</th><th>2186</th><th>2351</th><th>4537</th></tr>

<tr><th>2281</th><th>385</th><th>2064</th><th>2449</th><th>1679</th><th>2834</th><th>4513</th></tr>

<tr><th>2287</th><th>1080</th><th>1547</th><th>2627</th><th>467</th><th>3707</th><th>4174</th></tr>

<tr><th>2293</th><th>665</th><th>1887</th><th>2552</th><th>1222</th><th>3217</th><th>4439</th></tr>

<tr><th>2311</th><th>715</th><th>1869</th><th>2584</th><th>1154</th><th>3299</th><th>4453</th></tr>

<tr><th>2311</th><th>715</th><th>1869</th><th>2584</th><th>1154</th><th>3299</th><th>4453</th></tr>

<tr><th>7,331</th><th>855</th><th>1768</th><th>2623</th><th>913</th><th>3478</th><th>4391</th></tr>

<tr><th>7,331</th><th>1128</th><th>1537</th><th>2665</th><th>409</th><th>3793</th><th>4202</th></tr>

<tr><th>2341</th><th>935</th><th>1729</th><th>2664</th><th>794</th><th>3599</th><th>4393</th></tr>

<tr><th>2347</th><th>1045</th><th>1643</th><th>2688</th><th>598</th><th>3733</th><th>4331</th></tr>

<tr><th>13,181</th><th>97</th><th>2303</th><th>2400</th><th>2206</th><th>2497</th><th>4703</th></tr>

<tr><th>13,181</th><th>112</th><th>2295</th><th>2407</th><th>2183</th><th>2519</th><th>4702</th></tr>

<tr><th>7,337</th><th>291</th><th>2200</th><th>2491</th><th>1909</th><th>2782</th><th>4691</th></tr>

<tr><th>7,337</th><th>1045</th><th>1656</th><th>2701</th><th>611</th><th>3746</th><th>4357</th></tr>

<tr><th>2371</th><th>485</th><th>2091</th><th>2576</th><th>1606</th><th>3061</th><th>4667</th></tr>

<tr><th>2377</th><th>560</th><th>2047</th><th>2607</th><th>1487</th><th>3167</th><th>4654</th></tr>

<tr><th>2383</th><th>1235</th><th>1512</th><th>2747</th><th>277</th><th>3982</th><th>4259</th></tr>

<tr><th>2389</th><th>679</th><th>1976</th><th>2655</th><th>1297</th><th>3334</th><th>4631</th></tr>

<tr><th>7**4</th><th>1265</th><th>1504</th><th>2769</th><th>239</th><th>4034</th><th>4273</th></tr>

</table>