<data>
<row _id="1"><R>R</R><cPTΈȏl>PT`PX</cPTΈȏl><319,667>32,050</319,667><92,810>31,938</92,810><212,345>47</212,345><9,935>-</9,935><4,339>-</4,339><340,282>30,142</340,282><70,513>29,896</70,513><211,569>185</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="2"><R>R</R><cPTΈȏl>QO`QS</cPTΈȏl><319,667>26,511</319,667><92,810>24,859</92,810><212,345>1,575</212,345><9,935>5</9,935><4,339>34</4,339><340,282>25,968</340,282><70,513>22,182</70,513><211,569>3,657</211,569><49,431>10</49,431><8,507>77</8,507></row>
<row _id="3"><R>R</R><cPTΈȏl>QT`QX</cPTΈȏl><319,667>25,455</319,667><92,810>16,198</92,810><212,345>9,089</212,345><9,935>12</9,935><4,339>115</4,339><340,282>25,274</340,282><70,513>8,540</70,513><211,569>16,378</211,569><49,431>31</49,431><8,507>312</8,507></row>
<row _id="4"><R>R</R><cPTΈȏl>RO`RS</cPTΈȏl><319,667>29,947</319,667><92,810>9,188</92,810><212,345>20,344</212,345><9,935>36</9,935><4,339>349</4,339><340,282>28,871</340,282><70,513>2,774</70,513><211,569>25,234</211,569><49,431>128</49,431><8,507>727</8,507></row>
<row _id="5"><R>R</R><cPTΈȏl>RT`RX</cPTΈȏl><319,667>33,934</319,667><92,810>4,975</92,810><212,345>28,164</212,345><9,935>74</9,935><4,339>708</4,339><340,282>32,549</340,282><70,513>1,702</70,513><211,569>29,252</211,569><49,431>341</49,431><8,507>1,247</8,507></row>
<row _id="6"><R>R</R><cPTΈȏl>SO`SS</cPTΈȏl><319,667>28,782</319,667><92,810>2,172</92,810><212,345>25,674</212,345><9,935>159</9,935><4,339>766</4,339><340,282>28,378</340,282><70,513>1,094</70,513><211,569>25,322</211,569><49,431>661</49,431><8,507>1,296</8,507></row>
<row _id="7"><R>R</R><cPTΈȏl>ST`SX</cPTΈȏl><319,667>26,588</319,667><92,810>1,313</92,810><212,345>24,314</212,345><9,935>225</9,935><4,339>727</4,339><340,282>26,507</340,282><70,513>942</70,513><211,569>23,175</211,569><49,431>1,256</49,431><8,507>1,130</8,507></row>
<row _id="8"><R>R</R><cPTΈȏl>TO`TS</cPTΈȏl><319,667>26,784</319,667><92,810>906</92,810><212,345>24,782</212,345><9,935>447</9,935><4,339>643</4,339><340,282>27,506</340,282><70,513>913</70,513><211,569>23,492</211,569><49,431>2,168</49,431><8,507>925</8,507></row>
<row _id="9"><R>R</R><cPTΈȏl>TT`TX</cPTΈȏl><319,667>26,178</319,667><92,810>575</92,810><212,345>24,515</212,345><9,935>701</9,935><4,339>383</4,339><340,282>26,983</340,282><70,513>864</70,513><211,569>21,747</211,569><49,431>3,498</49,431><8,507>868</8,507></row>
<row _id="10"><R>R</R><cPTΈȏl>UO`US</cPTΈȏl><319,667>19,369</319,667><92,810>301</92,810><212,345>17,949</212,345><9,935>902</9,935><4,339>215</4,339><340,282>24,483</340,282><70,513>710</70,513><211,569>17,687</211,569><49,431>5,346</49,431><8,507>722</8,507></row>
<row _id="11"><R>R</R><cPTΈȏl>UT`UX</cPTΈȏl><319,667>15,256</319,667><92,810>177</92,810><212,345>13,865</212,345><9,935>1,051</9,935><4,339>159</4,339><340,282>20,453</340,282><70,513>408</70,513><211,569>12,127</211,569><49,431>7,398</49,431><8,507>507</8,507></row>
<row _id="12"><R>R</R><cPTΈȏl>VO`VS</cPTΈȏl><319,667>12,729</319,667><92,810>115</92,810><212,345>10,930</212,345><9,935>1,562</9,935><4,339>118</4,339><340,282>17,505</340,282><70,513>246</70,513><211,569>7,811</211,569><49,431>9,088</49,431><8,507>342</8,507></row>
<row _id="13"><R>R</R><cPTΈȏl>VT`VX</cPTΈȏl><319,667>8,967</319,667><92,810>55</92,810><212,345>6,972</212,345><9,935>1,860</9,935><4,339>76</4,339><340,282>12,918</340,282><70,513>138</70,513><211,569>3,922</211,569><49,431>8,631</49,431><8,507>203</8,507></row>
<row _id="14"><R>R</R><cPTΈȏl>WO`WS</cPTΈȏl><319,667>4,863</319,667><92,810>28</92,810><212,345>3,121</212,345><9,935>1,679</9,935><4,339>33</4,339><340,282>7,954</340,282><70,513>69</70,513><211,569>1,312</211,569><49,431>6,458</49,431><8,507>96</8,507></row>
<row _id="15"><R>R</R><cPTΈȏl>WTΈȏ</cPTΈȏl><319,667>2,254</319,667><92,810>10</92,810><212,345>1,004</212,345><9,935>1,222</9,935><4,339>13</4,339><340,282>4,791</340,282><70,513>35</70,513><211,569>268</211,569><49,431>4,417</49,431><8,507>55</8,507></row>
<row _id="16"><R>b{s</R><cPTΈȏl>cPTΈȏl</cPTΈȏl><319,667>78,718</319,667><92,810>24,582</92,810><212,345>50,727</212,345><9,935>1,967</9,935><4,339>1,395</4,339><340,282>82,932</340,282><70,513>18,245</70,513><211,569>50,473</211,569><49,431>10,916</49,431><8,507>3,258</8,507></row>
<row _id="17"><R>b{s</R><cPTΈȏl>PT`PX</cPTΈȏl><319,667>8,640</319,667><92,810>8,607</92,810><212,345>18</212,345><9,935>-</9,935><4,339>-</4,339><340,282>7,445</340,282><70,513>7,375</70,513><211,569>59</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="18"><R>b{s</R><cPTΈȏl>QO`QS</cPTΈȏl><319,667>7,851</319,667><92,810>7,399</92,810><212,345>423</212,345><9,935>3</9,935><4,339>18</4,339><340,282>6,417</340,282><70,513>5,493</70,513><211,569>888</211,569><49,431>2</49,431><8,507>27</8,507></row>
<row _id="19"><R>b{s</R><cPTΈȏl>QT`QX</cPTΈȏl><319,667>6,049</319,667><92,810>3,699</92,810><212,345>2,298</212,345><9,935>3</9,935><4,339>43</4,339><340,282>6,228</340,282><70,513>2,114</70,513><211,569>3,987</211,569><49,431>11</49,431><8,507>114</8,507></row>
<row _id="20"><R>b{s</R><cPTΈȏl>RO`RS</cPTΈȏl><319,667>6,973</319,667><92,810>2,077</92,810><212,345>4,783</212,345><9,935>5</9,935><4,339>105</4,339><340,282>7,041</340,282><70,513>822</70,513><211,569>5,906</211,569><49,431>33</49,431><8,507>279</8,507></row>
<row _id="21"><R>b{s</R><cPTΈȏl>RT`RX</cPTΈȏl><319,667>8,507</319,667><92,810>1,306</92,810><212,345>6,978</212,345><9,935>26</9,935><4,339>196</4,339><340,282>8,559</340,282><70,513>570</70,513><211,569>7,388</211,569><49,431>92</49,431><8,507>508</8,507></row>
<row _id="22"><R>b{s</R><cPTΈȏl>SO`SS</cPTΈȏl><319,667>7,408</319,667><92,810>582</92,810><212,345>6,541</212,345><9,935>40</9,935><4,339>243</4,339><340,282>7,722</340,282><70,513>413</70,513><211,569>6,599</211,569><49,431>184</49,431><8,507>525</8,507></row>
<row _id="23"><R>b{s</R><cPTΈȏl>ST`SX</cPTΈȏl><319,667>6,947</319,667><92,810>371</92,810><212,345>6,275</212,345><9,935>52</9,935><4,339>247</4,339><340,282>7,204</340,282><70,513>349</70,513><211,569>6,067</211,569><49,431>340</49,431><8,507>448</8,507></row>
<row _id="24"><R>b{s</R><cPTΈȏl>TO`TS</cPTΈȏl><319,667>6,727</319,667><92,810>265</92,810><212,345>6,122</212,345><9,935>104</9,935><4,339>233</4,339><340,282>7,092</340,282><70,513>344</70,513><211,569>5,810</211,569><49,431>554</49,431><8,507>383</8,507></row>
<row _id="25"><R>b{s</R><cPTΈȏl>TT`TX</cPTΈȏl><319,667>6,097</319,667><92,810>136</92,810><212,345>5,667</212,345><9,935>157</9,935><4,339>137</4,339><340,282>6,501</340,282><70,513>306</70,513><211,569>4,963</211,569><49,431>887</49,431><8,507>343</8,507></row>
<row _id="26"><R>b{s</R><cPTΈȏl>UO`US</cPTΈȏl><319,667>4,259</319,667><92,810>61</92,810><212,345>3,941</212,345><9,935>185</9,935><4,339>72</4,339><340,282>5,371</340,282><70,513>214</70,513><211,569>3,683</211,569><49,431>1,220</49,431><8,507>251</8,507></row>
<row _id="27"><R>b{s</R><cPTΈȏl>UT`UX</cPTΈȏl><319,667>3,243</319,667><92,810>36</92,810><212,345>2,943</212,345><9,935>219</9,935><4,339>45</4,339><340,282>4,384</340,282><70,513>110</70,513><211,569>2,446</211,569><49,431>1,679</49,431><8,507>147</8,507></row>
<row _id="28"><R>b{s</R><cPTΈȏl>VO`VS</cPTΈȏl><319,667>2,721</319,667><92,810>26</92,810><212,345>2,364</212,345><9,935>302</9,935><4,339>27</4,339><340,282>3,682</340,282><70,513>73</70,513><211,569>1,593</211,569><49,431>1,888</49,431><8,507>126</8,507></row>
<row _id="29"><R>b{s</R><cPTΈȏl>VT`VX</cPTΈȏl><319,667>1,882</319,667><92,810>11</92,810><212,345>1,478</212,345><9,935>370</9,935><4,339>20</4,339><340,282>2,714</340,282><70,513>41</70,513><211,569>781</211,569><49,431>1,830</49,431><8,507>61</8,507></row>
<row _id="30"><R>b{s</R><cPTΈȏl>WO`WS</cPTΈȏl><319,667>971</319,667><92,810>4</92,810><212,345>672</212,345><9,935>287</9,935><4,339>7</4,339><340,282>1,625</340,282><70,513>16</70,513><211,569>254</211,569><49,431>1,319</49,431><8,507>32</8,507></row>
<row _id="31"><R>b{s</R><cPTΈȏl>WTΈȏ</cPTΈȏl><319,667>443</319,667><92,810>2</92,810><212,345>224</212,345><9,935>214</9,935><4,339>2</4,339><340,282>947</340,282><70,513>5</70,513><211,569>49</211,569><49,431>877</49,431><8,507>14</8,507></row>
<row _id="32"><R>xmgcs</R><cPTΈȏl>cPTΈȏl</cPTΈȏl><319,667>20,166</319,667><92,810>6,065</92,810><212,345>13,367</212,345><9,935>514</9,935><4,339>214</4,339><340,282>21,726</340,282><70,513>5,321</70,513><211,569>13,388</211,569><49,431>2,479</49,431><8,507>525</8,507></row>
<row _id="33"><R>xmgcs</R><cPTΈȏl>PT`PX</cPTΈȏl><319,667>2,365</319,667><92,810>2,360</92,810><212,345>3</212,345><9,935>-</9,935><4,339>-</4,339><340,282>2,401</340,282><70,513>2,386</70,513><211,569>11</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="34"><R>xmgcs</R><cPTΈȏl>QO`QS</cPTΈȏl><319,667>1,802</319,667><92,810>1,677</92,810><212,345>123</212,345><9,935>-</9,935><4,339>1</4,339><340,282>2,076</340,282><70,513>1,773</70,513><211,569>291</211,569><49,431>1</49,431><8,507>6</8,507></row>
<row _id="35"><R>xmgcs</R><cPTΈȏl>QT`QX</cPTΈȏl><319,667>1,833</319,667><92,810>1,108</92,810><212,345>714</212,345><9,935>-</9,935><4,339>8</4,339><340,282>1,960</340,282><70,513>595</70,513><211,569>1,337</211,569><49,431>1</49,431><8,507>26</8,507></row>
<row _id="36"><R>xmgcs</R><cPTΈȏl>RO`RS</cPTΈȏl><319,667>2,211</319,667><92,810>541</92,810><212,345>1,645</212,345><9,935>3</9,935><4,339>22</4,339><340,282>2,026</340,282><70,513>166</70,513><211,569>1,808</211,569><49,431>5</49,431><8,507>47</8,507></row>
<row _id="37"><R>xmgcs</R><cPTΈȏl>RT`RX</cPTΈȏl><319,667>2,223</319,667><92,810>223</92,810><212,345>1,958</212,345><9,935>9</9,935><4,339>33</4,339><340,282>2,141</340,282><70,513>106</70,513><211,569>1,937</211,569><49,431>23</49,431><8,507>75</8,507></row>
<row _id="38"><R>xmgcs</R><cPTΈȏl>SO`SS</cPTΈȏl><319,667>1,876</319,667><92,810>75</92,810><212,345>1,757</212,345><9,935>9</9,935><4,339>35</4,339><340,282>1,886</340,282><70,513>67</70,513><211,569>1,692</211,569><49,431>46</49,431><8,507>81</8,507></row>
<row _id="39"><R>xmgcs</R><cPTΈȏl>ST`SX</cPTΈȏl><319,667>1,724</319,667><92,810>35</92,810><212,345>1,635</212,345><9,935>18</9,935><4,339>36</4,339><340,282>1,796</340,282><70,513>52</70,513><211,569>1,589</211,569><49,431>80</49,431><8,507>75</8,507></row>
<row _id="40"><R>xmgcs</R><cPTΈȏl>TO`TS</cPTΈȏl><319,667>1,777</319,667><92,810>19</92,810><212,345>1,690</212,345><9,935>30</9,935><4,339>38</4,339><340,282>1,724</340,282><70,513>50</70,513><211,569>1,470</211,569><49,431>150</49,431><8,507>53</8,507></row>
<row _id="41"><R>xmgcs</R><cPTΈȏl>TT`TX</cPTΈȏl><319,667>1,478</319,667><92,810>14</92,810><212,345>1,400</212,345><9,935>46</9,935><4,339>18</4,339><340,282>1,545</340,282><70,513>58</70,513><211,569>1,234</211,569><49,431>194</49,431><8,507>59</8,507></row>
<row _id="42"><R>xmgcs</R><cPTΈȏl>UO`US</cPTΈȏl><319,667>1,027</319,667><92,810>9</92,810><212,345>958</212,345><9,935>49</9,935><4,339>11</4,339><340,282>1,299</340,282><70,513>41</70,513><211,569>903</211,569><49,431>311</49,431><8,507>43</8,507></row>
<row _id="43"><R>xmgcs</R><cPTΈȏl>UT`UX</cPTΈȏl><319,667>727</319,667><92,810>3</92,810><212,345>647</212,345><9,935>71</9,935><4,339>6</4,339><340,282>1,009</340,282><70,513>15</70,513><211,569>559</211,569><49,431>397</49,431><8,507>38</8,507></row>
<row _id="44"><R>xmgcs</R><cPTΈȏl>VO`VS</cPTΈȏl><319,667>513</319,667><92,810>-</92,810><212,345>426</212,345><9,935>83</9,935><4,339>4</4,339><340,282>818</340,282><70,513>7</70,513><211,569>339</211,569><49,431>458</49,431><8,507>14</8,507></row>
<row _id="45"><R>xmgcs</R><cPTΈȏl>VT`VX</cPTΈȏl><319,667>368</319,667><92,810>-</92,810><212,345>291</212,345><9,935>77</9,935><4,339>-</4,339><340,282>567</340,282><70,513>2</70,513><211,569>167</211,569><49,431>393</49,431><8,507>5</8,507></row>
<row _id="46"><R>xmgcs</R><cPTΈȏl>WO`WS</cPTΈȏl><319,667>165</319,667><92,810>1</92,810><212,345>92</212,345><9,935>71</9,935><4,339>1</4,339><340,282>302</340,282><70,513>2</70,513><211,569>39</211,569><49,431>259</49,431><8,507>2</8,507></row>
<row _id="47"><R>xmgcs</R><cPTΈȏl>WTΈȏ</cPTΈȏl><319,667>77</319,667><92,810>-</92,810><212,345>28</212,345><9,935>48</9,935><4,339>1</4,339><340,282>176</340,282><70,513>1</70,513><211,569>12</211,569><49,431>161</49,431><8,507>1</8,507></row>
<row _id="48"><R>Rs</R><cPTΈȏl>cPTΈȏl</cPTΈȏl><319,667>10,168</319,667><92,810>2,768</92,810><212,345>6,851</212,345><9,935>376</9,935><4,339>166</4,339><340,282>11,144</340,282><70,513>2,213</70,513><211,569>6,899</211,569><49,431>1,774</49,431><8,507>256</8,507></row>
<row _id="49"><R>Rs</R><cPTΈȏl>PT`PX</cPTΈȏl><319,667>966</319,667><92,810>965</92,810><212,345>1</212,345><9,935>-</9,935><4,339>-</4,339><340,282>937</340,282><70,513>933</70,513><211,569>4</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="50"><R>Rs</R><cPTΈȏl>QO`QS</cPTΈȏl><319,667>631</319,667><92,810>595</92,810><212,345>35</212,345><9,935>-</9,935><4,339>-</4,339><340,282>799</340,282><70,513>685</70,513><211,569>111</211,569><49,431>-</49,431><8,507>3</8,507></row>
<row _id="51"><R>Rs</R><cPTΈȏl>QT`QX</cPTΈȏl><319,667>764</319,667><92,810>534</92,810><212,345>226</212,345><9,935>-</9,935><4,339>2</4,339><340,282>743</340,282><70,513>296</70,513><211,569>439</211,569><49,431>-</49,431><8,507>8</8,507></row>
<row _id="52"><R>Rs</R><cPTΈȏl>RO`RS</cPTΈȏl><319,667>898</319,667><92,810>307</92,810><212,345>576</212,345><9,935>1</9,935><4,339>12</4,339><340,282>860</340,282><70,513>88</70,513><211,569>742</211,569><49,431>3</49,431><8,507>27</8,507></row>
<row _id="53"><R>Rs</R><cPTΈȏl>RT`RX</cPTΈȏl><319,667>1,013</319,667><92,810>162</92,810><212,345>831</212,345><9,935>1</9,935><4,339>19</4,339><340,282>978</340,282><70,513>61</70,513><211,569>871</211,569><49,431>12</49,431><8,507>34</8,507></row>
<row _id="54"><R>Rs</R><cPTΈȏl>SO`SS</cPTΈȏl><319,667>862</319,667><92,810>74</92,810><212,345>754</212,345><9,935>5</9,935><4,339>28</4,339><340,282>906</340,282><70,513>43</70,513><211,569>797</211,569><49,431>19</49,431><8,507>47</8,507></row>
<row _id="55"><R>Rs</R><cPTΈȏl>ST`SX</cPTΈȏl><319,667>822</319,667><92,810>45</92,810><212,345>736</212,345><9,935>11</9,935><4,339>30</4,339><340,282>832</340,282><70,513>28</70,513><211,569>730</211,569><49,431>48</49,431><8,507>26</8,507></row>
<row _id="56"><R>Rs</R><cPTΈȏl>TO`TS</cPTΈȏl><319,667>919</319,667><92,810>40</92,810><212,345>837</212,345><9,935>15</9,935><4,339>27</4,339><340,282>958</340,282><70,513>22</70,513><211,569>830</211,569><49,431>84</49,431><8,507>22</8,507></row>
<row _id="57"><R>Rs</R><cPTΈȏl>TT`TX</cPTΈȏl><319,667>928</319,667><92,810>20</92,810><212,345>855</212,345><9,935>35</9,935><4,339>18</4,339><340,282>905</340,282><70,513>20</70,513><211,569>753</211,569><49,431>104</49,431><8,507>28</8,507></row>
<row _id="58"><R>Rs</R><cPTΈȏl>UO`US</cPTΈȏl><319,667>697</319,667><92,810>14</92,810><212,345>642</212,345><9,935>27</9,935><4,339>14</4,339><340,282>871</340,282><70,513>19</70,513><211,569>645</211,569><49,431>187</49,431><8,507>19</8,507></row>
<row _id="59"><R>Rs</R><cPTΈȏl>UT`UX</cPTΈȏl><319,667>592</319,667><92,810>7</92,810><212,345>529</212,345><9,935>48</9,935><4,339>8</4,339><340,282>742</340,282><70,513>7</70,513><211,569>443</211,569><49,431>278</49,431><8,507>14</8,507></row>
<row _id="60"><R>Rs</R><cPTΈȏl>VO`VS</cPTΈȏl><319,667>465</319,667><92,810>5</92,810><212,345>410</212,345><9,935>47</9,935><4,339>3</4,339><340,282>654</340,282><70,513>7</70,513><211,569>317</211,569><49,431>316</49,431><8,507>14</8,507></row>
<row _id="61"><R>Rs</R><cPTΈȏl>VT`VX</cPTΈȏl><319,667>306</319,667><92,810>-</92,810><212,345>247</212,345><9,935>57</9,935><4,339>2</4,339><340,282>456</340,282><70,513>1</70,513><211,569>150</211,569><49,431>297</49,431><8,507>7</8,507></row>
<row _id="62"><R>Rs</R><cPTΈȏl>WO`WS</cPTΈȏl><319,667>204</319,667><92,810>-</92,810><212,345>124</212,345><9,935>78</9,935><4,339>2</4,339><340,282>306</340,282><70,513>1</70,513><211,569>58</211,569><49,431>244</49,431><8,507>3</8,507></row>
<row _id="63"><R>Rs</R><cPTΈȏl>WTΈȏ</cPTΈȏl><319,667>101</319,667><92,810>-</92,810><212,345>48</212,345><9,935>51</9,935><4,339>1</4,339><340,282>197</340,282><70,513>2</70,513><211,569>9</211,569><49,431>182</49,431><8,507>4</8,507></row>
<row _id="64"><R>ss</R><cPTΈȏl>cPTΈȏl</cPTΈȏl><319,667>12,683</319,667><92,810>4,294</92,810><212,345>7,879</212,345><9,935>380</9,935><4,339>130</4,339><340,282>13,737</340,282><70,513>3,977</70,513><211,569>7,834</211,569><49,431>1,688</49,431><8,507>235</8,507></row>
<row _id="65"><R>ss</R><cPTΈȏl>PT`PX</cPTΈȏl><319,667>1,345</319,667><92,810>1,341</92,810><212,345>4</212,345><9,935>-</9,935><4,339>-</4,339><340,282>1,570</340,282><70,513>1,561</70,513><211,569>9</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="66"><R>ss</R><cPTΈȏl>QO`QS</cPTΈȏl><319,667>1,631</319,667><92,810>1,562</92,810><212,345>68</212,345><9,935>-</9,935><4,339>1</4,339><340,282>1,784</340,282><70,513>1,645</70,513><211,569>135</211,569><49,431>1</49,431><8,507>3</8,507></row>
<row _id="67"><R>ss</R><cPTΈȏl>QT`QX</cPTΈȏl><319,667>986</319,667><92,810>628</92,810><212,345>349</212,345><9,935>1</9,935><4,339>8</4,339><340,282>999</340,282><70,513>357</70,513><211,569>632</211,569><49,431>1</49,431><8,507>9</8,507></row>
<row _id="68"><R>ss</R><cPTΈȏl>RO`RS</cPTΈȏl><319,667>1,157</319,667><92,810>356</92,810><212,345>790</212,345><9,935>2</9,935><4,339>9</4,339><340,282>1,160</340,282><70,513>111</70,513><211,569>1,020</211,569><49,431>7</49,431><8,507>22</8,507></row>
<row _id="69"><R>ss</R><cPTΈȏl>RT`RX</cPTΈȏl><319,667>1,243</319,667><92,810>182</92,810><212,345>1,038</212,345><9,935>2</9,935><4,339>21</4,339><340,282>1,116</340,282><70,513>45</70,513><211,569>1,024</211,569><49,431>13</49,431><8,507>34</8,507></row>
<row _id="70"><R>ss</R><cPTΈȏl>SO`SS</cPTΈȏl><319,667>1,041</319,667><92,810>82</92,810><212,345>927</212,345><9,935>6</9,935><4,339>26</4,339><340,282>1,000</340,282><70,513>39</70,513><211,569>899</211,569><49,431>22</49,431><8,507>40</8,507></row>
<row _id="71"><R>ss</R><cPTΈȏl>ST`SX</cPTΈȏl><319,667>1,000</319,667><92,810>51</92,810><212,345>916</212,345><9,935>9</9,935><4,339>24</4,339><340,282>969</340,282><70,513>52</70,513><211,569>843</211,569><49,431>45</49,431><8,507>28</8,507></row>
<row _id="72"><R>ss</R><cPTΈȏl>TO`TS</cPTΈȏl><319,667>1,059</319,667><92,810>40</92,810><212,345>986</212,345><9,935>19</9,935><4,339>14</4,339><340,282>1,094</340,282><70,513>51</70,513><211,569>943</211,569><49,431>73</49,431><8,507>27</8,507></row>
<row _id="73"><R>ss</R><cPTΈȏl>TT`TX</cPTΈȏl><319,667>1,030</319,667><92,810>30</92,810><212,345>955</212,345><9,935>35</9,935><4,339>10</4,339><340,282>1,032</340,282><70,513>42</70,513><211,569>832</211,569><49,431>134</49,431><8,507>23</8,507></row>
<row _id="74"><R>ss</R><cPTΈȏl>UO`US</cPTΈȏl><319,667>754</319,667><92,810>10</92,810><212,345>689</212,345><9,935>47</9,935><4,339>8</4,339><340,282>914</340,282><70,513>44</70,513><211,569>652</211,569><49,431>199</49,431><8,507>18</8,507></row>
<row _id="75"><R>ss</R><cPTΈȏl>UT`UX</cPTΈȏl><319,667>478</319,667><92,810>2</92,810><212,345>441</212,345><9,935>32</9,935><4,339>3</4,339><340,282>693</340,282><70,513>11</70,513><211,569>421</211,569><49,431>247</49,431><8,507>14</8,507></row>
<row _id="76"><R>ss</R><cPTΈȏl>VO`VS</cPTΈȏl><319,667>424</319,667><92,810>7</92,810><212,345>348</212,345><9,935>66</9,935><4,339>3</4,339><340,282>622</340,282><70,513>11</70,513><211,569>262</211,569><49,431>340</49,431><8,507>9</8,507></row>
<row _id="77"><R>ss</R><cPTΈȏl>VT`VX</cPTΈȏl><319,667>304</319,667><92,810>3</92,810><212,345>247</212,345><9,935>53</9,935><4,339>1</4,339><340,282>415</340,282><70,513>5</70,513><211,569>120</211,569><49,431>284</49,431><8,507>6</8,507></row>
<row _id="78"><R>ss</R><cPTΈȏl>WO`WS</cPTΈȏl><319,667>157</319,667><92,810>-</92,810><212,345>95</212,345><9,935>60</9,935><4,339>2</4,339><340,282>242</340,282><70,513>3</70,513><211,569>38</211,569><49,431>199</49,431><8,507>2</8,507></row>
<row _id="79"><R>ss</R><cPTΈȏl>WTΈȏ</cPTΈȏl><319,667>74</319,667><92,810>-</92,810><212,345>26</212,345><9,935>48</9,935><4,339>-</4,339><340,282>127</340,282><70,513>-</70,513><211,569>4</211,569><49,431>123</49,431><8,507>-</8,507></row>
<row _id="80"><R>Rs</R><cPTΈȏl>cPTΈȏl</cPTΈȏl><319,667>11,784</319,667><92,810>3,285</92,810><212,345>7,935</212,345><9,935>368</9,935><4,339>193</4,339><340,282>12,850</340,282><70,513>2,632</70,513><211,569>7,897</211,569><49,431>1,977</49,431><8,507>342</8,507></row>
<row _id="81"><R>Rs</R><cPTΈȏl>PT`PX</cPTΈȏl><319,667>1,033</319,667><92,810>1,030</92,810><212,345>2</212,345><9,935>-</9,935><4,339>-</4,339><340,282>1,049</340,282><70,513>1,039</70,513><211,569>10</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="82"><R>Rs</R><cPTΈȏl>QO`QS</cPTΈȏl><319,667>772</319,667><92,810>709</92,810><212,345>62</212,345><9,935>-</9,935><4,339>-</4,339><340,282>931</340,282><70,513>800</70,513><211,569>127</211,569><49,431>-</49,431><8,507>4</8,507></row>
<row _id="83"><R>Rs</R><cPTΈȏl>QT`QX</cPTΈȏl><319,667>876</319,667><92,810>550</92,810><212,345>322</212,345><9,935>-</9,935><4,339>4</4,339><340,282>960</340,282><70,513>329</70,513><211,569>610</211,569><49,431>-</49,431><8,507>21</8,507></row>
<row _id="84"><R>Rs</R><cPTΈȏl>RO`RS</cPTΈȏl><319,667>1,095</319,667><92,810>325</92,810><212,345>755</212,345><9,935>1</9,935><4,339>14</4,339><340,282>1,073</340,282><70,513>114</70,513><211,569>919</211,569><49,431>7</49,431><8,507>33</8,507></row>
<row _id="85"><R>Rs</R><cPTΈȏl>RT`RX</cPTΈȏl><319,667>1,239</319,667><92,810>208</92,810><212,345>998</212,345><9,935>2</9,935><4,339>31</4,339><340,282>1,203</340,282><70,513>57</70,513><211,569>1,092</211,569><49,431>9</49,431><8,507>45</8,507></row>
<row _id="86"><R>Rs</R><cPTΈȏl>SO`SS</cPTΈȏl><319,667>1,134</319,667><92,810>135</92,810><212,345>956</212,345><9,935>6</9,935><4,339>37</4,339><340,282>1,073</340,282><70,513>56</70,513><211,569>935</211,569><49,431>30</49,431><8,507>52</8,507></row>
<row _id="87"><R>Rs</R><cPTΈȏl>ST`SX</cPTΈȏl><319,667>1,015</319,667><92,810>110</92,810><212,345>874</212,345><9,935>7</9,935><4,339>24</4,339><340,282>953</340,282><70,513>40</70,513><211,569>820</211,569><49,431>48</49,431><8,507>45</8,507></row>
<row _id="88"><R>Rs</R><cPTΈȏl>TO`TS</cPTΈȏl><319,667>1,032</319,667><92,810>87</92,810><212,345>897</212,345><9,935>20</9,935><4,339>28</4,339><340,282>1,029</340,282><70,513>43</70,513><211,569>879</211,569><49,431>65</49,431><8,507>42</8,507></row>
<row _id="89"><R>Rs</R><cPTΈȏl>TT`TX</cPTΈȏl><319,667>1,000</319,667><92,810>51</92,810><212,345>908</212,345><9,935>21</9,935><4,339>20</4,339><340,282>1,017</340,282><70,513>44</70,513><211,569>804</211,569><49,431>128</49,431><8,507>41</8,507></row>
<row _id="90"><R>Rs</R><cPTΈȏl>UO`US</cPTΈȏl><319,667>798</319,667><92,810>33</92,810><212,345>719</212,345><9,935>36</9,935><4,339>10</4,339><340,282>924</340,282><70,513>39</70,513><211,569>700</211,569><49,431>168</49,431><8,507>16</8,507></row>
<row _id="91"><R>Rs</R><cPTΈȏl>UT`UX</cPTΈȏl><319,667>628</319,667><92,810>20</92,810><212,345>565</212,345><9,935>31</9,935><4,339>12</4,339><340,282>771</340,282><70,513>30</70,513><211,569>464</211,569><49,431>253</49,431><8,507>24</8,507></row>
<row _id="92"><R>Rs</R><cPTΈȏl>VO`VS</cPTΈȏl><319,667>482</319,667><92,810>15</92,810><212,345>408</212,345><9,935>51</9,935><4,339>8</4,339><340,282>715</340,282><70,513>15</70,513><211,569>328</211,569><49,431>366</49,431><8,507>6</8,507></row>
<row _id="93"><R>Rs</R><cPTΈȏl>VT`VX</cPTΈȏl><319,667>375</319,667><92,810>5</92,810><212,345>293</212,345><9,935>74</9,935><4,339>3</4,339><340,282>539</340,282><70,513>14</70,513><211,569>146</211,569><49,431>374</49,431><8,507>5</8,507></row>
<row _id="94"><R>Rs</R><cPTΈȏl>WO`WS</cPTΈȏl><319,667>196</319,667><92,810>5</92,810><212,345>132</212,345><9,935>58</9,935><4,339>1</4,339><340,282>383</340,282><70,513>8</70,513><211,569>55</211,569><49,431>313</49,431><8,507>6</8,507></row>
<row _id="95"><R>Rs</R><cPTΈȏl>WTΈȏ</cPTΈȏl><319,667>109</319,667><92,810>2</92,810><212,345>44</212,345><9,935>61</9,935><4,339>1</4,339><340,282>230</340,282><70,513>4</70,513><211,569>8</211,569><49,431>216</49,431><8,507>2</8,507></row>
<row _id="96"><R>匎s</R><cPTΈȏl>cPTΈȏl</cPTΈȏl><319,667>13,315</319,667><92,810>3,803</92,810><212,345>8,927</212,345><9,935>459</9,935><4,339>117</4,339><340,282>14,681</340,282><70,513>3,433</70,513><211,569>8,922</211,569><49,431>2,124</49,431><8,507>192</8,507></row>
<row _id="97"><R>匎s</R><cPTΈȏl>PT`PX</cPTΈȏl><319,667>1,373</319,667><92,810>1,367</92,810><212,345>1</212,345><9,935>-</9,935><4,339>-</4,339><340,282>1,554</340,282><70,513>1,544</70,513><211,569>8</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="98"><R>匎s</R><cPTΈȏl>QO`QS</cPTΈȏl><319,667>1,023</319,667><92,810>948</92,810><212,345>71</212,345><9,935>-</9,935><4,339>4</4,339><340,282>1,252</340,282><70,513>1,104</70,513><211,569>144</211,569><49,431>-</49,431><8,507>3</8,507></row>
<row _id="99"><R>匎s</R><cPTΈȏl>QT`QX</cPTΈȏl><319,667>1,024</319,667><92,810>657</92,810><212,345>362</212,345><9,935>1</9,935><4,339>3</4,339><340,282>1,115</340,282><70,513>434</70,513><211,569>668</211,569><49,431>2</49,431><8,507>9</8,507></row>
<row _id="100"><R>匎s</R><cPTΈȏl>RO`RS</cPTΈȏl><319,667>1,268</319,667><92,810>451</92,810><212,345>796</212,345><9,935>4</9,935><4,339>16</4,339><340,282>1,117</340,282><70,513>117</70,513><211,569>986</211,569><49,431>4</49,431><8,507>10</8,507></row>
<row _id="101"><R>匎s</R><cPTΈȏl>RT`RX</cPTΈȏl><319,667>1,310</319,667><92,810>200</92,810><212,345>1,089</212,345><9,935>4</9,935><4,339>16</4,339><340,282>1,234</340,282><70,513>53</70,513><211,569>1,146</211,569><49,431>10</49,431><8,507>25</8,507></row>
<row _id="102"><R>匎s</R><cPTΈȏl>SO`SS</cPTΈȏl><319,667>1,147</319,667><92,810>77</92,810><212,345>1,039</212,345><9,935>7</9,935><4,339>24</4,339><340,282>1,083</340,282><70,513>31</70,513><211,569>991</211,569><49,431>33</49,431><8,507>28</8,507></row>
<row _id="103"><R>匎s</R><cPTΈȏl>ST`SX</cPTΈȏl><319,667>1,057</319,667><92,810>42</92,810><212,345>991</212,345><9,935>10</9,935><4,339>14</4,339><340,282>1,112</340,282><70,513>28</70,513><211,569>990</211,569><49,431>67</49,431><8,507>26</8,507></row>
<row _id="104"><R>匎s</R><cPTΈȏl>TO`TS</cPTΈȏl><319,667>1,134</319,667><92,810>21</92,810><212,345>1,077</212,345><9,935>21</9,935><4,339>15</4,339><340,282>1,213</340,282><70,513>34</70,513><211,569>1,035</211,569><49,431>122</49,431><8,507>22</8,507></row>
<row _id="105"><R>匎s</R><cPTΈȏl>TT`TX</cPTΈȏl><319,667>1,179</319,667><92,810>14</92,810><212,345>1,134</212,345><9,935>25</9,935><4,339>6</4,339><340,282>1,253</340,282><70,513>31</70,513><211,569>1,029</211,569><49,431>172</49,431><8,507>21</8,507></row>
<row _id="106"><R>匎s</R><cPTΈȏl>UO`US</cPTΈȏl><319,667>898</319,667><92,810>11</92,810><212,345>835</212,345><9,935>50</9,935><4,339>2</4,339><340,282>1,064</340,282><70,513>29</70,513><211,569>793</211,569><49,431>215</49,431><8,507>27</8,507></row>
<row _id="107"><R>匎s</R><cPTΈȏl>UT`UX</cPTΈȏl><319,667>668</319,667><92,810>5</92,810><212,345>604</212,345><9,935>50</9,935><4,339>9</4,339><340,282>919</340,282><70,513>17</70,513><211,569>556</211,569><49,431>337</49,431><8,507>8</8,507></row>
<row _id="108"><R>匎s</R><cPTΈȏl>VO`VS</cPTΈȏl><319,667>583</319,667><92,810>7</92,810><212,345>494</212,345><9,935>77</9,935><4,339>5</4,339><340,282>750</340,282><70,513>4</70,513><211,569>341</211,569><49,431>400</49,431><8,507>4</8,507></row>
<row _id="109"><R>匎s</R><cPTΈȏl>VT`VX</cPTΈȏl><319,667>345</319,667><92,810>2</92,810><212,345>265</212,345><9,935>77</9,935><4,339>-</4,339><340,282>518</340,282><70,513>5</70,513><211,569>159</211,569><49,431>347</49,431><8,507>6</8,507></row>
<row _id="110"><R>匎s</R><cPTΈȏl>WO`WS</cPTΈȏl><319,667>202</319,667><92,810>-</92,810><212,345>131</212,345><9,935>69</9,935><4,339>2</4,339><340,282>323</340,282><70,513>2</70,513><211,569>68</211,569><49,431>252</49,431><8,507>1</8,507></row>
<row _id="111"><R>匎s</R><cPTΈȏl>WTΈȏ</cPTΈȏl><319,667>104</319,667><92,810>1</92,810><212,345>38</212,345><9,935>64</9,935><4,339>1</4,339><340,282>174</340,282><70,513>-</70,513><211,569>8</211,569><49,431>163</49,431><8,507>2</8,507></row>
<row _id="112"><R>Bs</R><cPTΈȏl>cPTΈȏl</cPTΈȏl><319,667>10,927</319,667><92,810>3,097</92,810><212,345>7,278</212,345><9,935>388</9,935><4,339>139</4,339><340,282>11,549</340,282><70,513>2,269</70,513><211,569>7,178</211,569><49,431>1,836</49,431><8,507>236</8,507></row>
<row _id="113"><R>Bs</R><cPTΈȏl>PT`PX</cPTΈȏl><319,667>1,011</319,667><92,810>1,000</92,810><212,345>1</212,345><9,935>-</9,935><4,339>-</4,339><340,282>947</340,282><70,513>935</70,513><211,569>3</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="114"><R>Bs</R><cPTΈȏl>QO`QS</cPTΈȏl><319,667>725</319,667><92,810>665</92,810><212,345>57</212,345><9,935>-</9,935><4,339>-</4,339><340,282>768</340,282><70,513>645</70,513><211,569>120</211,569><49,431>-</49,431><8,507>2</8,507></row>
<row _id="115"><R>Bs</R><cPTΈȏl>QT`QX</cPTΈȏl><319,667>854</319,667><92,810>561</92,810><212,345>284</212,345><9,935>2</9,935><4,339>3</4,339><340,282>776</340,282><70,513>283</70,513><211,569>485</211,569><49,431>3</49,431><8,507>4</8,507></row>
<row _id="116"><R>Bs</R><cPTΈȏl>RO`RS</cPTΈȏl><319,667>1,035</319,667><92,810>345</92,810><212,345>678</212,345><9,935>2</9,935><4,339>8</4,339><340,282>998</340,282><70,513>124</70,513><211,569>851</211,569><49,431>4</49,431><8,507>18</8,507></row>
<row _id="117"><R>Bs</R><cPTΈȏl>RT`RX</cPTΈȏl><319,667>1,159</319,667><92,810>232</92,810><212,345>904</212,345><9,935>-</9,935><4,339>22</4,339><340,282>1,085</340,282><70,513>75</70,513><211,569>965</211,569><49,431>13</49,431><8,507>32</8,507></row>
<row _id="118"><R>Bs</R><cPTΈȏl>SO`SS</cPTΈȏl><319,667>973</319,667><92,810>107</92,810><212,345>833</212,345><9,935>4</9,935><4,339>28</4,339><340,282>914</340,282><70,513>41</70,513><211,569>815</211,569><49,431>22</49,431><8,507>36</8,507></row>
<row _id="119"><R>Bs</R><cPTΈȏl>ST`SX</cPTΈȏl><319,667>877</319,667><92,810>62</92,810><212,345>782</212,345><9,935>9</9,935><4,339>23</4,339><340,282>821</340,282><70,513>48</70,513><211,569>704</211,569><49,431>49</49,431><8,507>20</8,507></row>
<row _id="120"><R>Bs</R><cPTΈȏl>TO`TS</cPTΈȏl><319,667>891</319,667><92,810>50</92,810><212,345>808</212,345><9,935>16</9,935><4,339>17</4,339><340,282>910</340,282><70,513>41</70,513><211,569>781</211,569><49,431>63</49,431><8,507>24</8,507></row>
<row _id="121"><R>Bs</R><cPTΈȏl>TT`TX</cPTΈȏl><319,667>875</319,667><92,810>36</92,810><212,345>804</212,345><9,935>19</9,935><4,339>16</4,339><340,282>924</340,282><70,513>27</70,513><211,569>755</211,569><49,431>117</49,431><8,507>25</8,507></row>
<row _id="122"><R>Bs</R><cPTΈȏl>UO`US</cPTΈȏl><319,667>712</319,667><92,810>18</92,810><212,345>656</212,345><9,935>30</9,935><4,339>8</4,339><340,282>930</340,282><70,513>24</70,513><211,569>673</211,569><49,431>202</49,431><8,507>29</8,507></row>
<row _id="123"><R>Bs</R><cPTΈȏl>UT`UX</cPTΈȏl><319,667>639</319,667><92,810>10</92,810><212,345>575</212,345><9,935>47</9,935><4,339>6</4,339><340,282>812</340,282><70,513>15</70,513><211,569>491</211,569><49,431>283</49,431><8,507>20</8,507></row>
<row _id="124"><R>Bs</R><cPTΈȏl>VO`VS</cPTΈȏl><319,667>500</319,667><92,810>5</92,810><212,345>437</212,345><9,935>53</9,935><4,339>4</4,339><340,282>663</340,282><70,513>7</70,513><211,569>302</211,569><49,431>340</49,431><8,507>8</8,507></row>
<row _id="125"><R>Bs</R><cPTΈȏl>VT`VX</cPTΈȏl><319,667>383</319,667><92,810>5</92,810><212,345>282</212,345><9,935>94</9,935><4,339>2</4,339><340,282>521</340,282><70,513>2</70,513><211,569>173</211,569><49,431>330</49,431><8,507>13</8,507></row>
<row _id="126"><R>Bs</R><cPTΈȏl>WO`WS</cPTΈȏl><319,667>204</319,667><92,810>-</92,810><212,345>139</212,345><9,935>64</9,935><4,339>1</4,339><340,282>274</340,282><70,513>1</70,513><211,569>48</211,569><49,431>222</49,431><8,507>2</8,507></row>
<row _id="127"><R>Bs</R><cPTΈȏl>WTΈȏ</cPTΈȏl><319,667>89</319,667><92,810>1</92,810><212,345>38</212,345><9,935>48</9,935><4,339>1</4,339><340,282>206</340,282><70,513>1</70,513><211,569>12</211,569><49,431>188</49,431><8,507>3</8,507></row>
<row _id="128"><R>t</R><cPTΈȏl>cPTΈȏl</cPTΈȏl><319,667>2,256</319,667><92,810>585</92,810><212,345>1,523</212,345><9,935>85</9,935><4,339>62</4,339><340,282>2,527</340,282><70,513>468</70,513><211,569>1,503</211,569><49,431>463</49,431><8,507>92</8,507></row>
<row _id="129"><R>t</R><cPTΈȏl>PT`PX</cPTΈȏl><319,667>180</319,667><92,810>180</92,810><212,345>-</212,345><9,935>-</9,935><4,339>-</4,339><340,282>186</340,282><70,513>185</70,513><211,569>1</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="130"><R>t</R><cPTΈȏl>QO`QS</cPTΈȏl><319,667>163</319,667><92,810>154</92,810><212,345>9</212,345><9,935>-</9,935><4,339>-</4,339><340,282>152</340,282><70,513>140</70,513><211,569>12</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="131"><R>t</R><cPTΈȏl>QT`QX</cPTΈȏl><319,667>147</319,667><92,810>100</92,810><212,345>46</212,345><9,935>-</9,935><4,339>1</4,339><340,282>166</340,282><70,513>57</70,513><211,569>107</211,569><49,431>-</49,431><8,507>2</8,507></row>
<row _id="132"><R>t</R><cPTΈȏl>RO`RS</cPTΈȏl><319,667>184</319,667><92,810>63</92,810><212,345>116</212,345><9,935>-</9,935><4,339>5</4,339><340,282>176</340,282><70,513>23</70,513><211,569>142</211,569><49,431>1</49,431><8,507>10</8,507></row>
<row _id="133"><R>t</R><cPTΈȏl>RT`RX</cPTΈȏl><319,667>219</319,667><92,810>31</92,810><212,345>180</212,345><9,935>-</9,935><4,339>7</4,339><340,282>218</340,282><70,513>14</70,513><211,569>190</211,569><49,431>4</49,431><8,507>10</8,507></row>
<row _id="134"><R>t</R><cPTΈȏl>SO`SS</cPTΈȏl><319,667>201</319,667><92,810>20</92,810><212,345>172</212,345><9,935>1</9,935><4,339>8</4,339><340,282>217</340,282><70,513>10</70,513><211,569>184</211,569><49,431>13</49,431><8,507>10</8,507></row>
<row _id="135"><R>t</R><cPTΈȏl>ST`SX</cPTΈȏl><319,667>189</319,667><92,810>14</92,810><212,345>161</212,345><9,935>-</9,935><4,339>14</4,339><340,282>198</340,282><70,513>7</70,513><211,569>165</211,569><49,431>10</49,431><8,507>16</8,507></row>
<row _id="136"><R>t</R><cPTΈȏl>TO`TS</cPTΈȏl><319,667>187</319,667><92,810>11</92,810><212,345>168</212,345><9,935>2</9,935><4,339>6</4,339><340,282>187</340,282><70,513>7</70,513><211,569>153</211,569><49,431>18</49,431><8,507>9</8,507></row>
<row _id="137"><R>t</R><cPTΈȏl>TT`TX</cPTΈȏl><319,667>215</319,667><92,810>4</92,810><212,345>197</212,345><9,935>8</9,935><4,339>6</4,339><340,282>221</340,282><70,513>14</70,513><211,569>163</211,569><49,431>27</49,431><8,507>17</8,507></row>
<row _id="138"><R>t</R><cPTΈȏl>UO`US</cPTΈȏl><319,667>145</319,667><92,810>5</92,810><212,345>131</212,345><9,935>6</9,935><4,339>3</4,339><340,282>217</340,282><70,513>6</70,513><211,569>149</211,569><49,431>52</49,431><8,507>10</8,507></row>
<row _id="139"><R>t</R><cPTΈȏl>UT`UX</cPTΈȏl><319,667>133</319,667><92,810>1</92,810><212,345>117</212,345><9,935>11</9,935><4,339>4</4,339><340,282>178</340,282><70,513>3</70,513><211,569>114</211,569><49,431>56</49,431><8,507>5</8,507></row>
<row _id="140"><R>t</R><cPTΈȏl>VO`VS</cPTΈȏl><319,667>147</319,667><92,810>-</92,810><212,345>125</212,345><9,935>15</9,935><4,339>7</4,339><340,282>174</340,282><70,513>2</70,513><211,569>78</211,569><49,431>93</49,431><8,507>1</8,507></row>
<row _id="141"><R>t</R><cPTΈȏl>VT`VX</cPTΈȏl><319,667>83</319,667><92,810>2</92,810><212,345>67</212,345><9,935>13</9,935><4,339>1</4,339><340,282>120</340,282><70,513>-</70,513><211,569>33</211,569><49,431>86</49,431><8,507>1</8,507></row>
<row _id="142"><R>t</R><cPTΈȏl>WO`WS</cPTΈȏl><319,667>50</319,667><92,810>-</92,810><212,345>29</212,345><9,935>21</9,935><4,339>-</4,339><340,282>71</340,282><70,513>-</70,513><211,569>8</211,569><49,431>63</49,431><8,507>-</8,507></row>
<row _id="143"><R>t</R><cPTΈȏl>WTΈȏ</cPTΈȏl><319,667>13</319,667><92,810>-</92,810><212,345>5</212,345><9,935>8</9,935><4,339>-</4,339><340,282>46</340,282><70,513>-</70,513><211,569>4</211,569><49,431>40</49,431><8,507>1</8,507></row>
<row _id="144"><R>qu</R><cPTΈȏl>cPTΈȏl</cPTΈȏl><319,667>2,741</319,667><92,810>742</92,810><212,345>1,838</212,345><9,935>125</9,935><4,339>33</4,339><340,282>2,983</340,282><70,513>526</70,513><211,569>1,852</211,569><49,431>572</49,431><8,507>31</8,507></row>
<row _id="145"><R>qu</R><cPTΈȏl>PT`PX</cPTΈȏl><319,667>265</319,667><92,810>264</92,810><212,345>-</212,345><9,935>-</9,935><4,339>-</4,339><340,282>241</340,282><70,513>240</70,513><211,569>1</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="146"><R>qu</R><cPTΈȏl>QO`QS</cPTΈȏl><319,667>154</319,667><92,810>149</92,810><212,345>5</212,345><9,935>-</9,935><4,339>-</4,339><340,282>178</340,282><70,513>167</70,513><211,569>10</211,569><49,431>-</49,431><8,507>1</8,507></row>
<row _id="147"><R>qu</R><cPTΈȏl>QT`QX</cPTΈȏl><319,667>185</319,667><92,810>142</92,810><212,345>40</212,345><9,935>-</9,935><4,339>2</4,339><340,282>161</340,282><70,513>67</70,513><211,569>90</211,569><49,431>1</49,431><8,507>2</8,507></row>
<row _id="148"><R>qu</R><cPTΈȏl>RO`RS</cPTΈȏl><319,667>212</319,667><92,810>89</92,810><212,345>121</212,345><9,935>-</9,935><4,339>2</4,339><340,282>187</340,282><70,513>17</70,513><211,569>168</211,569><49,431>1</49,431><8,507>1</8,507></row>
<row _id="149"><R>qu</R><cPTΈȏl>RT`RX</cPTΈȏl><319,667>221</319,667><92,810>44</92,810><212,345>170</212,345><9,935>1</9,935><4,339>6</4,339><340,282>221</340,282><70,513>9</70,513><211,569>208</211,569><49,431>1</49,431><8,507>3</8,507></row>
<row _id="150"><R>qu</R><cPTΈȏl>SO`SS</cPTΈȏl><319,667>193</319,667><92,810>17</92,810><212,345>168</212,345><9,935>2</9,935><4,339>5</4,339><340,282>204</340,282><70,513>2</70,513><211,569>194</211,569><49,431>5</49,431><8,507>3</8,507></row>
<row _id="151"><R>qu</R><cPTΈȏl>ST`SX</cPTΈȏl><319,667>216</319,667><92,810>16</92,810><212,345>193</212,345><9,935>2</9,935><4,339>5</4,339><340,282>211</340,282><70,513>7</70,513><211,569>190</211,569><49,431>13</49,431><8,507>1</8,507></row>
<row _id="152"><R>qu</R><cPTΈȏl>TO`TS</cPTΈȏl><319,667>246</319,667><92,810>10</92,810><212,345>222</212,345><9,935>7</9,935><4,339>7</4,339><340,282>225</340,282><70,513>6</70,513><211,569>195</211,569><49,431>18</49,431><8,507>6</8,507></row>
<row _id="153"><R>qu</R><cPTΈȏl>TT`TX</cPTΈȏl><319,667>255</319,667><92,810>4</92,810><212,345>243</212,345><9,935>7</9,935><4,339>1</4,339><340,282>272</340,282><70,513>-</70,513><211,569>230</211,569><49,431>38</49,431><8,507>4</8,507></row>
<row _id="154"><R>qu</R><cPTΈȏl>UO`US</cPTΈȏl><319,667>207</319,667><92,810>3</92,810><212,345>192</212,345><9,935>11</9,935><4,339>1</4,339><340,282>288</340,282><70,513>5</70,513><211,569>224</211,569><49,431>53</49,431><8,507>6</8,507></row>
<row _id="155"><R>qu</R><cPTΈȏl>UT`UX</cPTΈȏl><319,667>194</319,667><92,810>2</92,810><212,345>177</212,345><9,935>12</9,935><4,339>3</4,339><340,282>247</340,282><70,513>3</70,513><211,569>161</211,569><49,431>83</49,431><8,507>-</8,507></row>
<row _id="156"><R>qu</R><cPTΈȏl>VO`VS</cPTΈȏl><319,667>158</319,667><92,810>1</92,810><212,345>135</212,345><9,935>21</9,935><4,339>1</4,339><340,282>195</340,282><70,513>2</70,513><211,569>97</211,569><49,431>93</49,431><8,507>3</8,507></row>
<row _id="157"><R>qu</R><cPTΈȏl>VT`VX</cPTΈȏl><319,667>126</319,667><92,810>1</92,810><212,345>105</212,345><9,935>20</9,935><4,339>-</4,339><340,282>171</340,282><70,513>1</70,513><211,569>65</211,569><49,431>105</49,431><8,507>-</8,507></row>
<row _id="158"><R>qu</R><cPTΈȏl>WO`WS</cPTΈȏl><319,667>78</319,667><92,810>-</92,810><212,345>51</212,345><9,935>27</9,935><4,339>-</4,339><340,282>110</340,282><70,513>-</70,513><211,569>17</211,569><49,431>91</49,431><8,507>1</8,507></row>
<row _id="159"><R>qu</R><cPTΈȏl>WTΈȏ</cPTΈȏl><319,667>31</319,667><92,810>-</92,810><212,345>16</212,345><9,935>15</9,935><4,339>-</4,339><340,282>72</340,282><70,513>-</70,513><211,569>2</211,569><49,431>70</49,431><8,507>-</8,507></row>
<row _id="160"><R>Ox</R><cPTΈȏl>cPTΈȏl</cPTΈȏl><319,667>602</319,667><92,810>179</92,810><212,345>386</212,345><9,935>27</9,935><4,339>9</4,339><340,282>630</340,282><70,513>109</70,513><211,569>388</211,569><49,431>125</49,431><8,507>8</8,507></row>
<row _id="161"><R>Ox</R><cPTΈȏl>PT`PX</cPTΈȏl><319,667>48</319,667><92,810>48</92,810><212,345>-</212,345><9,935>-</9,935><4,339>-</4,339><340,282>50</340,282><70,513>50</70,513><211,569>-</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="162"><R>Ox</R><cPTΈȏl>QO`QS</cPTΈȏl><319,667>44</319,667><92,810>41</92,810><212,345>2</212,345><9,935>-</9,935><4,339>-</4,339><340,282>40</340,282><70,513>32</70,513><211,569>8</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="163"><R>Ox</R><cPTΈȏl>QT`QX</cPTΈȏl><319,667>58</319,667><92,810>44</92,810><212,345>14</212,345><9,935>-</9,935><4,339>-</4,339><340,282>42</340,282><70,513>16</70,513><211,569>26</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="164"><R>Ox</R><cPTΈȏl>RO`RS</cPTΈȏl><319,667>54</319,667><92,810>25</92,810><212,345>27</212,345><9,935>-</9,935><4,339>2</4,339><340,282>34</340,282><70,513>3</70,513><211,569>30</211,569><49,431>-</49,431><8,507>1</8,507></row>
<row _id="165"><R>Ox</R><cPTΈȏl>RT`RX</cPTΈȏl><319,667>45</319,667><92,810>12</92,810><212,345>33</212,345><9,935>-</9,935><4,339>-</4,339><340,282>36</340,282><70,513>3</70,513><211,569>30</211,569><49,431>-</49,431><8,507>3</8,507></row>
<row _id="166"><R>Ox</R><cPTΈȏl>SO`SS</cPTΈȏl><319,667>24</319,667><92,810>2</92,810><212,345>19</212,345><9,935>1</9,935><4,339>2</4,339><340,282>27</340,282><70,513>-</70,513><211,569>25</211,569><49,431>1</49,431><8,507>1</8,507></row>
<row _id="167"><R>Ox</R><cPTΈȏl>ST`SX</cPTΈȏl><319,667>26</319,667><92,810>2</92,810><212,345>22</212,345><9,935>-</9,935><4,339>2</4,339><340,282>41</340,282><70,513>1</70,513><211,569>39</211,569><49,431>1</49,431><8,507>-</8,507></row>
<row _id="168"><R>Ox</R><cPTΈȏl>TO`TS</cPTΈȏl><319,667>51</319,667><92,810>2</92,810><212,345>48</212,345><9,935>-</9,935><4,339>1</4,339><340,282>55</340,282><70,513>2</70,513><211,569>50</211,569><49,431>2</49,431><8,507>1</8,507></row>
<row _id="169"><R>Ox</R><cPTΈȏl>TT`TX</cPTΈȏl><319,667>64</319,667><92,810>1</92,810><212,345>60</212,345><9,935>3</9,935><4,339>-</4,339><340,282>59</340,282><70,513>-</70,513><211,569>48</211,569><49,431>11</49,431><8,507>-</8,507></row>
<row _id="170"><R>Ox</R><cPTΈȏl>UO`US</cPTΈȏl><319,667>44</319,667><92,810>2</92,810><212,345>42</212,345><9,935>-</9,935><4,339>-</4,339><340,282>72</340,282><70,513>1</70,513><211,569>48</211,569><49,431>23</49,431><8,507>-</8,507></row>
<row _id="171"><R>Ox</R><cPTΈȏl>UT`UX</cPTΈȏl><319,667>53</319,667><92,810>-</92,810><212,345>48</212,345><9,935>3</9,935><4,339>2</4,339><340,282>60</340,282><70,513>1</70,513><211,569>39</211,569><49,431>19</49,431><8,507>1</8,507></row>
<row _id="172"><R>Ox</R><cPTΈȏl>VO`VS</cPTΈȏl><319,667>39</319,667><92,810>-</92,810><212,345>32</212,345><9,935>7</9,935><4,339>-</4,339><340,282>45</340,282><70,513>-</70,513><211,569>29</211,569><49,431>15</49,431><8,507>1</8,507></row>
<row _id="173"><R>Ox</R><cPTΈȏl>VT`VX</cPTΈȏl><319,667>26</319,667><92,810>-</92,810><212,345>22</212,345><9,935>4</9,935><4,339>-</4,339><340,282>33</340,282><70,513>-</70,513><211,569>8</211,569><49,431>25</49,431><8,507>-</8,507></row>
<row _id="174"><R>Ox</R><cPTΈȏl>WO`WS</cPTΈȏl><319,667>16</319,667><92,810>-</92,810><212,345>11</212,345><9,935>5</9,935><4,339>-</4,339><340,282>19</340,282><70,513>-</70,513><211,569>5</211,569><49,431>14</49,431><8,507>-</8,507></row>
<row _id="175"><R>Ox</R><cPTΈȏl>WTΈȏ</cPTΈȏl><319,667>10</319,667><92,810>-</92,810><212,345>6</212,345><9,935>4</9,935><4,339>-</4,339><340,282>17</340,282><70,513>-</70,513><211,569>3</211,569><49,431>14</49,431><8,507>-</8,507></row>
<row _id="176"><R /><cPTΈȏl>cPTΈȏl</cPTΈȏl><319,667>3,324</319,667><92,810>783</92,810><212,345>2,385</212,345><9,935>124</9,935><4,339>25</4,339><340,282>3,703</340,282><70,513>623</70,513><211,569>2,409</211,569><49,431>613</49,431><8,507>43</8,507></row>
<row _id="177"><R /><cPTΈȏl>PT`PX</cPTΈȏl><319,667>292</319,667><92,810>289</92,810><212,345>-</212,345><9,935>-</9,935><4,339>-</4,339><340,282>293</340,282><70,513>286</70,513><211,569>-</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="178"><R /><cPTΈȏl>QO`QS</cPTΈȏl><319,667>177</319,667><92,810>165</92,810><212,345>11</212,345><9,935>1</9,935><4,339>-</4,339><340,282>237</340,282><70,513>198</70,513><211,569>36</211,569><49,431>-</49,431><8,507>1</8,507></row>
<row _id="179"><R /><cPTΈȏl>QT`QX</cPTΈȏl><319,667>243</319,667><92,810>157</92,810><212,345>85</212,345><9,935>-</9,935><4,339>-</4,339><340,282>260</340,282><70,513>91</70,513><211,569>166</211,569><49,431>-</49,431><8,507>3</8,507></row>
<row _id="180"><R /><cPTΈȏl>RO`RS</cPTΈȏl><319,667>307</319,667><92,810>90</92,810><212,345>212</212,345><9,935>-</9,935><4,339>3</4,339><340,282>283</340,282><70,513>12</70,513><211,569>261</211,569><49,431>1</49,431><8,507>9</8,507></row>
<row _id="181"><R /><cPTΈȏl>RT`RX</cPTΈȏl><319,667>296</319,667><92,810>41</92,810><212,345>247</212,345><9,935>-</9,935><4,339>7</4,339><340,282>267</340,282><70,513>8</70,513><211,569>251</211,569><49,431>3</49,431><8,507>4</8,507></row>
<row _id="182"><R /><cPTΈȏl>SO`SS</cPTΈȏl><319,667>264</319,667><92,810>19</92,810><212,345>240</212,345><9,935>4</9,935><4,339>1</4,339><340,282>290</340,282><70,513>4</70,513><211,569>283</211,569><49,431>2</49,431><8,507>1</8,507></row>
<row _id="183"><R /><cPTΈȏl>ST`SX</cPTΈȏl><319,667>273</319,667><92,810>7</92,810><212,345>257</212,345><9,935>1</9,935><4,339>8</4,339><340,282>261</340,282><70,513>1</70,513><211,569>251</211,569><49,431>8</49,431><8,507>1</8,507></row>
<row _id="184"><R /><cPTΈȏl>TO`TS</cPTΈȏl><319,667>284</319,667><92,810>6</92,810><212,345>273</212,345><9,935>2</9,935><4,339>3</4,339><340,282>310</340,282><70,513>6</70,513><211,569>283</211,569><49,431>15</49,431><8,507>6</8,507></row>
<row _id="185"><R /><cPTΈȏl>TT`TX</cPTΈȏl><319,667>310</319,667><92,810>4</92,810><212,345>296</212,345><9,935>9</9,935><4,339>1</4,339><340,282>321</340,282><70,513>6</70,513><211,569>276</211,569><49,431>35</49,431><8,507>4</8,507></row>
<row _id="186"><R /><cPTΈȏl>UO`US</cPTΈȏl><319,667>270</319,667><92,810>2</92,810><212,345>259</212,345><9,935>9</9,935><4,339>-</4,339><340,282>287</340,282><70,513>3</70,513><211,569>223</211,569><49,431>59</49,431><8,507>2</8,507></row>
<row _id="187"><R /><cPTΈȏl>UT`UX</cPTΈȏl><319,667>192</319,667><92,810>1</92,810><212,345>176</212,345><9,935>15</9,935><4,339>-</4,339><340,282>271</340,282><70,513>2</70,513><211,569>168</211,569><49,431>99</49,431><8,507>2</8,507></row>
<row _id="188"><R /><cPTΈȏl>VO`VS</cPTΈȏl><319,667>176</319,667><92,810>1</92,810><212,345>156</212,345><9,935>19</9,935><4,339>-</4,339><340,282>239</340,282><70,513>4</70,513><211,569>121</211,569><49,431>112</49,431><8,507>2</8,507></row>
<row _id="189"><R /><cPTΈȏl>VT`VX</cPTΈȏl><319,667>123</319,667><92,810>-</92,810><212,345>99</212,345><9,935>22</9,935><4,339>2</4,339><340,282>165</340,282><70,513>2</70,513><211,569>65</211,569><49,431>95</49,431><8,507>3</8,507></row>
<row _id="190"><R /><cPTΈȏl>WO`WS</cPTΈȏl><319,667>81</319,667><92,810>1</92,810><212,345>54</212,345><9,935>26</9,935><4,339>-</4,339><340,282>136</340,282><70,513>-</70,513><211,569>20</211,569><49,431>111</49,431><8,507>2</8,507></row>
<row _id="191"><R /><cPTΈȏl>WTΈȏ</cPTΈȏl><319,667>36</319,667><92,810>-</92,810><212,345>20</212,345><9,935>16</9,935><4,339>-</4,339><340,282>83</340,282><70,513>-</70,513><211,569>5</211,569><49,431>73</49,431><8,507>3</8,507></row>
<row _id="192"><R>a</R><cPTΈȏl>cPTΈȏl</cPTΈȏl><319,667>778</319,667><92,810>253</92,810><212,345>488</212,345><9,935>30</9,935><4,339>6</4,339><340,282>764</340,282><70,513>141</70,513><211,569>488</211,569><49,431>128</49,431><8,507>7</8,507></row>
<row _id="193"><R>a</R><cPTΈȏl>PT`PX</cPTΈȏl><319,667>79</319,667><92,810>79</92,810><212,345>-</212,345><9,935>-</9,935><4,339>-</4,339><340,282>70</340,282><70,513>69</70,513><211,569>1</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="194"><R>a</R><cPTΈȏl>QO`QS</cPTΈȏl><319,667>59</319,667><92,810>56</92,810><212,345>3</212,345><9,935>-</9,935><4,339>-</4,339><340,282>56</340,282><70,513>44</70,513><211,569>12</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="195"><R>a</R><cPTΈȏl>QT`QX</cPTΈȏl><319,667>66</319,667><92,810>52</92,810><212,345>13</212,345><9,935>-</9,935><4,339>1</4,339><340,282>39</340,282><70,513>16</70,513><211,569>22</211,569><49,431>1</49,431><8,507>-</8,507></row>
<row _id="196"><R>a</R><cPTΈȏl>RO`RS</cPTΈȏl><319,667>64</319,667><92,810>35</92,810><212,345>29</212,345><9,935>-</9,935><4,339>-</4,339><340,282>55</340,282><70,513>8</70,513><211,569>44</211,569><49,431>1</49,431><8,507>2</8,507></row>
<row _id="197"><R>a</R><cPTΈȏl>RT`RX</cPTΈȏl><319,667>67</319,667><92,810>21</92,810><212,345>46</212,345><9,935>-</9,935><4,339>-</4,339><340,282>49</340,282><70,513>2</70,513><211,569>46</211,569><49,431>1</49,431><8,507>-</8,507></row>
<row _id="198"><R>a</R><cPTΈȏl>SO`SS</cPTΈȏl><319,667>44</319,667><92,810>4</92,810><212,345>39</212,345><9,935>-</9,935><4,339>1</4,339><340,282>50</340,282><70,513>1</70,513><211,569>45</211,569><49,431>2</49,431><8,507>2</8,507></row>
<row _id="199"><R>a</R><cPTΈȏl>ST`SX</cPTΈȏl><319,667>61</319,667><92,810>1</92,810><212,345>57</212,345><9,935>2</9,935><4,339>1</4,339><340,282>67</340,282><70,513>-</70,513><211,569>62</211,569><49,431>4</49,431><8,507>1</8,507></row>
<row _id="200"><R>a</R><cPTΈȏl>TO`TS</cPTΈȏl><319,667>64</319,667><92,810>3</92,810><212,345>60</212,345><9,935>-</9,935><4,339>-</4,339><340,282>56</340,282><70,513>-</70,513><211,569>54</211,569><49,431>2</49,431><8,507>-</8,507></row>
<row _id="201"><R>a</R><cPTΈȏl>TT`TX</cPTΈȏl><319,667>74</319,667><92,810>-</92,810><212,345>72</212,345><9,935>1</9,935><4,339>1</4,339><340,282>71</340,282><70,513>-</70,513><211,569>62</211,569><49,431>9</49,431><8,507>-</8,507></row>
<row _id="202"><R>a</R><cPTΈȏl>UO`US</cPTΈȏl><319,667>67</319,667><92,810>2</92,810><212,345>60</212,345><9,935>5</9,935><4,339>-</4,339><340,282>81</340,282><70,513>-</70,513><211,569>67</211,569><49,431>14</49,431><8,507>-</8,507></row>
<row _id="203"><R>a</R><cPTΈȏl>UT`UX</cPTΈȏl><319,667>46</319,667><92,810>-</92,810><212,345>42</212,345><9,935>3</9,935><4,339>1</4,339><340,282>46</340,282><70,513>1</70,513><211,569>30</211,569><49,431>15</49,431><8,507>-</8,507></row>
<row _id="204"><R>a</R><cPTΈȏl>VO`VS</cPTΈȏl><319,667>37</319,667><92,810>-</92,810><212,345>33</212,345><9,935>4</9,935><4,339>-</4,339><340,282>49</340,282><70,513>-</70,513><211,569>25</211,569><49,431>24</49,431><8,507>-</8,507></row>
<row _id="205"><R>a</R><cPTΈȏl>VT`VX</cPTΈȏl><319,667>31</319,667><92,810>-</92,810><212,345>22</212,345><9,935>8</9,935><4,339>1</4,339><340,282>37</340,282><70,513>-</70,513><211,569>13</211,569><49,431>23</49,431><8,507>1</8,507></row>
<row _id="206"><R>a</R><cPTΈȏl>WO`WS</cPTΈȏl><319,667>12</319,667><92,810>-</92,810><212,345>9</212,345><9,935>3</9,935><4,339>-</4,339><340,282>25</340,282><70,513>-</70,513><211,569>4</211,569><49,431>20</49,431><8,507>1</8,507></row>
<row _id="207"><R>a</R><cPTΈȏl>WTΈȏ</cPTΈȏl><319,667>7</319,667><92,810>-</92,810><212,345>3</212,345><9,935>4</9,935><4,339>-</4,339><340,282>13</340,282><70,513>-</70,513><211,569>1</211,569><49,431>12</49,431><8,507>-</8,507></row>
<row _id="208"><R>Θa</R><cPTΈȏl>cPTΈȏl</cPTΈȏl><319,667>7,096</319,667><92,810>1,858</92,810><212,345>4,867</212,345><9,935>186</9,935><4,339>170</4,339><340,282>8,172</340,282><70,513>1,676</70,513><211,569>4,878</211,569><49,431>1,116</49,431><8,507>482</8,507></row>
<row _id="209"><R>Θa</R><cPTΈȏl>PT`PX</cPTΈȏl><319,667>646</319,667><92,810>639</92,810><212,345>3</212,345><9,935>-</9,935><4,339>-</4,339><340,282>698</340,282><70,513>684</70,513><211,569>10</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="210"><R>Θa</R><cPTΈȏl>QO`QS</cPTΈȏl><319,667>521</319,667><92,810>466</92,810><212,345>52</212,345><9,935>-</9,935><4,339>1</4,339><340,282>575</340,282><70,513>441</70,513><211,569>124</211,569><49,431>-</49,431><8,507>6</8,507></row>
<row _id="211"><R>Θa</R><cPTΈȏl>QT`QX</cPTΈȏl><319,667>588</319,667><92,810>333</92,810><212,345>251</212,345><9,935>-</9,935><4,339>3</4,339><340,282>620</340,282><70,513>197</70,513><211,569>401</211,569><49,431>-</49,431><8,507>21</8,507></row>
<row _id="212"><R>Θa</R><cPTΈȏl>RO`RS</cPTΈȏl><319,667>674</319,667><92,810>171</92,810><212,345>491</212,345><9,935>1</9,935><4,339>10</4,339><340,282>780</340,282><70,513>81</70,513><211,569>659</211,569><49,431>-</49,431><8,507>38</8,507></row>
<row _id="213"><R>Θa</R><cPTΈȏl>RT`RX</cPTΈȏl><319,667>953</319,667><92,810>123</92,810><212,345>791</212,345><9,935>5</9,935><4,339>34</4,339><340,282>1,018</340,282><70,513>89</70,513><211,569>828</211,569><49,431>12</49,431><8,507>89</8,507></row>
<row _id="214"><R>Θa</R><cPTΈȏl>SO`SS</cPTΈȏl><319,667>769</319,667><92,810>51</92,810><212,345>679</212,345><9,935>2</9,935><4,339>36</4,339><340,282>787</340,282><70,513>55</70,513><211,569>638</211,569><49,431>15</49,431><8,507>78</8,507></row>
<row _id="215"><R>Θa</R><cPTΈȏl>ST`SX</cPTΈȏl><319,667>653</319,667><92,810>34</92,810><212,345>586</212,345><9,935>5</9,935><4,339>26</4,339><340,282>681</340,282><70,513>22</70,513><211,569>550</211,569><49,431>32</49,431><8,507>77</8,507></row>
<row _id="216"><R>Θa</R><cPTΈȏl>TO`TS</cPTΈȏl><319,667>549</319,667><92,810>15</92,810><212,345>501</212,345><9,935>10</9,935><4,339>22</4,339><340,282>609</340,282><70,513>37</70,513><211,569>458</211,569><49,431>55</49,431><8,507>58</8,507></row>
<row _id="217"><R>Θa</R><cPTΈȏl>TT`TX</cPTΈȏl><319,667>514</319,667><92,810>14</92,810><212,345>472</212,345><9,935>12</9,935><4,339>15</4,339><340,282>564</340,282><70,513>27</70,513><211,569>396</211,569><49,431>91</49,431><8,507>48</8,507></row>
<row _id="218"><R>Θa</R><cPTΈȏl>UO`US</cPTΈȏl><319,667>399</319,667><92,810>7</92,810><212,345>354</212,345><9,935>27</9,935><4,339>10</4,339><340,282>482</340,282><70,513>17</70,513><211,569>320</211,569><49,431>120</49,431><8,507>25</8,507></row>
<row _id="219"><R>Θa</R><cPTΈȏl>UT`UX</cPTΈȏl><319,667>280</319,667><92,810>1</92,810><212,345>260</212,345><9,935>14</9,935><4,339>5</4,339><340,282>453</340,282><70,513>16</70,513><211,569>241</211,569><49,431>169</49,431><8,507>26</8,507></row>
<row _id="220"><R>Θa</R><cPTΈȏl>VO`VS</cPTΈȏl><319,667>259</319,667><92,810>3</92,810><212,345>217</212,345><9,935>36</9,935><4,339>3</4,339><340,282>365</340,282><70,513>4</70,513><211,569>155</211,569><49,431>198</49,431><8,507>6</8,507></row>
<row _id="221"><R>Θa</R><cPTΈȏl>VT`VX</cPTΈȏl><319,667>159</319,667><92,810>-</92,810><212,345>123</212,345><9,935>31</9,935><4,339>5</4,339><340,282>261</340,282><70,513>5</70,513><211,569>64</211,569><49,431>183</49,431><8,507>7</8,507></row>
<row _id="222"><R>Θa</R><cPTΈȏl>WO`WS</cPTΈȏl><319,667>82</319,667><92,810>-</92,810><212,345>57</212,345><9,935>24</9,935><4,339>-</4,339><340,282>164</340,282><70,513>1</70,513><211,569>26</211,569><49,431>134</49,431><8,507>3</8,507></row>
<row _id="223"><R>Θa</R><cPTΈȏl>WTΈȏ</cPTΈȏl><319,667>50</319,667><92,810>1</92,810><212,345>30</212,345><9,935>19</9,935><4,339>-</4,339><340,282>115</340,282><70,513>-</70,513><211,569>8</211,569><49,431>107</49,431><8,507>-</8,507></row>
<row _id="224"><R>⒬</R><cPTΈȏl>cPTΈȏl</cPTΈȏl><319,667>4,130</319,667><92,810>1,048</92,810><212,345>2,879</212,345><9,935>150</9,935><4,339>50</4,339><340,282>4,548</340,282><70,513>834</70,513><211,569>2,891</211,569><49,431>736</49,431><8,507>79</8,507></row>
<row _id="225"><R>⒬</R><cPTΈȏl>PT`PX</cPTΈȏl><319,667>369</319,667><92,810>368</92,810><212,345>-</212,345><9,935>-</9,935><4,339>-</4,339><340,282>381</340,282><70,513>378</70,513><211,569>1</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="226"><R>⒬</R><cPTΈȏl>QO`QS</cPTΈȏl><319,667>250</319,667><92,810>235</92,810><212,345>14</212,345><9,935>-</9,935><4,339>1</4,339><340,282>297</340,282><70,513>257</70,513><211,569>39</211,569><49,431>-</49,431><8,507>1</8,507></row>
<row _id="227"><R>⒬</R><cPTΈȏl>QT`QX</cPTΈȏl><319,667>335</319,667><92,810>205</92,810><212,345>129</212,345><9,935>-</9,935><4,339>1</4,339><340,282>338</340,282><70,513>113</70,513><211,569>220</211,569><49,431>1</49,431><8,507>3</8,507></row>
<row _id="228"><R>⒬</R><cPTΈȏl>RO`RS</cPTΈȏl><319,667>385</319,667><92,810>106</92,810><212,345>273</212,345><9,935>-</9,935><4,339>4</4,339><340,282>377</340,282><70,513>21</70,513><211,569>345</211,569><49,431>4</49,431><8,507>7</8,507></row>
<row _id="229"><R>⒬</R><cPTΈȏl>RT`RX</cPTΈȏl><319,667>417</319,667><92,810>55</92,810><212,345>355</212,345><9,935>-</9,935><4,339>7</4,339><340,282>413</340,282><70,513>22</70,513><211,569>372</211,569><49,431>4</49,431><8,507>14</8,507></row>
<row _id="230"><R>⒬</R><cPTΈȏl>SO`SS</cPTΈȏl><319,667>315</319,667><92,810>22</92,810><212,345>284</212,345><9,935>-</9,935><4,339>9</4,339><340,282>332</340,282><70,513>5</70,513><211,569>308</211,569><49,431>8</49,431><8,507>11</8,507></row>
<row _id="231"><R>⒬</R><cPTΈȏl>ST`SX</cPTΈȏl><319,667>364</319,667><92,810>16</92,810><212,345>335</212,345><9,935>2</9,935><4,339>11</4,339><340,282>321</340,282><70,513>7</70,513><211,569>296</211,569><49,431>11</49,431><8,507>7</8,507></row>
<row _id="232"><R>⒬</R><cPTΈȏl>TO`TS</cPTΈȏl><319,667>337</319,667><92,810>8</92,810><212,345>314</212,345><9,935>8</9,935><4,339>7</4,339><340,282>377</340,282><70,513>5</70,513><211,569>342</211,569><49,431>24</49,431><8,507>6</8,507></row>
<row _id="233"><R>⒬</R><cPTΈȏl>TT`TX</cPTΈȏl><319,667>352</319,667><92,810>14</92,810><212,345>330</212,345><9,935>6</9,935><4,339>2</4,339><340,282>321</340,282><70,513>7</70,513><211,569>271</211,569><49,431>36</49,431><8,507>7</8,507></row>
<row _id="234"><R>⒬</R><cPTΈȏl>UO`US</cPTΈȏl><319,667>264</319,667><92,810>5</92,810><212,345>243</212,345><9,935>14</9,935><4,339>2</4,339><340,282>355</340,282><70,513>8</70,513><211,569>260</211,569><49,431>80</49,431><8,507>6</8,507></row>
<row _id="235"><R>⒬</R><cPTΈȏl>UT`UX</cPTΈȏl><319,667>248</319,667><92,810>5</92,810><212,345>225</212,345><9,935>16</9,935><4,339>2</4,339><340,282>304</340,282><70,513>8</70,513><211,569>192</211,569><49,431>96</49,431><8,507>8</8,507></row>
<row _id="236"><R>⒬</R><cPTΈȏl>VO`VS</cPTΈȏl><319,667>198</319,667><92,810>5</92,810><212,345>164</212,345><9,935>28</9,935><4,339>1</4,339><340,282>265</340,282><70,513>2</70,513><211,569>129</211,569><49,431>129</49,431><8,507>5</8,507></row>
<row _id="237"><R>⒬</R><cPTΈȏl>VT`VX</cPTΈȏl><319,667>144</319,667><92,810>2</92,810><212,345>126</212,345><9,935>15</9,935><4,339>1</4,339><340,282>235</340,282><70,513>-</70,513><211,569>80</211,569><49,431>151</49,431><8,507>3</8,507></row>
<row _id="238"><R>⒬</R><cPTΈȏl>WO`WS</cPTΈȏl><319,667>100</319,667><92,810>2</92,810><212,345>60</212,345><9,935>36</9,935><4,339>2</4,339><340,282>126</340,282><70,513>-</70,513><211,569>27</211,569><49,431>96</49,431><8,507>1</8,507></row>
<row _id="239"><R>⒬</R><cPTΈȏl>WTΈȏ</cPTΈȏl><319,667>52</319,667><92,810>-</92,810><212,345>27</212,345><9,935>25</9,935><4,339>-</4,339><340,282>106</340,282><70,513>1</70,513><211,569>9</211,569><49,431>96</49,431><8,507>-</8,507></row>
<row _id="240"><R>{</R><cPTΈȏl>cPTΈȏl</cPTΈȏl><319,667>3,735</319,667><92,810>870</92,810><212,345>2,674</212,345><9,935>137</9,935><4,339>54</4,339><340,282>4,201</340,282><70,513>762</70,513><211,569>2,682</211,569><49,431>704</49,431><8,507>49</8,507></row>
<row _id="241"><R>{</R><cPTΈȏl>PT`PX</cPTΈȏl><319,667>303</319,667><92,810>303</92,810><212,345>-</212,345><9,935>-</9,935><4,339>-</4,339><340,282>353</340,282><70,513>350</70,513><211,569>1</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="242"><R>{</R><cPTΈȏl>QO`QS</cPTΈȏl><319,667>204</319,667><92,810>192</92,810><212,345>12</212,345><9,935>-</9,935><4,339>-</4,339><340,282>260</340,282><70,513>230</70,513><211,569>30</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="243"><R>{</R><cPTΈȏl>QT`QX</cPTΈȏl><319,667>269</319,667><92,810>189</92,810><212,345>78</212,345><9,935>-</9,935><4,339>2</4,339><340,282>238</340,282><70,513>91</70,513><211,569>144</211,569><49,431>-</49,431><8,507>3</8,507></row>
<row _id="244"><R>{</R><cPTΈȏl>RO`RS</cPTΈȏl><319,667>282</319,667><92,810>97</92,810><212,345>181</212,345><9,935>-</9,935><4,339>4</4,339><340,282>307</340,282><70,513>30</70,513><211,569>274</211,569><49,431>1</49,431><8,507>2</8,507></row>
<row _id="245"><R>{</R><cPTΈȏl>RT`RX</cPTΈȏl><319,667>409</319,667><92,810>48</92,810><212,345>346</212,345><9,935>-</9,935><4,339>15</4,339><340,282>392</340,282><70,513>18</70,513><211,569>365</211,569><49,431>3</49,431><8,507>6</8,507></row>
<row _id="246"><R>{</R><cPTΈȏl>SO`SS</cPTΈȏl><319,667>306</319,667><92,810>14</92,810><212,345>285</212,345><9,935>2</9,935><4,339>5</4,339><340,282>302</340,282><70,513>8</70,513><211,569>290</211,569><49,431>3</49,431><8,507>1</8,507></row>
<row _id="247"><R>{</R><cPTΈȏl>ST`SX</cPTΈȏl><319,667>314</319,667><92,810>14</92,810><212,345>293</212,345><9,935>1</9,935><4,339>6</4,339><340,282>299</340,282><70,513>6</70,513><211,569>274</211,569><49,431>15</49,431><8,507>4</8,507></row>
<row _id="248"><R>{</R><cPTΈȏl>TO`TS</cPTΈȏl><319,667>324</319,667><92,810>4</92,810><212,345>304</212,345><9,935>9</9,935><4,339>7</4,339><340,282>339</340,282><70,513>4</70,513><211,569>306</211,569><49,431>25</49,431><8,507>4</8,507></row>
<row _id="249"><R>{</R><cPTΈȏl>TT`TX</cPTΈȏl><319,667>305</319,667><92,810>2</92,810><212,345>296</212,345><9,935>3</9,935><4,339>4</4,339><340,282>341</340,282><70,513>9</70,513><211,569>280</211,569><49,431>44</49,431><8,507>8</8,507></row>
<row _id="250"><R>{</R><cPTΈȏl>UO`US</cPTΈȏl><319,667>278</319,667><92,810>2</92,810><212,345>263</212,345><9,935>8</9,935><4,339>5</4,339><340,282>362</340,282><70,513>8</70,513><211,569>271</211,569><49,431>78</49,431><8,507>5</8,507></row>
<row _id="251"><R>{</R><cPTΈȏl>UT`UX</cPTΈȏl><319,667>237</319,667><92,810>2</92,810><212,345>212</212,345><9,935>19</9,935><4,339>4</4,339><340,282>325</340,282><70,513>4</70,513><211,569>220</211,569><49,431>95</49,431><8,507>6</8,507></row>
<row _id="252"><R>{</R><cPTΈȏl>VO`VS</cPTΈȏl><319,667>214</319,667><92,810>1</92,810><212,345>194</212,345><9,935>18</9,935><4,339>1</4,339><340,282>255</340,282><70,513>1</70,513><211,569>121</211,569><49,431>125</49,431><8,507>8</8,507></row>
<row _id="253"><R>{</R><cPTΈȏl>VT`VX</cPTΈȏl><319,667>149</319,667><92,810>2</92,810><212,345>117</212,345><9,935>29</9,935><4,339>1</4,339><340,282>218</340,282><70,513>3</70,513><211,569>76</211,569><49,431>135</49,431><8,507>2</8,507></row>
<row _id="254"><R>{</R><cPTΈȏl>WO`WS</cPTΈȏl><319,667>103</319,667><92,810>-</92,810><212,345>71</212,345><9,935>32</9,935><4,339>-</4,339><340,282>135</340,282><70,513>-</70,513><211,569>22</211,569><49,431>113</49,431><8,507>-</8,507></row>
<row _id="255"><R>{</R><cPTΈȏl>WTΈȏ</cPTΈȏl><319,667>38</319,667><92,810>-</92,810><212,345>22</212,345><9,935>16</9,935><4,339>-</4,339><340,282>75</340,282><70,513>-</70,513><211,569>8</211,569><49,431>67</49,431><8,507>-</8,507></row>
<row _id="256"><R>㒬</R><cPTΈȏl>cPTΈȏl</cPTΈȏl><319,667>2,715</319,667><92,810>737</92,810><212,345>1,838</212,345><9,935>117</9,935><4,339>23</4,339><340,282>2,980</340,282><70,513>586</70,513><211,569>1,828</211,569><49,431>518</49,431><8,507>47</8,507></row>
<row _id="257"><R>㒬</R><cPTΈȏl>PT`PX</cPTΈȏl><319,667>224</319,667><92,810>224</92,810><212,345>-</212,345><9,935>-</9,935><4,339>-</4,339><340,282>248</340,282><70,513>248</70,513><211,569>-</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="258"><R>㒬</R><cPTΈȏl>QO`QS</cPTΈȏl><319,667>184</319,667><92,810>179</92,810><212,345>5</212,345><9,935>-</9,935><4,339>-</4,339><340,282>197</340,282><70,513>170</70,513><211,569>26</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="259"><R>㒬</R><cPTΈȏl>QT`QX</cPTΈȏl><319,667>187</319,667><92,810>141</92,810><212,345>46</212,345><9,935>-</9,935><4,339>-</4,339><340,282>174</340,282><70,513>82</70,513><211,569>90</211,569><49,431>-</49,431><8,507>2</8,507></row>
<row _id="260"><R>㒬</R><cPTΈȏl>RO`RS</cPTΈȏl><319,667>227</319,667><92,810>74</92,810><212,345>153</212,345><9,935>-</9,935><4,339>-</4,339><340,282>223</340,282><70,513>26</70,513><211,569>194</211,569><49,431>-</49,431><8,507>3</8,507></row>
<row _id="261"><R>㒬</R><cPTΈȏl>RT`RX</cPTΈȏl><319,667>260</319,667><92,810>45</92,810><212,345>211</212,345><9,935>2</9,935><4,339>2</4,339><340,282>262</340,282><70,513>13</70,513><211,569>238</211,569><49,431>3</49,431><8,507>8</8,507></row>
<row _id="262"><R>㒬</R><cPTΈȏl>SO`SS</cPTΈȏl><319,667>236</319,667><92,810>20</92,810><212,345>207</212,345><9,935>1</9,935><4,339>8</4,339><340,282>232</340,282><70,513>9</70,513><211,569>213</211,569><49,431>3</49,431><8,507>7</8,507></row>
<row _id="263"><R>㒬</R><cPTΈȏl>ST`SX</cPTΈȏl><319,667>240</319,667><92,810>21</92,810><212,345>210</212,345><9,935>2</9,935><4,339>7</4,339><340,282>220</340,282><70,513>7</70,513><211,569>199</211,569><49,431>10</49,431><8,507>4</8,507></row>
<row _id="264"><R>㒬</R><cPTΈȏl>TO`TS</cPTΈȏl><319,667>239</319,667><92,810>10</92,810><212,345>225</212,345><9,935>3</9,935><4,339>1</4,339><340,282>220</340,282><70,513>4</70,513><211,569>198</211,569><49,431>14</49,431><8,507>4</8,507></row>
<row _id="265"><R>㒬</R><cPTΈȏl>TT`TX</cPTΈȏl><319,667>216</319,667><92,810>8</92,810><212,345>203</212,345><9,935>4</9,935><4,339>1</4,339><340,282>202</340,282><70,513>8</70,513><211,569>173</211,569><49,431>20</49,431><8,507>1</8,507></row>
<row _id="266"><R>㒬</R><cPTΈȏl>UO`US</cPTΈȏl><319,667>186</319,667><92,810>5</92,810><212,345>166</212,345><9,935>13</9,935><4,339>2</4,339><340,282>235</340,282><70,513>10</70,513><211,569>184</211,569><49,431>36</49,431><8,507>5</8,507></row>
<row _id="267"><R>㒬</R><cPTΈȏl>UT`UX</cPTΈȏl><319,667>148</319,667><92,810>3</92,810><212,345>137</212,345><9,935>7</9,935><4,339>1</4,339><340,282>197</340,282><70,513>3</70,513><211,569>136</211,569><49,431>56</49,431><8,507>2</8,507></row>
<row _id="268"><R>㒬</R><cPTΈȏl>VO`VS</cPTΈȏl><319,667>146</319,667><92,810>4</92,810><212,345>124</212,345><9,935>18</9,935><4,339>-</4,339><340,282>195</340,282><70,513>2</70,513><211,569>102</211,569><49,431>88</49,431><8,507>3</8,507></row>
<row _id="269"><R>㒬</R><cPTΈȏl>VT`VX</cPTΈȏl><319,667>117</319,667><92,810>-</92,810><212,345>91</212,345><9,935>26</9,935><4,339>-</4,339><340,282>178</340,282><70,513>-</70,513><211,569>58</211,569><49,431>117</49,431><8,507>3</8,507></row>
<row _id="270"><R>㒬</R><cPTΈȏl>WO`WS</cPTΈȏl><319,667>73</319,667><92,810>3</92,810><212,345>42</212,345><9,935>28</9,935><4,339>-</4,339><340,282>106</340,282><70,513>1</70,513><211,569>11</211,569><49,431>91</49,431><8,507>3</8,507></row>
<row _id="271"><R>㒬</R><cPTΈȏl>WTΈȏ</cPTΈȏl><319,667>32</319,667><92,810>-</92,810><212,345>18</212,345><9,935>13</9,935><4,339>1</4,339><340,282>91</340,282><70,513>3</70,513><211,569>6</211,569><49,431>80</49,431><8,507>2</8,507></row>
<row _id="272"><R>쑺</R><cPTΈȏl>cPTΈȏl</cPTΈȏl><319,667>1,686</319,667><92,810>465</92,810><212,345>1,124</212,345><9,935>77</9,935><4,339>19</4,339><340,282>1,762</340,282><70,513>334</70,513><211,569>1,121</211,569><49,431>280</49,431><8,507>24</8,507></row>
<row _id="273"><R>쑺</R><cPTΈȏl>PT`PX</cPTΈȏl><319,667>164</319,667><92,810>164</92,810><212,345>-</212,345><9,935>-</9,935><4,339>-</4,339><340,282>138</340,282><70,513>138</70,513><211,569>-</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="274"><R>쑺</R><cPTΈȏl>QO`QS</cPTΈȏl><319,667>104</319,667><92,810>102</92,810><212,345>2</212,345><9,935>-</9,935><4,339>-</4,339><340,282>131</340,282><70,513>111</70,513><211,569>17</211,569><49,431>-</49,431><8,507>1</8,507></row>
<row _id="275"><R>쑺</R><cPTΈȏl>QT`QX</cPTΈȏl><319,667>121</319,667><92,810>78</92,810><212,345>42</212,345><9,935>-</9,935><4,339>1</4,339><340,282>118</340,282><70,513>53</70,513><211,569>65</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="276"><R>쑺</R><cPTΈȏl>RO`RS</cPTΈȏl><319,667>137</319,667><92,810>56</92,810><212,345>79</212,345><9,935>-</9,935><4,339>2</4,339><340,282>129</340,282><70,513>10</70,513><211,569>115</211,569><49,431>1</49,431><8,507>3</8,507></row>
<row _id="277"><R>쑺</R><cPTΈȏl>RT`RX</cPTΈȏl><319,667>156</319,667><92,810>36</92,810><212,345>118</212,345><9,935>-</9,935><4,339>1</4,339><340,282>132</340,282><70,513>2</70,513><211,569>123</211,569><49,431>3</49,431><8,507>4</8,507></row>
<row _id="278"><R>쑺</R><cPTΈȏl>SO`SS</cPTΈȏl><319,667>139</319,667><92,810>12</92,810><212,345>121</212,345><9,935>1</9,935><4,339>5</4,339><340,282>137</340,282><70,513>7</70,513><211,569>125</211,569><49,431>2</49,431><8,507>3</8,507></row>
<row _id="279"><R>쑺</R><cPTΈȏl>ST`SX</cPTΈȏl><319,667>136</319,667><92,810>9</92,810><212,345>125</212,345><9,935>-</9,935><4,339>2</4,339><340,282>134</340,282><70,513>2</70,513><211,569>120</211,569><49,431>9</49,431><8,507>3</8,507></row>
<row _id="280"><R>쑺</R><cPTΈȏl>TO`TS</cPTΈȏl><319,667>132</319,667><92,810>2</92,810><212,345>127</212,345><9,935>1</9,935><4,339>2</4,339><340,282>136</340,282><70,513>2</70,513><211,569>125</211,569><49,431>7</49,431><8,507>1</8,507></row>
<row _id="281"><R>쑺</R><cPTΈȏl>TT`TX</cPTΈȏl><319,667>152</319,667><92,810>5</92,810><212,345>142</212,345><9,935>5</9,935><4,339>-</4,339><340,282>149</340,282><70,513>2</70,513><211,569>136</211,569><49,431>9</49,431><8,507>2</8,507></row>
<row _id="282"><R>쑺</R><cPTΈȏl>UO`US</cPTΈȏl><319,667>111</319,667><92,810>1</92,810><212,345>101</212,345><9,935>8</9,935><4,339>1</4,339><340,282>147</340,282><70,513>4</70,513><211,569>111</211,569><49,431>31</49,431><8,507>1</8,507></row>
<row _id="283"><R>쑺</R><cPTΈȏl>UT`UX</cPTΈȏl><319,667>115</319,667><92,810>-</92,810><212,345>110</212,345><9,935>4</9,935><4,339>1</4,339><340,282>136</340,282><70,513>1</70,513><211,569>92</211,569><49,431>40</49,431><8,507>3</8,507></row>
<row _id="284"><R>쑺</R><cPTΈȏl>VO`VS</cPTΈȏl><319,667>89</319,667><92,810>-</92,810><212,345>79</212,345><9,935>10</9,935><4,339>-</4,339><340,282>113</340,282><70,513>1</70,513><211,569>57</211,569><49,431>53</49,431><8,507>2</8,507></row>
<row _id="285"><R>쑺</R><cPTΈȏl>VT`VX</cPTΈȏl><319,667>72</319,667><92,810>-</92,810><212,345>50</212,345><9,935>21</9,935><4,339>1</4,339><340,282>79</340,282><70,513>1</70,513><211,569>28</211,569><49,431>49</49,431><8,507>1</8,507></row>
<row _id="286"><R>쑺</R><cPTΈȏl>WO`WS</cPTΈȏl><319,667>38</319,667><92,810>-</92,810><212,345>21</212,345><9,935>16</9,935><4,339>1</4,339><340,282>41</340,282><70,513>-</70,513><211,569>2</211,569><49,431>39</49,431><8,507>-</8,507></row>
<row _id="287"><R>쑺</R><cPTΈȏl>WTΈȏ</cPTΈȏl><319,667>20</319,667><92,810>-</92,810><212,345>7</212,345><9,935>11</9,935><4,339>2</4,339><340,282>42</340,282><70,513>-</70,513><211,569>5</211,569><49,431>37</49,431><8,507>-</8,507></row>
<row _id="288"><R /><cPTΈȏl>cPTΈȏl</cPTΈȏl><319,667>2,082</319,667><92,810>613</92,810><212,345>1,357</212,345><9,935>87</9,935><4,339>23</4,339><340,282>2,126</340,282><70,513>403</70,513><211,569>1,374</211,569><49,431>330</49,431><8,507>16</8,507></row>
<row _id="289"><R /><cPTΈȏl>PT`PX</cPTΈȏl><319,667>200</319,667><92,810>200</92,810><212,345>-</212,345><9,935>-</9,935><4,339>-</4,339><340,282>172</340,282><70,513>171</70,513><211,569>1</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="290"><R /><cPTΈȏl>QO`QS</cPTΈȏl><319,667>156</319,667><92,810>151</92,810><212,345>5</212,345><9,935>-</9,935><4,339>-</4,339><340,282>143</340,282><70,513>130</70,513><211,569>12</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="291"><R /><cPTΈȏl>QT`QX</cPTΈȏl><319,667>163</319,667><92,810>129</92,810><212,345>33</212,345><9,935>-</9,935><4,339>1</4,339><340,282>146</340,282><70,513>61</70,513><211,569>85</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="292"><R /><cPTΈȏl>RO`RS</cPTΈȏl><319,667>169</319,667><92,810>65</92,810><212,345>102</212,345><9,935>-</9,935><4,339>1</4,339><340,282>158</340,282><70,513>12</70,513><211,569>144</211,569><49,431>-</49,431><8,507>2</8,507></row>
<row _id="293"><R /><cPTΈȏl>RT`RX</cPTΈȏl><319,667>187</319,667><92,810>27</92,810><212,345>157</212,345><9,935>-</9,935><4,339>3</4,339><340,282>175</340,282><70,513>5</70,513><211,569>166</211,569><49,431>2</49,431><8,507>2</8,507></row>
<row _id="294"><R /><cPTΈȏl>SO`SS</cPTΈȏl><319,667>148</319,667><92,810>13</92,810><212,345>129</212,345><9,935>-</9,935><4,339>6</4,339><340,282>171</340,282><70,513>5</70,513><211,569>158</211,569><49,431>5</49,431><8,507>3</8,507></row>
<row _id="295"><R /><cPTΈȏl>ST`SX</cPTΈȏl><319,667>188</319,667><92,810>11</92,810><212,345>173</212,345><9,935>1</9,935><4,339>2</4,339><340,282>155</340,282><70,513>4</70,513><211,569>144</211,569><49,431>6</49,431><8,507>1</8,507></row>
<row _id="296"><R /><cPTΈȏl>TO`TS</cPTΈȏl><319,667>177</319,667><92,810>7</92,810><212,345>165</212,345><9,935>2</9,935><4,339>3</4,339><340,282>162</340,282><70,513>4</70,513><211,569>153</211,569><49,431>3</49,431><8,507>2</8,507></row>
<row _id="297"><R /><cPTΈȏl>TT`TX</cPTΈȏl><319,667>191</319,667><92,810>4</92,810><212,345>176</212,345><9,935>8</9,935><4,339>3</4,339><340,282>181</340,282><70,513>5</70,513><211,569>161</211,569><49,431>13</49,431><8,507>2</8,507></row>
<row _id="298"><R /><cPTΈȏl>UO`US</cPTΈȏl><319,667>141</319,667><92,810>2</92,810><212,345>130</212,345><9,935>8</9,935><4,339>1</4,339><340,282>174</340,282><70,513>1</70,513><211,569>140</211,569><49,431>31</49,431><8,507>1</8,507></row>
<row _id="299"><R /><cPTΈȏl>UT`UX</cPTΈȏl><319,667>109</319,667><92,810>2</92,810><212,345>92</212,345><9,935>14</9,935><4,339>1</4,339><340,282>137</340,282><70,513>2</70,513><211,569>86</211,569><49,431>48</49,431><8,507>1</8,507></row>
<row _id="300"><R /><cPTΈȏl>VO`VS</cPTΈȏl><319,667>110</319,667><92,810>2</92,810><212,345>97</212,345><9,935>10</9,935><4,339>1</4,339><340,282>140</340,282><70,513>3</70,513><211,569>64</211,569><49,431>73</49,431><8,507>-</8,507></row>
<row _id="301"><R /><cPTΈȏl>VT`VX</cPTΈȏl><319,667>79</319,667><92,810>-</92,810><212,345>56</212,345><9,935>22</9,935><4,339>1</4,339><340,282>97</340,282><70,513>-</70,513><211,569>33</211,569><49,431>63</49,431><8,507>1</8,507></row>
<row _id="302"><R /><cPTΈȏl>WO`WS</cPTΈȏl><319,667>44</319,667><92,810>-</92,810><212,345>28</212,345><9,935>16</9,935><4,339>-</4,339><340,282>63</340,282><70,513>-</70,513><211,569>24</211,569><49,431>38</49,431><8,507>-</8,507></row>
<row _id="303"><R /><cPTΈȏl>WTΈȏ</cPTΈȏl><319,667>20</319,667><92,810>-</92,810><212,345>14</212,345><9,935>6</9,935><4,339>-</4,339><340,282>52</340,282><70,513>-</70,513><211,569>3</211,569><49,431>48</49,431><8,507>1</8,507></row>
<row _id="304"><R>쑺</R><cPTΈȏl>cPTΈȏl</cPTΈȏl><319,667>332</319,667><92,810>61</92,810><212,345>254</212,345><9,935>12</9,935><4,339>5</4,339><340,282>401</340,282><70,513>43</70,513><211,569>251</211,569><49,431>106</49,431><8,507>1</8,507></row>
<row _id="305"><R>쑺</R><cPTΈȏl>PT`PX</cPTΈȏl><319,667>24</319,667><92,810>24</92,810><212,345>-</212,345><9,935>-</9,935><4,339>-</4,339><340,282>21</340,282><70,513>21</70,513><211,569>-</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="306"><R>쑺</R><cPTΈȏl>QO`QS</cPTΈȏl><319,667>13</319,667><92,810>13</92,810><212,345>-</212,345><9,935>-</9,935><4,339>-</4,339><340,282>14</340,282><70,513>13</70,513><211,569>1</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="307"><R>쑺</R><cPTΈȏl>QT`QX</cPTΈȏl><319,667>18</319,667><92,810>12</92,810><212,345>6</212,345><9,935>-</9,935><4,339>-</4,339><340,282>17</340,282><70,513>6</70,513><211,569>11</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="308"><R>쑺</R><cPTΈȏl>RO`RS</cPTΈȏl><319,667>18</319,667><92,810>8</92,810><212,345>8</212,345><9,935>-</9,935><4,339>2</4,339><340,282>14</340,282><70,513>1</70,513><211,569>12</211,569><49,431>1</49,431><8,507>-</8,507></row>
<row _id="309"><R>쑺</R><cPTΈȏl>RT`RX</cPTΈȏl><319,667>13</319,667><92,810>1</92,810><212,345>12</212,345><9,935>-</9,935><4,339>-</4,339><340,282>15</340,282><70,513>1</70,513><211,569>14</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="310"><R>쑺</R><cPTΈȏl>SO`SS</cPTΈȏl><319,667>18</319,667><92,810>2</92,810><212,345>15</212,345><9,935>-</9,935><4,339>1</4,339><340,282>13</340,282><70,513>-</70,513><211,569>13</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="311"><R>쑺</R><cPTΈȏl>ST`SX</cPTΈȏl><319,667>18</319,667><92,810>-</92,810><212,345>18</212,345><9,935>-</9,935><4,339>-</4,339><340,282>35</340,282><70,513>-</70,513><211,569>33</211,569><49,431>2</49,431><8,507>-</8,507></row>
<row _id="312"><R>쑺</R><cPTΈȏl>TO`TS</cPTΈȏl><319,667>33</319,667><92,810>-</92,810><212,345>31</212,345><9,935>1</9,935><4,339>1</4,339><340,282>42</340,282><70,513>-</70,513><211,569>40</211,569><49,431>2</49,431><8,507>-</8,507></row>
<row _id="313"><R>쑺</R><cPTΈȏl>TT`TX</cPTΈȏl><319,667>50</319,667><92,810>-</92,810><212,345>47</212,345><9,935>2</9,935><4,339>1</4,339><340,282>46</340,282><70,513>-</70,513><211,569>41</211,569><49,431>5</49,431><8,507>-</8,507></row>
<row _id="314"><R>쑺</R><cPTΈȏl>UO`US</cPTΈȏl><319,667>40</319,667><92,810>1</92,810><212,345>39</212,345><9,935>-</9,935><4,339>-</4,339><340,282>36</340,282><70,513>1</70,513><211,569>26</211,569><49,431>9</49,431><8,507>-</8,507></row>
<row _id="315"><R>쑺</R><cPTΈȏl>UT`UX</cPTΈȏl><319,667>28</319,667><92,810>-</92,810><212,345>27</212,345><9,935>1</9,935><4,339>-</4,339><340,282>40</340,282><70,513>-</70,513><211,569>27</211,569><49,431>13</49,431><8,507>-</8,507></row>
<row _id="316"><R>쑺</R><cPTΈȏl>VO`VS</cPTΈȏl><319,667>22</319,667><92,810>-</92,810><212,345>22</212,345><9,935>-</9,935><4,339>-</4,339><340,282>42</340,282><70,513>-</70,513><211,569>18</211,569><49,431>23</49,431><8,507>1</8,507></row>
<row _id="317"><R>쑺</R><cPTΈȏl>VT`VX</cPTΈȏl><319,667>21</319,667><92,810>-</92,810><212,345>18</212,345><9,935>3</9,935><4,339>-</4,339><340,282>33</340,282><70,513>-</70,513><211,569>11</211,569><49,431>22</49,431><8,507>-</8,507></row>
<row _id="318"><R>쑺</R><cPTΈȏl>WO`WS</cPTΈȏl><319,667>11</319,667><92,810>-</92,810><212,345>8</212,345><9,935>3</9,935><4,339>-</4,339><340,282>18</340,282><70,513>-</70,513><211,569>3</211,569><49,431>15</49,431><8,507>-</8,507></row>
<row _id="319"><R>쑺</R><cPTΈȏl>WTΈȏ</cPTΈȏl><319,667>5</319,667><92,810>-</92,810><212,345>3</212,345><9,935>2</9,935><4,339>-</4,339><340,282>15</340,282><70,513>-</70,513><211,569>1</211,569><49,431>14</49,431><8,507>-</8,507></row>
<row _id="320"><R>Lx</R><cPTΈȏl>cPTΈȏl</cPTΈȏl><319,667>1,292</319,667><92,810>357</92,810><212,345>871</212,345><9,935>51</9,935><4,339>10</4,339><340,282>1,436</340,282><70,513>299</70,513><211,569>881</211,569><49,431>239</49,431><8,507>12</8,507></row>
<row _id="321"><R>Lx</R><cPTΈȏl>PT`PX</cPTΈȏl><319,667>119</319,667><92,810>118</92,810><212,345>-</212,345><9,935>-</9,935><4,339>-</4,339><340,282>110</340,282><70,513>110</70,513><211,569>-</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="322"><R>Lx</R><cPTΈȏl>QO`QS</cPTΈȏl><319,667>86</319,667><92,810>80</92,810><212,345>6</212,345><9,935>-</9,935><4,339>-</4,339><340,282>127</340,282><70,513>114</70,513><211,569>13</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="323"><R>Lx</R><cPTΈȏl>QT`QX</cPTΈȏl><319,667>97</319,667><92,810>76</92,810><212,345>20</212,345><9,935>-</9,935><4,339>1</4,339><340,282>77</340,282><70,513>42</70,513><211,569>35</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="324"><R>Lx</R><cPTΈȏl>RO`RS</cPTΈȏl><319,667>115</319,667><92,810>39</92,810><212,345>75</212,345><9,935>-</9,935><4,339>-</4,339><340,282>104</340,282><70,513>12</70,513><211,569>90</211,569><49,431>-</49,431><8,507>2</8,507></row>
<row _id="325"><R>Lx</R><cPTΈȏl>RT`RX</cPTΈȏl><319,667>105</319,667><92,810>19</92,810><212,345>84</212,345><9,935>-</9,935><4,339>2</4,339><340,282>108</340,282><70,513>7</70,513><211,569>101</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="326"><R>Lx</R><cPTΈȏl>SO`SS</cPTΈȏl><319,667>88</319,667><92,810>10</92,810><212,345>74</212,345><9,935>2</9,935><4,339>1</4,339><340,282>101</340,282><70,513>2</70,513><211,569>96</211,569><49,431>-</49,431><8,507>3</8,507></row>
<row _id="327"><R>Lx</R><cPTΈȏl>ST`SX</cPTΈȏl><319,667>90</319,667><92,810>4</92,810><212,345>84</212,345><9,935>-</9,935><4,339>2</4,339><340,282>114</340,282><70,513>5</70,513><211,569>104</211,569><49,431>5</49,431><8,507>-</8,507></row>
<row _id="328"><R>Lx</R><cPTΈȏl>TO`TS</cPTΈȏl><319,667>137</319,667><92,810>5</92,810><212,345>127</212,345><9,935>4</9,935><4,339>1</4,339><340,282>107</340,282><70,513>-</70,513><211,569>96</211,569><49,431>8</49,431><8,507>3</8,507></row>
<row _id="329"><R>Lx</R><cPTΈȏl>TT`TX</cPTΈȏl><319,667>129</319,667><92,810>3</92,810><212,345>120</212,345><9,935>4</9,935><4,339>2</4,339><340,282>120</340,282><70,513>5</70,513><211,569>103</211,569><49,431>11</49,431><8,507>1</8,507></row>
<row _id="330"><R>Lx</R><cPTΈȏl>UO`US</cPTΈȏl><319,667>84</319,667><92,810>1</92,810><212,345>81</212,345><9,935>2</9,935><4,339>-</4,339><340,282>118</340,282><70,513>1</70,513><211,569>93</211,569><49,431>23</49,431><8,507>1</8,507></row>
<row _id="331"><R>Lx</R><cPTΈȏl>UT`UX</cPTΈȏl><319,667>79</319,667><92,810>1</92,810><212,345>72</212,345><9,935>6</9,935><4,339>-</4,339><340,282>104</340,282><70,513>1</70,513><211,569>66</211,569><49,431>35</49,431><8,507>-</8,507></row>
<row _id="332"><R>Lx</R><cPTΈȏl>VO`VS</cPTΈȏl><319,667>72</319,667><92,810>-</92,810><212,345>63</212,345><9,935>9</9,935><4,339>-</4,339><340,282>88</340,282><70,513>-</70,513><211,569>47</211,569><49,431>40</49,431><8,507>1</8,507></row>
<row _id="333"><R>Lx</R><cPTΈȏl>VT`VX</cPTΈȏl><319,667>58</319,667><92,810>1</92,810><212,345>46</212,345><9,935>10</9,935><4,339>1</4,339><340,282>81</340,282><70,513>-</70,513><211,569>22</211,569><49,431>58</49,431><8,507>-</8,507></row>
<row _id="334"><R>Lx</R><cPTΈȏl>WO`WS</cPTΈȏl><319,667>17</319,667><92,810>-</92,810><212,345>9</212,345><9,935>8</9,935><4,339>-</4,339><340,282>51</340,282><70,513>-</70,513><211,569>12</211,569><49,431>38</49,431><8,507>-</8,507></row>
<row _id="335"><R>Lx</R><cPTΈȏl>WTΈȏ</cPTΈȏl><319,667>16</319,667><92,810>-</92,810><212,345>10</212,345><9,935>6</9,935><4,339>-</4,339><340,282>26</340,282><70,513>-</70,513><211,569>3</211,569><49,431>21</49,431><8,507>1</8,507></row>
<row _id="336"><R>F</R><cPTΈȏl>cPTΈȏl</cPTΈȏl><319,667>687</319,667><92,810>195</92,810><212,345>458</212,345><9,935>28</9,935><4,339>6</4,339><340,282>705</340,282><70,513>114</70,513><211,569>458</211,569><49,431>125</49,431><8,507>8</8,507></row>
<row _id="337"><R>F</R><cPTΈȏl>PT`PX</cPTΈȏl><319,667>41</319,667><92,810>41</92,810><212,345>-</212,345><9,935>-</9,935><4,339>-</4,339><340,282>32</340,282><70,513>32</70,513><211,569>-</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="338"><R>F</R><cPTΈȏl>QO`QS</cPTΈȏl><319,667>50</319,667><92,810>50</92,810><212,345>-</212,345><9,935>-</9,935><4,339>-</4,339><340,282>45</340,282><70,513>41</70,513><211,569>4</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="339"><R>F</R><cPTΈȏl>QT`QX</cPTΈȏl><319,667>69</319,667><92,810>52</92,810><212,345>17</212,345><9,935>-</9,935><4,339>-</4,339><340,282>56</340,282><70,513>27</70,513><211,569>29</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="340"><R>F</R><cPTΈȏl>RO`RS</cPTΈȏl><319,667>78</319,667><92,810>32</92,810><212,345>45</212,345><9,935>1</9,935><4,339>-</4,339><340,282>63</340,282><70,513>8</70,513><211,569>53</211,569><49,431>-</49,431><8,507>2</8,507></row>
<row _id="341"><R>F</R><cPTΈȏl>RT`RX</cPTΈȏl><319,667>51</319,667><92,810>9</92,810><212,345>40</212,345><9,935>-</9,935><4,339>2</4,339><340,282>47</340,282><70,513>-</70,513><211,569>47</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="342"><R>F</R><cPTΈȏl>SO`SS</cPTΈȏl><319,667>46</319,667><92,810>4</92,810><212,345>41</212,345><9,935>-</9,935><4,339>1</4,339><340,282>43</340,282><70,513>2</70,513><211,569>39</211,569><49,431>-</49,431><8,507>2</8,507></row>
<row _id="343"><R>F</R><cPTΈȏl>ST`SX</cPTΈȏl><319,667>48</319,667><92,810>3</92,810><212,345>42</212,345><9,935>1</9,935><4,339>2</4,339><340,282>56</340,282><70,513>2</70,513><211,569>51</211,569><49,431>3</49,431><8,507>-</8,507></row>
<row _id="344"><R>F</R><cPTΈȏl>TO`TS</cPTΈȏl><319,667>65</319,667><92,810>1</92,810><212,345>63</212,345><9,935>1</9,935><4,339>-</4,339><340,282>66</340,282><70,513>1</70,513><211,569>56</211,569><49,431>8</49,431><8,507>1</8,507></row>
<row _id="345"><R>F</R><cPTΈȏl>TT`TX</cPTΈȏl><319,667>78</319,667><92,810>2</92,810><212,345>72</212,345><9,935>3</9,935><4,339>1</4,339><340,282>86</340,282><70,513>-</70,513><211,569>72</211,569><49,431>14</49,431><8,507>-</8,507></row>
<row _id="346"><R>F</R><cPTΈȏl>UO`US</cPTΈȏl><319,667>64</319,667><92,810>1</92,810><212,345>59</212,345><9,935>4</9,935><4,339>-</4,339><340,282>63</340,282><70,513>-</70,513><211,569>51</211,569><49,431>11</49,431><8,507>1</8,507></row>
<row _id="347"><R>F</R><cPTΈȏl>UT`UX</cPTΈȏl><319,667>45</319,667><92,810>-</92,810><212,345>41</212,345><9,935>4</9,935><4,339>-</4,339><340,282>44</340,282><70,513>-</70,513><211,569>31</211,569><49,431>13</49,431><8,507>-</8,507></row>
<row _id="348"><R>F</R><cPTΈȏl>VO`VS</cPTΈȏl><319,667>22</319,667><92,810>-</92,810><212,345>21</212,345><9,935>1</9,935><4,339>-</4,339><340,282>35</340,282><70,513>1</70,513><211,569>15</211,569><49,431>17</49,431><8,507>2</8,507></row>
<row _id="349"><R>F</R><cPTΈȏl>VT`VX</cPTΈȏl><319,667>16</319,667><92,810>-</92,810><212,345>11</212,345><9,935>5</9,935><4,339>-</4,339><340,282>32</340,282><70,513>-</70,513><211,569>9</211,569><49,431>23</49,431><8,507>-</8,507></row>
<row _id="350"><R>F</R><cPTΈȏl>WO`WS</cPTΈȏl><319,667>8</319,667><92,810>-</92,810><212,345>5</212,345><9,935>3</9,935><4,339>-</4,339><340,282>29</340,282><70,513>-</70,513><211,569>1</211,569><49,431>28</49,431><8,507>-</8,507></row>
<row _id="351"><R>F</R><cPTΈȏl>WTΈȏ</cPTΈȏl><319,667>6</319,667><92,810>-</92,810><212,345>1</212,345><9,935>5</9,935><4,339>-</4,339><340,282>8</340,282><70,513>-</70,513><211,569>-</211,569><49,431>8</49,431><8,507>-</8,507></row>
<row _id="352"><R>O쒬</R><cPTΈȏl>cPTΈȏl</cPTΈȏl><319,667>1,673</319,667><92,810>419</92,810><212,345>1,164</212,345><9,935>66</9,935><4,339>22</4,339><340,282>1,858</340,282><70,513>369</70,513><211,569>1,169</211,569><49,431>293</49,431><8,507>27</8,507></row>
<row _id="353"><R>O쒬</R><cPTΈȏl>PT`PX</cPTΈȏl><319,667>117</319,667><92,810>116</92,810><212,345>-</212,345><9,935>-</9,935><4,339>-</4,339><340,282>153</340,282><70,513>153</70,513><211,569>-</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="354"><R>O쒬</R><cPTΈȏl>QO`QS</cPTΈȏl><319,667>121</319,667><92,810>113</92,810><212,345>8</212,345><9,935>-</9,935><4,339>-</4,339><340,282>143</340,282><70,513>130</70,513><211,569>13</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="355"><R>O쒬</R><cPTΈȏl>QT`QX</cPTΈȏl><319,667>128</319,667><92,810>76</92,810><212,345>51</212,345><9,935>-</9,935><4,339>-</4,339><340,282>162</340,282><70,513>60</70,513><211,569>100</211,569><49,431>-</49,431><8,507>2</8,507></row>
<row _id="356"><R>O쒬</R><cPTΈȏl>RO`RS</cPTΈȏl><319,667>160</319,667><92,810>58</92,810><212,345>99</212,345><9,935>-</9,935><4,339>3</4,339><340,282>127</340,282><70,513>12</70,513><211,569>111</211,569><49,431>1</49,431><8,507>3</8,507></row>
<row _id="357"><R>O쒬</R><cPTΈȏl>RT`RX</cPTΈȏl><319,667>163</319,667><92,810>29</92,810><212,345>130</212,345><9,935>1</9,935><4,339>3</4,339><340,282>145</340,282><70,513>1</70,513><211,569>141</211,569><49,431>1</49,431><8,507>2</8,507></row>
<row _id="358"><R>O쒬</R><cPTΈȏl>SO`SS</cPTΈȏl><319,667>148</319,667><92,810>12</92,810><212,345>130</212,345><9,935>3</9,935><4,339>3</4,339><340,282>139</340,282><70,513>1</70,513><211,569>135</211,569><49,431>1</49,431><8,507>2</8,507></row>
<row _id="359"><R>O쒬</R><cPTΈȏl>ST`SX</cPTΈȏl><319,667>128</319,667><92,810>6</92,810><212,345>114</212,345><9,935>1</9,935><4,339>7</4,339><340,282>128</340,282><70,513>2</70,513><211,569>117</211,569><49,431>6</49,431><8,507>3</8,507></row>
<row _id="360"><R>O쒬</R><cPTΈȏl>TO`TS</cPTΈȏl><319,667>149</319,667><92,810>3</92,810><212,345>144</212,345><9,935>-</9,935><4,339>2</4,339><340,282>156</340,282><70,513>5</70,513><211,569>136</211,569><49,431>11</49,431><8,507>4</8,507></row>
<row _id="361"><R>O쒬</R><cPTΈȏl>TT`TX</cPTΈȏl><319,667>141</319,667><92,810>2</92,810><212,345>134</212,345><9,935>5</9,935><4,339>-</4,339><340,282>150</340,282><70,513>2</70,513><211,569>130</211,569><49,431>13</49,431><8,507>5</8,507></row>
<row _id="362"><R>O쒬</R><cPTΈȏl>UO`US</cPTΈȏl><319,667>113</319,667><92,810>2</92,810><212,345>105</212,345><9,935>4</9,935><4,339>2</4,339><340,282>121</340,282><70,513>2</70,513><211,569>100</211,569><49,431>19</49,431><8,507>-</8,507></row>
<row _id="363"><R>O쒬</R><cPTΈȏl>UT`UX</cPTΈȏl><319,667>91</319,667><92,810>-</92,810><212,345>83</212,345><9,935>8</9,935><4,339>-</4,339><340,282>119</340,282><70,513>1</70,513><211,569>77</211,569><49,431>39</49,431><8,507>2</8,507></row>
<row _id="364"><R>O쒬</R><cPTΈȏl>VO`VS</cPTΈȏl><319,667>90</319,667><92,810>-</92,810><212,345>84</212,345><9,935>6</9,935><4,339>-</4,339><340,282>126</340,282><70,513>-</70,513><211,569>72</211,569><49,431>53</49,431><8,507>1</8,507></row>
<row _id="365"><R>O쒬</R><cPTΈȏl>VT`VX</cPTΈȏl><319,667>66</319,667><92,810>2</92,810><212,345>53</212,345><9,935>10</9,935><4,339>1</4,339><340,282>98</340,282><70,513>-</70,513><211,569>22</211,569><49,431>74</49,431><8,507>2</8,507></row>
<row _id="366"><R>O쒬</R><cPTΈȏl>WO`WS</cPTΈȏl><319,667>42</319,667><92,810>-</92,810><212,345>25</212,345><9,935>16</9,935><4,339>1</4,339><340,282>59</340,282><70,513>-</70,513><211,569>15</211,569><49,431>44</49,431><8,507>-</8,507></row>
<row _id="367"><R>O쒬</R><cPTΈȏl>WTΈȏ</cPTΈȏl><319,667>16</319,667><92,810>-</92,810><212,345>4</212,345><9,935>12</9,935><4,339>-</4,339><340,282>32</340,282><70,513>-</70,513><211,569>-</211,569><49,431>31</49,431><8,507>1</8,507></row>
<row _id="368"><R>s咬</R><cPTΈȏl>cPTΈȏl</cPTΈȏl><319,667>4,821</319,667><92,810>1,341</92,810><212,345>3,292</212,345><9,935>136</9,935><4,339>48</4,339><340,282>5,254</340,282><70,513>1,010</70,513><211,569>3,310</211,569><49,431>809</49,431><8,507>121</8,507></row>
<row _id="369"><R>s咬</R><cPTΈȏl>PT`PX</cPTΈȏl><319,667>432</319,667><92,810>432</92,810><212,345>-</212,345><9,935>-</9,935><4,339>-</4,339><340,282>432</340,282><70,513>430</70,513><211,569>2</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="370"><R>s咬</R><cPTΈȏl>QO`QS</cPTΈȏl><319,667>343</319,667><92,810>325</92,810><212,345>17</212,345><9,935>-</9,935><4,339>-</4,339><340,282>377</340,282><70,513>329</70,513><211,569>46</211,569><49,431>-</49,431><8,507>1</8,507></row>
<row _id="371"><R>s咬</R><cPTΈȏl>QT`QX</cPTΈȏl><319,667>360</319,667><92,810>245</92,810><212,345>115</212,345><9,935>-</9,935><4,339>-</4,339><340,282>334</340,282><70,513>139</70,513><211,569>191</211,569><49,431>-</49,431><8,507>4</8,507></row>
<row _id="372"><R>s咬</R><cPTΈȏl>RO`RS</cPTΈȏl><319,667>426</319,667><92,810>181</92,810><212,345>238</212,345><9,935>1</9,935><4,339>5</4,339><340,282>369</340,282><70,513>35</70,513><211,569>320</211,569><49,431>2</49,431><8,507>12</8,507></row>
<row _id="373"><R>s咬</R><cPTΈȏl>RT`RX</cPTΈȏl><319,667>464</319,667><92,810>79</92,810><212,345>372</212,345><9,935>2</9,935><4,339>11</4,339><340,282>462</340,282><70,513>21</70,513><211,569>415</211,569><49,431>3</49,431><8,507>21</8,507></row>
<row _id="374"><R>s咬</R><cPTΈȏl>SO`SS</cPTΈȏl><319,667>392</319,667><92,810>39</92,810><212,345>342</212,345><9,935>2</9,935><4,339>8</4,339><340,282>419</340,282><70,513>10</70,513><211,569>387</211,569><49,431>10</49,431><8,507>12</8,507></row>
<row _id="375"><R>s咬</R><cPTΈȏl>ST`SX</cPTΈȏl><319,667>451</319,667><92,810>19</92,810><212,345>418</212,345><9,935>5</9,935><4,339>8</4,339><340,282>385</340,282><70,513>12</70,513><211,569>345</211,569><49,431>16</49,431><8,507>12</8,507></row>
<row _id="376"><R>s咬</R><cPTΈȏl>TO`TS</cPTΈȏl><319,667>397</319,667><92,810>9</92,810><212,345>376</212,345><9,935>6</9,935><4,339>6</4,339><340,282>435</340,282><70,513>2</70,513><211,569>390</211,569><49,431>31</49,431><8,507>12</8,507></row>
<row _id="377"><R>s咬</R><cPTΈȏl>TT`TX</cPTΈȏl><319,667>437</319,667><92,810>6</92,810><212,345>415</212,345><9,935>10</9,935><4,339>6</4,339><340,282>438</340,282><70,513>6</70,513><211,569>376</211,569><49,431>48</49,431><8,507>8</8,507></row>
<row _id="378"><R>s咬</R><cPTΈȏl>UO`US</cPTΈȏl><319,667>330</319,667><92,810>4</92,810><212,345>311</212,345><9,935>13</9,935><4,339>2</4,339><340,282>450</340,282><70,513>15</70,513><211,569>336</211,569><49,431>84</49,431><8,507>14</8,507></row>
<row _id="379"><R>s咬</R><cPTΈȏl>UT`UX</cPTΈȏl><319,667>260</319,667><92,810>1</92,810><212,345>252</212,345><9,935>7</9,935><4,339>-</4,339><340,282>372</340,282><70,513>8</70,513><211,569>234</211,569><49,431>120</49,431><8,507>10</8,507></row>
<row _id="380"><R>s咬</R><cPTΈȏl>VO`VS</cPTΈȏl><319,667>233</319,667><92,810>1</92,810><212,345>210</212,345><9,935>21</9,935><4,339>1</4,339><340,282>318</340,282><70,513>3</70,513><211,569>146</211,569><49,431>161</49,431><8,507>8</8,507></row>
<row _id="381"><R>s咬</R><cPTΈȏl>VT`VX</cPTΈȏl><319,667>169</319,667><92,810>-</92,810><212,345>138</212,345><9,935>31</9,935><4,339>-</4,339><340,282>246</340,282><70,513>-</70,513><211,569>84</211,569><49,431>157</49,431><8,507>5</8,507></row>
<row _id="382"><R>s咬</R><cPTΈȏl>WO`WS</cPTΈȏl><319,667>97</319,667><92,810>-</92,810><212,345>70</212,345><9,935>26</9,935><4,339>1</4,339><340,282>132</340,282><70,513>-</70,513><211,569>33</211,569><49,431>99</49,431><8,507>-</8,507></row>
<row _id="383"><R>s咬</R><cPTΈȏl>WTΈȏ</cPTΈȏl><319,667>30</319,667><92,810>-</92,810><212,345>18</212,345><9,935>12</9,935><4,339>-</4,339><340,282>85</340,282><70,513>-</70,513><211,569>5</211,569><49,431>78</49,431><8,507>2</8,507></row>
<row _id="384"><R>Z</R><cPTΈȏl>cPTΈȏl</cPTΈȏl><319,667>1,812</319,667><92,810>479</92,810><212,345>1,227</212,345><9,935>84</9,935><4,339>19</4,339><340,282>1,990</340,282><70,513>369</70,513><211,569>1,235</211,569><49,431>356</49,431><8,507>27</8,507></row>
<row _id="385"><R>Z</R><cPTΈȏl>PT`PX</cPTΈȏl><319,667>159</319,667><92,810>159</92,810><212,345>-</212,345><9,935>-</9,935><4,339>-</4,339><340,282>171</340,282><70,513>169</70,513><211,569>1</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="386"><R>Z</R><cPTΈȏl>QO`QS</cPTΈȏl><319,667>128</319,667><92,810>121</92,810><212,345>6</212,345><9,935>-</9,935><4,339>-</4,339><340,282>111</340,282><70,513>106</70,513><211,569>5</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="387"><R>Z</R><cPTΈȏl>QT`QX</cPTΈȏl><319,667>131</319,667><92,810>93</92,810><212,345>36</212,345><9,935>-</9,935><4,339>1</4,339><340,282>128</340,282><70,513>50</70,513><211,569>78</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="388"><R>Z</R><cPTΈȏl>RO`RS</cPTΈȏl><319,667>166</319,667><92,810>59</92,810><212,345>105</212,345><9,935>-</9,935><4,339>1</4,339><340,282>132</340,282><70,513>13</70,513><211,569>117</211,569><49,431>-</49,431><8,507>2</8,507></row>
<row _id="389"><R>Z</R><cPTΈȏl>RT`RX</cPTΈȏl><319,667>138</319,667><92,810>21</92,810><212,345>114</212,345><9,935>1</9,935><4,339>2</4,339><340,282>153</340,282><70,513>8</70,513><211,569>138</211,569><49,431>3</49,431><8,507>4</8,507></row>
<row _id="390"><R>Z</R><cPTΈȏl>SO`SS</cPTΈȏl><319,667>151</319,667><92,810>11</92,810><212,345>135</212,345><9,935>-</9,935><4,339>5</4,339><340,282>157</340,282><70,513>5</70,513><211,569>144</211,569><49,431>5</49,431><8,507>3</8,507></row>
<row _id="391"><R>Z</R><cPTΈȏl>ST`SX</cPTΈȏl><319,667>137</319,667><92,810>9</92,810><212,345>126</212,345><9,935>-</9,935><4,339>2</4,339><340,282>149</340,282><70,513>2</70,513><211,569>140</211,569><49,431>3</49,431><8,507>4</8,507></row>
<row _id="392"><R>Z</R><cPTΈȏl>TO`TS</cPTΈȏl><319,667>182</319,667><92,810>6</92,810><212,345>169</212,345><9,935>4</9,935><4,339>3</4,339><340,282>164</340,282><70,513>5</70,513><211,569>141</211,569><49,431>14</49,431><8,507>4</8,507></row>
<row _id="393"><R>Z</R><cPTΈȏl>TT`TX</cPTΈȏl><319,667>173</319,667><92,810>-</92,810><212,345>164</212,345><9,935>6</9,935><4,339>3</4,339><340,282>171</340,282><70,513>2</70,513><211,569>147</211,569><49,431>19</49,431><8,507>3</8,507></row>
<row _id="394"><R>Z</R><cPTΈȏl>UO`US</cPTΈȏl><319,667>128</319,667><92,810>-</92,810><212,345>115</212,345><9,935>12</9,935><4,339>1</4,339><340,282>177</340,282><70,513>4</70,513><211,569>132</211,569><49,431>37</49,431><8,507>4</8,507></row>
<row _id="395"><R>Z</R><cPTΈȏl>UT`UX</cPTΈȏl><319,667>101</319,667><92,810>-</92,810><212,345>97</212,345><9,935>4</9,935><4,339>-</4,339><340,282>134</340,282><70,513>3</70,513><211,569>83</211,569><49,431>47</49,431><8,507>1</8,507></row>
<row _id="396"><R>Z</R><cPTΈȏl>VO`VS</cPTΈȏl><319,667>93</319,667><92,810>-</92,810><212,345>78</212,345><9,935>15</9,935><4,339>-</4,339><340,282>134</340,282><70,513>1</70,513><211,569>59</211,569><49,431>73</49,431><8,507>1</8,507></row>
<row _id="397"><R>Z</R><cPTΈȏl>VT`VX</cPTΈȏl><319,667>74</319,667><92,810>-</92,810><212,345>50</212,345><9,935>24</9,935><4,339>-</4,339><340,282>101</340,282><70,513>1</70,513><211,569>37</211,569><49,431>61</49,431><8,507>1</8,507></row>
<row _id="398"><R>Z</R><cPTΈȏl>WO`WS</cPTΈȏl><319,667>32</319,667><92,810>-</92,810><212,345>23</212,345><9,935>8</9,935><4,339>1</4,339><340,282>65</340,282><70,513>-</70,513><211,569>10</211,569><49,431>55</49,431><8,507>-</8,507></row>
<row _id="399"><R>Z</R><cPTΈȏl>WTΈȏ</cPTΈȏl><319,667>19</319,667><92,810>-</92,810><212,345>9</212,345><9,935>10</9,935><4,339>-</4,339><340,282>43</340,282><70,513>-</70,513><211,569>3</211,569><49,431>39</49,431><8,507>-</8,507></row>
<row _id="400"><R /><cPTΈȏl>cPTΈȏl</cPTΈȏl><319,667>3,006</319,667><92,810>844</92,810><212,345>1,977</212,345><9,935>143</9,935><4,339>38</4,339><340,282>3,293</340,282><70,513>586</70,513><211,569>1,957</211,569><49,431>672</49,431><8,507>72</8,507></row>
<row _id="401"><R /><cPTΈȏl>PT`PX</cPTΈȏl><319,667>264</319,667><92,810>263</92,810><212,345>-</212,345><9,935>-</9,935><4,339>-</4,339><340,282>220</340,282><70,513>220</70,513><211,569>-</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="402"><R /><cPTΈȏl>QO`QS</cPTΈȏl><319,667>230</319,667><92,810>222</92,810><212,345>7</212,345><9,935>-</9,935><4,339>-</4,339><340,282>234</340,282><70,513>209</70,513><211,569>23</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="403"><R /><cPTΈȏl>QT`QX</cPTΈȏl><319,667>226</319,667><92,810>167</92,810><212,345>58</212,345><9,935>-</9,935><4,339>1</4,339><340,282>168</340,282><70,513>68</70,513><211,569>100</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="404"><R /><cPTΈȏl>RO`RS</cPTΈȏl><319,667>201</319,667><92,810>88</92,810><212,345>110</212,345><9,935>-</9,935><4,339>3</4,339><340,282>177</340,282><70,513>18</70,513><211,569>156</211,569><49,431>-</49,431><8,507>3</8,507></row>
<row _id="405"><R /><cPTΈȏl>RT`RX</cPTΈȏl><319,667>228</319,667><92,810>45</92,810><212,345>179</212,345><9,935>1</9,935><4,339>3</4,339><340,282>190</340,282><70,513>13</70,513><211,569>167</211,569><49,431>6</49,431><8,507>4</8,507></row>
<row _id="406"><R /><cPTΈȏl>SO`SS</cPTΈȏl><319,667>177</319,667><92,810>21</92,810><212,345>147</212,345><9,935>3</9,935><4,339>6</4,339><340,282>172</340,282><70,513>8</70,513><211,569>155</211,569><49,431>3</49,431><8,507>5</8,507></row>
<row _id="407"><R /><cPTΈȏl>ST`SX</cPTΈȏl><319,667>179</319,667><92,810>12</92,810><212,345>161</212,345><9,935>-</9,935><4,339>5</4,339><340,282>235</340,282><70,513>12</70,513><211,569>211</211,569><49,431>5</49,431><8,507>7</8,507></row>
<row _id="408"><R /><cPTΈȏl>TO`TS</cPTΈȏl><319,667>255</319,667><92,810>15</92,810><212,345>232</212,345><9,935>4</9,935><4,339>4</4,339><340,282>246</340,282><70,513>11</70,513><211,569>210</211,569><49,431>18</49,431><8,507>7</8,507></row>
<row _id="409"><R /><cPTΈȏl>TT`TX</cPTΈȏl><319,667>327</319,667><92,810>5</92,810><212,345>303</212,345><9,935>11</9,935><4,339>8</4,339><340,282>359</340,282><70,513>13</70,513><211,569>299</211,569><49,431>38</49,431><8,507>9</8,507></row>
<row _id="410"><R /><cPTΈȏl>UO`US</cPTΈȏl><319,667>274</319,667><92,810>4</92,810><212,345>257</212,345><9,935>9</9,935><4,339>4</4,339><340,282>375</340,282><70,513>6</70,513><211,569>276</211,569><49,431>78</49,431><8,507>15</8,507></row>
<row _id="411"><R /><cPTΈȏl>UT`UX</cPTΈȏl><319,667>213</319,667><92,810>1</92,810><212,345>197</212,345><9,935>13</9,935><4,339>1</4,339><340,282>291</340,282><70,513>5</70,513><211,569>175</211,569><49,431>102</49,431><8,507>8</8,507></row>
<row _id="412"><R /><cPTΈȏl>VO`VS</cPTΈȏl><319,667>194</319,667><92,810>-</92,810><212,345>175</212,345><9,935>17</9,935><4,339>2</4,339><340,282>243</340,282><70,513>3</70,513><211,569>100</211,569><49,431>132</49,431><8,507>6</8,507></row>
<row _id="413"><R /><cPTΈȏl>VT`VX</cPTΈȏl><319,667>119</319,667><92,810>1</92,810><212,345>91</212,345><9,935>27</9,935><4,339>-</4,339><340,282>186</340,282><70,513>-</70,513><211,569>56</211,569><49,431>125</49,431><8,507>5</8,507></row>
<row _id="414"><R /><cPTΈȏl>WO`WS</cPTΈȏl><319,667>80</319,667><92,810>-</92,810><212,345>44</212,345><9,935>35</9,935><4,339>1</4,339><340,282>121</340,282><70,513>-</70,513><211,569>22</211,569><49,431>96</49,431><8,507>3</8,507></row>
<row _id="415"><R /><cPTΈȏl>WTΈȏ</cPTΈȏl><319,667>39</319,667><92,810>-</92,810><212,345>16</212,345><9,935>23</9,935><4,339>-</4,339><340,282>76</340,282><70,513>-</70,513><211,569>7</211,569><49,431>69</49,431><8,507>-</8,507></row>
<row _id="416"><R>䒬</R><cPTΈȏl>cPTΈȏl</cPTΈȏl><319,667>5,173</319,667><92,810>1,375</92,810><212,345>3,517</212,345><9,935>211</9,935><4,339>66</4,339><340,282>5,567</340,282><70,513>1,076</70,513><211,569>3,525</211,569><49,431>856</49,431><8,507>103</8,507></row>
<row _id="417"><R>䒬</R><cPTΈȏl>PT`PX</cPTΈȏl><319,667>492</319,667><92,810>490</92,810><212,345>-</212,345><9,935>-</9,935><4,339>-</4,339><340,282>511</340,282><70,513>505</70,513><211,569>3</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="418"><R>䒬</R><cPTΈȏl>QO`QS</cPTΈȏl><319,667>378</319,667><92,810>352</92,810><212,345>24</212,345><9,935>-</9,935><4,339>1</4,339><340,282>375</340,282><70,513>322</70,513><211,569>50</211,569><49,431>-</49,431><8,507>2</8,507></row>
<row _id="419"><R>䒬</R><cPTΈȏl>QT`QX</cPTΈȏl><319,667>369</319,667><92,810>239</92,810><212,345>128</212,345><9,935>-</9,935><4,339>2</4,339><340,282>377</340,282><70,513>133</70,513><211,569>241</211,569><49,431>-</49,431><8,507>3</8,507></row>
<row _id="420"><R>䒬</R><cPTΈȏl>RO`RS</cPTΈȏl><319,667>436</319,667><92,810>138</92,810><212,345>288</212,345><9,935>1</9,935><4,339>9</4,339><340,282>410</340,282><70,513>38</70,513><211,569>362</211,569><49,431>1</49,431><8,507>9</8,507></row>
<row _id="421"><R>䒬</R><cPTΈȏl>RT`RX</cPTΈȏl><319,667>513</319,667><92,810>78</92,810><212,345>421</212,345><9,935>-</9,935><4,339>14</4,339><340,282>501</340,282><70,513>15</70,513><211,569>465</211,569><49,431>6</49,431><8,507>15</8,507></row>
<row _id="422"><R>䒬</R><cPTΈȏl>SO`SS</cPTΈȏl><319,667>457</319,667><92,810>41</92,810><212,345>405</212,345><9,935>2</9,935><4,339>9</4,339><340,282>402</340,282><70,513>9</70,513><211,569>375</211,569><49,431>5</49,431><8,507>13</8,507></row>
<row _id="423"><R>䒬</R><cPTΈȏl>ST`SX</cPTΈȏl><319,667>422</319,667><92,810>13</92,810><212,345>396</212,345><9,935>1</9,935><4,339>12</4,339><340,282>458</340,282><70,513>8</70,513><211,569>418</211,569><49,431>16</49,431><8,507>16</8,507></row>
<row _id="424"><R>䒬</R><cPTΈȏl>TO`TS</cPTΈȏl><319,667>425</319,667><92,810>8</92,810><212,345>394</212,345><9,935>10</9,935><4,339>13</4,339><340,282>458</340,282><70,513>8</70,513><211,569>396</211,569><49,431>39</49,431><8,507>14</8,507></row>
<row _id="425"><R>䒬</R><cPTΈȏl>TT`TX</cPTΈȏl><319,667>479</319,667><92,810>6</92,810><212,345>457</212,345><9,935>14</9,935><4,339>2</4,339><340,282>461</340,282><70,513>11</70,513><211,569>371</211,569><49,431>65</49,431><8,507>14</8,507></row>
<row _id="426"><R>䒬</R><cPTΈȏl>UO`US</cPTΈȏl><319,667>332</319,667><92,810>4</92,810><212,345>313</212,345><9,935>14</9,935><4,339>1</4,339><340,282>439</340,282><70,513>13</70,513><211,569>346</211,569><49,431>74</49,431><8,507>6</8,507></row>
<row _id="427"><R>䒬</R><cPTΈȏl>UT`UX</cPTΈȏl><319,667>286</319,667><92,810>5</92,810><212,345>265</212,345><9,935>15</9,935><4,339>1</4,339><340,282>338</340,282><70,513>6</70,513><211,569>219</211,569><49,431>110</49,431><8,507>3</8,507></row>
<row _id="428"><R>䒬</R><cPTΈȏl>VO`VS</cPTΈȏl><319,667>235</319,667><92,810>-</92,810><212,345>200</212,345><9,935>33</9,935><4,339>2</4,339><340,282>321</340,282><70,513>2</70,513><211,569>164</211,569><49,431>151</49,431><8,507>3</8,507></row>
<row _id="429"><R>䒬</R><cPTΈȏl>VT`VX</cPTΈȏl><319,667>197</319,667><92,810>1</92,810><212,345>149</212,345><9,935>47</9,935><4,339>-</4,339><340,282>251</340,282><70,513>4</70,513><211,569>80</211,569><49,431>164</49,431><8,507>2</8,507></row>
<row _id="430"><R>䒬</R><cPTΈȏl>WO`WS</cPTΈȏl><319,667>108</319,667><92,810>-</92,810><212,345>63</212,345><9,935>45</9,935><4,339>-</4,339><340,282>169</340,282><70,513>1</70,513><211,569>29</211,569><49,431>137</49,431><8,507>2</8,507></row>
<row _id="431"><R>䒬</R><cPTΈȏl>WTΈȏ</cPTΈȏl><319,667>44</319,667><92,810>-</92,810><212,345>14</212,345><9,935>29</9,935><4,339>-</4,339><340,282>96</340,282><70,513>1</70,513><211,569>6</211,569><49,431>88</49,431><8,507>1</8,507></row>
<row _id="432"><R /><cPTΈȏl>cPTΈȏl</cPTΈȏl><319,667>2,024</319,667><92,810>520</92,810><212,345>1,394</212,345><9,935>83</9,935><4,339>26</4,339><340,282>2,318</340,282><70,513>439</70,513><211,569>1,377</211,569><49,431>448</49,431><8,507>52</8,507></row>
<row _id="433"><R /><cPTΈȏl>PT`PX</cPTΈȏl><319,667>181</319,667><92,810>180</92,810><212,345>-</212,345><9,935>-</9,935><4,339>-</4,339><340,282>197</340,282><70,513>197</70,513><211,569>-</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="434"><R /><cPTΈȏl>QO`QS</cPTΈȏl><319,667>143</319,667><92,810>135</92,810><212,345>8</212,345><9,935>-</9,935><4,339>-</4,339><340,282>147</340,282><70,513>128</70,513><211,569>19</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="435"><R /><cPTΈȏl>QT`QX</cPTΈȏl><319,667>123</319,667><92,810>80</92,810><212,345>42</212,345><9,935>-</9,935><4,339>1</4,339><340,282>131</340,282><70,513>56</70,513><211,569>72</211,569><49,431>-</49,431><8,507>3</8,507></row>
<row _id="436"><R /><cPTΈȏl>RO`RS</cPTΈȏl><319,667>169</319,667><92,810>61</92,810><212,345>106</212,345><9,935>-</9,935><4,339>2</4,339><340,282>144</340,282><70,513>13</70,513><211,569>131</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="437"><R /><cPTΈȏl>RT`RX</cPTΈȏl><319,667>162</319,667><92,810>33</92,810><212,345>127</212,345><9,935>-</9,935><4,339>2</4,339><340,282>159</340,282><70,513>5</70,513><211,569>149</211,569><49,431>1</49,431><8,507>4</8,507></row>
<row _id="438"><R /><cPTΈȏl>SO`SS</cPTΈȏl><319,667>174</319,667><92,810>13</92,810><212,345>156</212,345><9,935>1</9,935><4,339>4</4,339><340,282>185</340,282><70,513>7</70,513><211,569>163</211,569><49,431>6</49,431><8,507>9</8,507></row>
<row _id="439"><R /><cPTΈȏl>ST`SX</cPTΈȏl><319,667>163</319,667><92,810>6</92,810><212,345>154</212,345><9,935>1</9,935><4,339>2</4,339><340,282>148</340,282><70,513>3</70,513><211,569>130</211,569><49,431>8</49,431><8,507>7</8,507></row>
<row _id="440"><R /><cPTΈȏl>TO`TS</cPTΈȏl><319,667>193</319,667><92,810>4</92,810><212,345>179</212,345><9,935>4</9,935><4,339>6</4,339><340,282>222</340,282><70,513>6</70,513><211,569>197</211,569><49,431>13</49,431><8,507>6</8,507></row>
<row _id="441"><R /><cPTΈȏl>TT`TX</cPTΈȏl><319,667>203</319,667><92,810>4</92,810><212,345>192</212,345><9,935>3</9,935><4,339>4</4,339><340,282>210</340,282><70,513>6</70,513><211,569>168</211,569><49,431>27</49,431><8,507>9</8,507></row>
<row _id="442"><R /><cPTΈȏl>UO`US</cPTΈȏl><319,667>150</319,667><92,810>-</92,810><212,345>141</212,345><9,935>9</9,935><4,339>-</4,339><340,282>194</340,282><70,513>10</70,513><211,569>125</211,569><49,431>54</49,431><8,507>5</8,507></row>
<row _id="443"><R /><cPTΈȏl>UT`UX</cPTΈȏl><319,667>95</319,667><92,810>3</92,810><212,345>82</212,345><9,935>9</9,935><4,339>1</4,339><340,282>148</340,282><70,513>5</70,513><211,569>84</211,569><49,431>56</49,431><8,507>3</8,507></row>
<row _id="444"><R /><cPTΈȏl>VO`VS</cPTΈȏl><319,667>124</319,667><92,810>-</92,810><212,345>105</212,345><9,935>16</9,935><4,339>3</4,339><340,282>186</340,282><70,513>3</70,513><211,569>92</211,569><49,431>89</49,431><8,507>2</8,507></row>
<row _id="445"><R /><cPTΈȏl>VT`VX</cPTΈȏl><319,667>82</319,667><92,810>-</92,810><212,345>67</212,345><9,935>14</9,935><4,339>1</4,339><340,282>119</340,282><70,513>-</70,513><211,569>33</211,569><49,431>82</49,431><8,507>3</8,507></row>
<row _id="446"><R /><cPTΈȏl>WO`WS</cPTΈȏl><319,667>42</319,667><92,810>1</92,810><212,345>27</212,345><9,935>14</9,935><4,339>-</4,339><340,282>80</340,282><70,513>-</70,513><211,569>11</211,569><49,431>67</49,431><8,507>1</8,507></row>
<row _id="447"><R /><cPTΈȏl>WTΈȏ</cPTΈȏl><319,667>20</319,667><92,810>-</92,810><212,345>8</212,345><9,935>12</9,935><4,339>-</4,339><340,282>48</340,282><70,513>-</70,513><211,569>3</211,569><49,431>45</49,431><8,507>-</8,507></row>
<row _id="448"><R>x</R><cPTΈȏl>cPTΈȏl</cPTΈȏl><319,667>2,154</319,667><92,810>571</92,810><212,345>1,448</212,345><9,935>111</9,935><4,339>24</4,339><340,282>2,498</340,282><70,513>405</70,513><211,569>1,471</211,569><49,431>572</49,431><8,507>49</8,507></row>
<row _id="449"><R>x</R><cPTΈȏl>PT`PX</cPTΈȏl><319,667>193</319,667><92,810>193</92,810><212,345>-</212,345><9,935>-</9,935><4,339>-</4,339><340,282>198</340,282><70,513>198</70,513><211,569>-</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="450"><R>x</R><cPTΈȏl>QO`QS</cPTΈȏl><319,667>127</319,667><92,810>120</92,810><212,345>7</212,345><9,935>-</9,935><4,339>-</4,339><340,282>126</340,282><70,513>104</70,513><211,569>21</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="451"><R>x</R><cPTΈȏl>QT`QX</cPTΈȏl><319,667>170</319,667><92,810>122</92,810><212,345>48</212,345><9,935>-</9,935><4,339>-</4,339><340,282>135</340,282><70,513>54</70,513><211,569>80</211,569><49,431>-</49,431><8,507>1</8,507></row>
<row _id="452"><R>x</R><cPTΈȏl>RO`RS</cPTΈȏl><319,667>162</319,667><92,810>61</92,810><212,345>98</212,345><9,935>1</9,935><4,339>2</4,339><340,282>138</340,282><70,513>10</70,513><211,569>120</211,569><49,431>1</49,431><8,507>7</8,507></row>
<row _id="453"><R>x</R><cPTΈȏl>RT`RX</cPTΈȏl><319,667>149</319,667><92,810>38</92,810><212,345>109</212,345><9,935>-</9,935><4,339>2</4,339><340,282>139</340,282><70,513>9</70,513><211,569>123</211,569><49,431>2</49,431><8,507>5</8,507></row>
<row _id="454"><R>x</R><cPTΈȏl>SO`SS</cPTΈȏl><319,667>124</319,667><92,810>10</92,810><212,345>110</212,345><9,935>1</9,935><4,339>3</4,339><340,282>140</340,282><70,513>5</70,513><211,569>126</211,569><49,431>5</49,431><8,507>4</8,507></row>
<row _id="455"><R>x</R><cPTΈȏl>ST`SX</cPTΈȏl><319,667>150</319,667><92,810>15</92,810><212,345>130</212,345><9,935>2</9,935><4,339>3</4,339><340,282>133</340,282><70,513>1</70,513><211,569>118</211,569><49,431>8</49,431><8,507>6</8,507></row>
<row _id="456"><R>x</R><cPTΈȏl>TO`TS</cPTΈȏl><319,667>172</319,667><92,810>7</92,810><212,345>155</212,345><9,935>5</9,935><4,339>5</4,339><340,282>194</340,282><70,513>5</70,513><211,569>170</211,569><49,431>15</49,431><8,507>4</8,507></row>
<row _id="457"><R>x</R><cPTΈȏl>TT`TX</cPTΈȏl><319,667>231</319,667><92,810>4</92,810><212,345>218</212,345><9,935>5</9,935><4,339>4</4,339><340,282>275</340,282><70,513>7</70,513><211,569>227</211,569><49,431>34</49,431><8,507>7</8,507></row>
<row _id="458"><R>x</R><cPTΈȏl>UO`US</cPTΈȏl><319,667>198</319,667><92,810>1</92,810><212,345>184</212,345><9,935>12</9,935><4,339>1</4,339><340,282>280</340,282><70,513>9</70,513><211,569>195</211,569><49,431>72</49,431><8,507>4</8,507></row>
<row _id="459"><R>x</R><cPTΈȏl>UT`UX</cPTΈȏl><319,667>161</319,667><92,810>-</92,810><212,345>152</212,345><9,935>8</9,935><4,339>1</4,339><340,282>253</340,282><70,513>-</70,513><211,569>150</211,569><49,431>98</49,431><8,507>5</8,507></row>
<row _id="460"><R>x</R><cPTΈȏl>VO`VS</cPTΈȏl><319,667>114</319,667><92,810>-</92,810><212,345>101</212,345><9,935>12</9,935><4,339>1</4,339><340,282>178</340,282><70,513>2</70,513><211,569>70</211,569><49,431>105</49,431><8,507>1</8,507></row>
<row _id="461"><R>x</R><cPTΈȏl>VT`VX</cPTΈȏl><319,667>111</319,667><92,810>-</92,810><212,345>88</212,345><9,935>22</9,935><4,339>1</4,339><340,282>152</340,282><70,513>1</70,513><211,569>50</211,569><49,431>100</49,431><8,507>1</8,507></row>
<row _id="462"><R>x</R><cPTΈȏl>WO`WS</cPTΈȏl><319,667>58</319,667><92,810>-</92,810><212,345>35</212,345><9,935>22</9,935><4,339>1</4,339><340,282>96</340,282><70,513>-</70,513><211,569>16</211,569><49,431>77</49,431><8,507>3</8,507></row>
<row _id="463"><R>x</R><cPTΈȏl>WTΈȏ</cPTΈȏl><319,667>34</319,667><92,810>-</92,810><212,345>13</212,345><9,935>21</9,935><4,339>-</4,339><340,282>61</340,282><70,513>-</70,513><211,569>5</211,569><49,431>55</49,431><8,507>1</8,507></row>
<row _id="464"><R>쒬</R><cPTΈȏl>cPTΈȏl</cPTΈȏl><319,667>1,081</319,667><92,810>238</92,810><212,345>775</212,345><9,935>57</9,935><4,339>11</4,339><340,282>1,261</340,282><70,513>131</70,513><211,569>754</211,569><49,431>357</49,431><8,507>18</8,507></row>
<row _id="465"><R>쒬</R><cPTΈȏl>PT`PX</cPTΈȏl><319,667>72</319,667><92,810>72</92,810><212,345>-</212,345><9,935>-</9,935><4,339>-</4,339><340,282>52</340,282><70,513>51</70,513><211,569>1</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="466"><R>쒬</R><cPTΈȏl>QO`QS</cPTΈȏl><319,667>48</319,667><92,810>42</92,810><212,345>6</212,345><9,935>-</9,935><4,339>-</4,339><340,282>46</340,282><70,513>34</70,513><211,569>11</211,569><49,431>1</49,431><8,507>-</8,507></row>
<row _id="467"><R>쒬</R><cPTΈȏl>QT`QX</cPTΈȏl><319,667>64</319,667><92,810>42</92,810><212,345>22</212,345><9,935>-</9,935><4,339>-</4,339><340,282>44</340,282><70,513>15</70,513><211,569>28</211,569><49,431>-</49,431><8,507>1</8,507></row>
<row _id="468"><R>쒬</R><cPTΈȏl>RO`RS</cPTΈȏl><319,667>65</319,667><92,810>38</92,810><212,345>26</212,345><9,935>-</9,935><4,339>1</4,339><340,282>37</340,282><70,513>6</70,513><211,569>31</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="469"><R>쒬</R><cPTΈȏl>RT`RX</cPTΈȏl><319,667>61</319,667><92,810>18</92,810><212,345>41</212,345><9,935>-</9,935><4,339>2</4,339><340,282>58</340,282><70,513>6</70,513><211,569>48</211,569><49,431>2</49,431><8,507>2</8,507></row>
<row _id="470"><R>쒬</R><cPTΈȏl>SO`SS</cPTΈȏl><319,667>60</319,667><92,810>11</92,810><212,345>48</212,345><9,935>-</9,935><4,339>1</4,339><340,282>60</340,282><70,513>3</70,513><211,569>51</211,569><49,431>6</49,431><8,507>-</8,507></row>
<row _id="471"><R>쒬</R><cPTΈȏl>ST`SX</cPTΈȏl><319,667>80</319,667><92,810>6</92,810><212,345>71</212,345><9,935>1</9,935><4,339>2</4,339><340,282>101</340,282><70,513>2</70,513><211,569>92</211,569><49,431>5</49,431><8,507>2</8,507></row>
<row _id="472"><R>쒬</R><cPTΈȏl>TO`TS</cPTΈȏl><319,667>133</319,667><92,810>7</92,810><212,345>119</212,345><9,935>5</9,935><4,339>2</4,339><340,282>121</340,282><70,513>-</70,513><211,569>102</211,569><49,431>17</49,431><8,507>2</8,507></row>
<row _id="473"><R>쒬</R><cPTΈȏl>TT`TX</cPTΈȏl><319,667>124</319,667><92,810>2</92,810><212,345>117</212,345><9,935>5</9,935><4,339>-</4,339><340,282>158</340,282><70,513>6</70,513><211,569>117</211,569><49,431>31</49,431><8,507>4</8,507></row>
<row _id="474"><R>쒬</R><cPTΈȏl>UO`US</cPTΈȏl><319,667>130</319,667><92,810>-</92,810><212,345>119</212,345><9,935>10</9,935><4,339>1</4,339><340,282>165</340,282><70,513>2</70,513><211,569>125</211,569><49,431>35</49,431><8,507>2</8,507></row>
<row _id="475"><R>쒬</R><cPTΈȏl>UT`UX</cPTΈȏl><319,667>101</319,667><92,810>-</92,810><212,345>94</212,345><9,935>5</9,935><4,339>2</4,339><340,282>144</340,282><70,513>2</70,513><211,569>85</211,569><49,431>55</49,431><8,507>2</8,507></row>
<row _id="476"><R>쒬</R><cPTΈȏl>VO`VS</cPTΈȏl><319,667>62</319,667><92,810>-</92,810><212,345>53</212,345><9,935>9</9,935><4,339>-</4,339><340,282>107</340,282><70,513>2</70,513><211,569>31</211,569><49,431>71</49,431><8,507>3</8,507></row>
<row _id="477"><R>쒬</R><cPTΈȏl>VT`VX</cPTΈȏl><319,667>53</319,667><92,810>-</92,810><212,345>45</212,345><9,935>8</9,935><4,339>-</4,339><340,282>89</340,282><70,513>2</70,513><211,569>25</211,569><49,431>62</49,431><8,507>-</8,507></row>
<row _id="478"><R>쒬</R><cPTΈȏl>WO`WS</cPTΈȏl><319,667>18</319,667><92,810>-</92,810><212,345>10</212,345><9,935>8</9,935><4,339>-</4,339><340,282>44</340,282><70,513>-</70,513><211,569>6</211,569><49,431>38</49,431><8,507>-</8,507></row>
<row _id="479"><R>쒬</R><cPTΈȏl>WTΈȏ</cPTΈȏl><319,667>10</319,667><92,810>-</92,810><212,345>4</212,345><9,935>6</9,935><4,339>-</4,339><340,282>35</340,282><70,513>-</70,513><211,569>1</211,569><49,431>34</49,431><8,507>-</8,507></row>
<row _id="480"><R>g</R><cPTΈȏl>cPTΈȏl</cPTΈȏl><319,667>3,794</319,667><92,810>1,106</92,810><212,345>2,466</212,345><9,935>147</9,935><4,339>71</4,339><340,282>4,021</340,282><70,513>679</70,513><211,569>2,437</211,569><49,431>828</49,431><8,507>73</8,507></row>
<row _id="481"><R>g</R><cPTΈȏl>PT`PX</cPTΈȏl><319,667>418</319,667><92,810>418</92,810><212,345>-</212,345><9,935>-</9,935><4,339>-</4,339><340,282>275</340,282><70,513>274</70,513><211,569>-</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="482"><R>g</R><cPTΈȏl>QO`QS</cPTΈȏl><319,667>262</319,667><92,810>254</92,810><212,345>7</212,345><9,935>-</9,935><4,339>-</4,339><340,282>217</340,282><70,513>192</70,513><211,569>23</211,569><49,431>-</49,431><8,507>1</8,507></row>
<row _id="483"><R>g</R><cPTΈȏl>QT`QX</cPTΈȏl><319,667>247</319,667><92,810>178</92,810><212,345>64</212,345><9,935>1</9,935><4,339>3</4,339><340,282>240</340,282><70,513>88</70,513><211,569>150</211,569><49,431>1</49,431><8,507>1</8,507></row>
<row _id="484"><R>g</R><cPTΈȏl>RO`RS</cPTΈȏl><319,667>290</319,667><92,810>116</92,810><212,345>171</212,345><9,935>1</9,935><4,339>1</4,339><340,282>241</340,282><70,513>27</70,513><211,569>209</211,569><49,431>2</49,431><8,507>2</8,507></row>
<row _id="485"><R>g</R><cPTΈȏl>RT`RX</cPTΈȏl><319,667>311</319,667><92,810>55</92,810><212,345>245</212,345><9,935>-</9,935><4,339>11</4,339><340,282>289</340,282><70,513>16</70,513><211,569>261</211,569><49,431>2</49,431><8,507>10</8,507></row>
<row _id="486"><R>g</R><cPTΈȏl>SO`SS</cPTΈȏl><319,667>264</319,667><92,810>21</92,810><212,345>229</212,345><9,935>1</9,935><4,339>12</4,339><340,282>273</340,282><70,513>9</70,513><211,569>242</211,569><49,431>12</49,431><8,507>10</8,507></row>
<row _id="487"><R>g</R><cPTΈȏl>ST`SX</cPTΈȏl><319,667>295</319,667><92,810>15</92,810><212,345>260</212,345><9,935>7</9,935><4,339>13</4,339><340,282>291</340,282><70,513>11</70,513><211,569>258</211,569><49,431>13</49,431><8,507>9</8,507></row>
<row _id="488"><R>g</R><cPTΈȏl>TO`TS</cPTΈȏl><319,667>352</319,667><92,810>18</92,810><212,345>323</212,345><9,935>6</9,935><4,339>5</4,339><340,282>352</340,282><70,513>8</70,513><211,569>301</211,569><49,431>38</49,431><8,507>5</8,507></row>
<row _id="489"><R>g</R><cPTΈȏl>TT`TX</cPTΈȏl><319,667>390</319,667><92,810>14</92,810><212,345>365</212,345><9,935>6</9,935><4,339>5</4,339><340,282>441</340,282><70,513>9</70,513><211,569>368</211,569><49,431>57</49,431><8,507>7</8,507></row>
<row _id="490"><R>g</R><cPTΈȏl>UO`US</cPTΈȏl><319,667>296</319,667><92,810>8</92,810><212,345>271</212,345><9,935>14</9,935><4,339>3</4,339><340,282>359</340,282><70,513>15</70,513><211,569>253</211,569><49,431>84</49,431><8,507>7</8,507></row>
<row _id="491"><R>g</R><cPTΈȏl>UT`UX</cPTΈȏl><319,667>209</319,667><92,810>6</92,810><212,345>189</212,345><9,935>9</9,935><4,339>5</4,339><340,282>318</340,282><70,513>12</70,513><211,569>175</211,569><49,431>123</49,431><8,507>8</8,507></row>
<row _id="492"><R>g</R><cPTΈȏl>VO`VS</cPTΈȏl><319,667>178</319,667><92,810>1</92,810><212,345>155</212,345><9,935>16</9,935><4,339>6</4,339><340,282>267</340,282><70,513>7</70,513><211,569>100</211,569><49,431>156</49,431><8,507>4</8,507></row>
<row _id="493"><R>g</R><cPTΈȏl>VT`VX</cPTΈȏl><319,667>144</319,667><92,810>-</92,810><212,345>106</212,345><9,935>33</9,935><4,339>5</4,339><340,282>206</340,282><70,513>6</70,513><211,569>66</211,569><49,431>129</49,431><8,507>5</8,507></row>
<row _id="494"><R>g</R><cPTΈȏl>WO`WS</cPTΈȏl><319,667>84</319,667><92,810>2</92,810><212,345>55</212,345><9,935>26</9,935><4,339>1</4,339><340,282>167</340,282><70,513>4</70,513><211,569>24</211,569><49,431>137</49,431><8,507>2</8,507></row>
<row _id="495"><R>g</R><cPTΈȏl>WTΈȏ</cPTΈȏl><319,667>54</319,667><92,810>-</92,810><212,345>26</212,345><9,935>27</9,935><4,339>1</4,339><340,282>85</340,282><70,513>1</70,513><211,569>7</211,569><49,431>74</49,431><8,507>2</8,507></row>
<row _id="496"><R>암</R><cPTΈȏl>cPTΈȏl</cPTΈȏl><319,667>2,729</319,667><92,810>672</92,810><212,345>1,906</212,345><9,935>104</9,935><4,339>47</4,339><340,282>2,971</340,282><70,513>425</70,513><211,569>1,906</211,569><49,431>581</49,431><8,507>58</8,507></row>
<row _id="497"><R>암</R><cPTΈȏl>PT`PX</cPTΈȏl><319,667>222</319,667><92,810>222</92,810><212,345>-</212,345><9,935>-</9,935><4,339>-</4,339><340,282>190</340,282><70,513>190</70,513><211,569>-</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="498"><R>암</R><cPTΈȏl>QO`QS</cPTΈȏl><319,667>152</319,667><92,810>144</92,810><212,345>8</212,345><9,935>-</9,935><4,339>-</4,339><340,282>136</340,282><70,513>109</70,513><211,569>27</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="499"><R>암</R><cPTΈȏl>QT`QX</cPTΈȏl><319,667>210</319,667><92,810>129</92,810><212,345>81</212,345><9,935>-</9,935><4,339>-</4,339><340,282>205</340,282><70,513>49</70,513><211,569>155</211,569><49,431>-</49,431><8,507>1</8,507></row>
<row _id="500"><R>암</R><cPTΈȏl>RO`RS</cPTΈȏl><319,667>260</319,667><92,810>89</92,810><212,345>166</212,345><9,935>-</9,935><4,339>5</4,339><340,282>250</340,282><70,513>23</70,513><211,569>219</211,569><49,431>2</49,431><8,507>6</8,507></row>
<row _id="501"><R>암</R><cPTΈȏl>RT`RX</cPTΈȏl><319,667>274</319,667><92,810>38</92,810><212,345>232</212,345><9,935>-</9,935><4,339>4</4,339><340,282>233</340,282><70,513>9</70,513><211,569>213</211,569><49,431>2</49,431><8,507>9</8,507></row>
<row _id="502"><R>암</R><cPTΈȏl>SO`SS</cPTΈȏl><319,667>215</319,667><92,810>16</92,810><212,345>195</212,345><9,935>-</9,935><4,339>4</4,339><340,282>209</340,282><70,513>5</70,513><211,569>194</211,569><49,431>4</49,431><8,507>6</8,507></row>
<row _id="503"><R>암</R><cPTΈȏl>ST`SX</cPTΈȏl><319,667>216</319,667><92,810>11</92,810><212,345>192</212,345><9,935>3</9,935><4,339>10</4,339><340,282>205</340,282><70,513>5</70,513><211,569>189</211,569><49,431>7</49,431><8,507>4</8,507></row>
<row _id="504"><R>암</R><cPTΈȏl>TO`TS</cPTΈȏl><319,667>232</319,667><92,810>5</92,810><212,345>214</212,345><9,935>2</9,935><4,339>11</4,339><340,282>235</340,282><70,513>4</70,513><211,569>201</211,569><49,431>26</49,431><8,507>4</8,507></row>
<row _id="505"><R>암</R><cPTΈȏl>TT`TX</cPTΈȏl><319,667>266</319,667><92,810>4</92,810><212,345>253</212,345><9,935>5</9,935><4,339>4</4,339><340,282>327</340,282><70,513>6</70,513><211,569>267</211,569><49,431>47</49,431><8,507>7</8,507></row>
<row _id="506"><R>암</R><cPTΈȏl>UO`US</cPTΈȏl><319,667>206</319,667><92,810>2</92,810><212,345>192</212,345><9,935>10</9,935><4,339>2</4,339><340,282>281</340,282><70,513>9</70,513><211,569>207</211,569><49,431>55</49,431><8,507>10</8,507></row>
<row _id="507"><R>암</R><cPTΈȏl>UT`UX</cPTΈȏl><319,667>170</319,667><92,810>2</92,810><212,345>162</212,345><9,935>5</9,935><4,339>1</4,339><340,282>204</340,282><70,513>6</70,513><211,569>115</211,569><49,431>77</49,431><8,507>6</8,507></row>
<row _id="508"><R>암</R><cPTΈȏl>VO`VS</cPTΈȏl><319,667>134</319,667><92,810>4</92,810><212,345>112</212,345><9,935>14</9,935><4,339>4</4,339><340,282>186</340,282><70,513>3</70,513><211,569>67</211,569><49,431>116</49,431><8,507>-</8,507></row>
<row _id="509"><R>암</R><cPTΈȏl>VT`VX</cPTΈȏl><319,667>84</319,667><92,810>3</92,810><212,345>56</212,345><9,935>24</9,935><4,339>1</4,339><340,282>151</340,282><70,513>4</70,513><211,569>36</211,569><49,431>107</49,431><8,507>3</8,507></row>
<row _id="510"><R>암</R><cPTΈȏl>WO`WS</cPTΈȏl><319,667>56</319,667><92,810>2</92,810><212,345>28</212,345><9,935>25</9,935><4,339>1</4,339><340,282>85</340,282><70,513>2</70,513><211,569>9</211,569><49,431>72</49,431><8,507>2</8,507></row>
<row _id="511"><R>암</R><cPTΈȏl>WTΈȏ</cPTΈȏl><319,667>32</319,667><92,810>1</92,810><212,345>15</212,345><9,935>16</9,935><4,339>-</4,339><340,282>74</340,282><70,513>1</70,513><211,569>7</211,569><49,431>66</49,431><8,507>-</8,507></row>
<row _id="512"><R>x</R><cPTΈȏl>cPTΈȏl</cPTΈȏl><319,667>1,908</319,667><92,810>525</92,810><212,345>1,288</212,345><9,935>78</9,935><4,339>17</4,339><340,282>1,984</340,282><70,513>296</70,513><211,569>1,284</211,569><49,431>381</49,431><8,507>22</8,507></row>
<row _id="513"><R>x</R><cPTΈȏl>PT`PX</cPTΈȏl><319,667>144</319,667><92,810>144</92,810><212,345>-</212,345><9,935>-</9,935><4,339>-</4,339><340,282>136</340,282><70,513>134</70,513><211,569>2</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="514"><R>x</R><cPTΈȏl>QO`QS</cPTΈȏl><319,667>134</319,667><92,810>126</92,810><212,345>8</212,345><9,935>-</9,935><4,339>-</4,339><340,282>97</340,282><70,513>81</70,513><211,569>16</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="515"><R>x</R><cPTΈȏl>QT`QX</cPTΈȏl><319,667>146</319,667><92,810>107</92,810><212,345>38</212,345><9,935>-</9,935><4,339>1</4,339><340,282>120</340,282><70,513>41</70,513><211,569>78</211,569><49,431>-</49,431><8,507>1</8,507></row>
<row _id="516"><R>x</R><cPTΈȏl>RO`RS</cPTΈȏl><319,667>181</319,667><92,810>82</92,810><212,345>97</212,345><9,935>1</9,935><4,339>1</4,339><340,282>143</340,282><70,513>14</70,513><211,569>124</211,569><49,431>-</49,431><8,507>5</8,507></row>
<row _id="517"><R>x</R><cPTΈȏl>RT`RX</cPTΈȏl><319,667>181</319,667><92,810>39</92,810><212,345>137</212,345><9,935>-</9,935><4,339>5</4,339><340,282>153</340,282><70,513>8</70,513><211,569>142</211,569><49,431>1</49,431><8,507>2</8,507></row>
<row _id="518"><R>x</R><cPTΈȏl>SO`SS</cPTΈȏl><319,667>124</319,667><92,810>7</92,810><212,345>111</212,345><9,935>1</9,935><4,339>5</4,339><340,282>124</340,282><70,513>2</70,513><211,569>115</211,569><49,431>3</49,431><8,507>4</8,507></row>
<row _id="519"><R>x</R><cPTΈȏl>ST`SX</cPTΈȏl><319,667>130</319,667><92,810>5</92,810><212,345>123</212,345><9,935>-</9,935><4,339>2</4,339><340,282>144</340,282><70,513>1</70,513><211,569>129</211,569><49,431>11</49,431><8,507>3</8,507></row>
<row _id="520"><R>x</R><cPTΈȏl>TO`TS</cPTΈȏl><319,667>155</319,667><92,810>7</92,810><212,345>145</212,345><9,935>1</9,935><4,339>2</4,339><340,282>169</340,282><70,513>4</70,513><211,569>145</211,569><49,431>19</49,431><8,507>1</8,507></row>
<row _id="521"><R>x</R><cPTΈȏl>TT`TX</cPTΈȏl><319,667>209</319,667><92,810>1</92,810><212,345>202</212,345><9,935>5</9,935><4,339>1</4,339><340,282>207</340,282><70,513>2</70,513><211,569>171</211,569><49,431>30</49,431><8,507>4</8,507></row>
<row _id="522"><R>x</R><cPTΈȏl>UO`US</cPTΈȏl><319,667>153</319,667><92,810>4</92,810><212,345>136</212,345><9,935>13</9,935><4,339>-</4,339><340,282>223</340,282><70,513>4</70,513><211,569>169</211,569><49,431>48</49,431><8,507>1</8,507></row>
<row _id="523"><R>x</R><cPTΈȏl>UT`UX</cPTΈȏl><319,667>139</319,667><92,810>1</92,810><212,345>131</212,345><9,935>7</9,935><4,339>-</4,339><340,282>144</340,282><70,513>3</70,513><211,569>95</211,569><49,431>46</49,431><8,507>-</8,507></row>
<row _id="524"><R>x</R><cPTΈȏl>VO`VS</cPTΈȏl><319,667>99</319,667><92,810>1</92,810><212,345>84</212,345><9,935>14</9,935><4,339>-</4,339><340,282>128</340,282><70,513>1</70,513><211,569>60</211,569><49,431>67</49,431><8,507>-</8,507></row>
<row _id="525"><R>x</R><cPTΈȏl>VT`VX</cPTΈȏl><319,667>59</319,667><92,810>-</92,810><212,345>44</212,345><9,935>15</9,935><4,339>-</4,339><340,282>84</340,282><70,513>1</70,513><211,569>27</211,569><49,431>55</49,431><8,507>1</8,507></row>
<row _id="526"><R>x</R><cPTΈȏl>WO`WS</cPTΈȏl><319,667>32</319,667><92,810>1</92,810><212,345>20</212,345><9,935>11</9,935><4,339>-</4,339><340,282>64</340,282><70,513>-</70,513><211,569>9</211,569><49,431>55</49,431><8,507>-</8,507></row>
<row _id="527"><R>x</R><cPTΈȏl>WTΈȏ</cPTΈȏl><319,667>22</319,667><92,810>-</92,810><212,345>12</212,345><9,935>10</9,935><4,339>-</4,339><340,282>48</340,282><70,513>-</70,513><211,569>2</211,569><49,431>46</49,431><8,507>-</8,507></row>
<row _id="528"><R /><cPTΈȏl>cPTΈȏl</cPTΈȏl><319,667>11,437</319,667><92,810>3,062</92,810><212,345>7,980</212,345><9,935>196</9,935><4,339>175</4,339><340,282>11,528</340,282><70,513>2,128</70,513><211,569>7,888</211,569><49,431>1,133</49,431><8,507>360</8,507></row>
<row _id="529"><R /><cPTΈȏl>PT`PX</cPTΈȏl><319,667>1,175</319,667><92,810>1,173</92,810><212,345>1</212,345><9,935>-</9,935><4,339>-</4,339><340,282>1,110</340,282><70,513>1,088</70,513><211,569>17</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="530"><R /><cPTΈȏl>QO`QS</cPTΈȏl><319,667>967</319,667><92,810>839</92,810><212,345>121</212,345><9,935>-</9,935><4,339>3</4,339><340,282>901</340,282><70,513>635</70,513><211,569>258</211,569><49,431>1</49,431><8,507>3</8,507></row>
<row _id="531"><R /><cPTΈȏl>QT`QX</cPTΈȏl><319,667>1,091</319,667><92,810>510</92,810><212,345>564</212,345><9,935>2</9,935><4,339>6</4,339><340,282>1,077</340,282><70,513>196</70,513><211,569>868</211,569><49,431>-</49,431><8,507>9</8,507></row>
<row _id="532"><R /><cPTΈȏl>RO`RS</cPTΈȏl><319,667>1,420</319,667><92,810>263</92,810><212,345>1,129</212,345><9,935>4</9,935><4,339>17</4,339><340,282>1,470</340,282><70,513>66</70,513><211,569>1,368</211,569><49,431>12</49,431><8,507>23</8,507></row>
<row _id="533"><R /><cPTΈȏl>RT`RX</cPTΈȏl><319,667>1,742</319,667><92,810>166</92,810><212,345>1,524</212,345><9,935>1</9,935><4,339>49</4,339><340,282>1,723</340,282><70,513>53</70,513><211,569>1,575</211,569><49,431>23</49,431><8,507>70</8,507></row>
<row _id="534"><R /><cPTΈȏl>SO`SS</cPTΈȏl><319,667>1,450</319,667><92,810>62</92,810><212,345>1,352</212,345><9,935>5</9,935><4,339>30</4,339><340,282>1,276</340,282><70,513>27</70,513><211,569>1,141</211,569><49,431>27</49,431><8,507>79</8,507></row>
<row _id="535"><R /><cPTΈȏl>ST`SX</cPTΈȏl><319,667>1,052</319,667><92,810>21</92,810><212,345>989</212,345><9,935>13</9,935><4,339>29</4,339><340,282>936</340,282><70,513>27</70,513><211,569>808</211,569><49,431>38</49,431><8,507>62</8,507></row>
<row _id="536"><R /><cPTΈȏl>TO`TS</cPTΈȏl><319,667>716</319,667><92,810>13</92,810><212,345>676</212,345><9,935>8</9,935><4,339>19</4,339><340,282>666</340,282><70,513>6</70,513><211,569>571</211,569><49,431>55</49,431><8,507>34</8,507></row>
<row _id="537"><R /><cPTΈȏl>TT`TX</cPTΈȏl><319,667>634</319,667><92,810>7</92,810><212,345>605</212,345><9,935>11</9,935><4,339>11</4,339><340,282>616</340,282><70,513>14</70,513><211,569>491</211,569><49,431>94</49,431><8,507>17</8,507></row>
<row _id="538"><R /><cPTΈȏl>UO`US</cPTΈȏl><319,667>412</319,667><92,810>3</92,810><212,345>384</212,345><9,935>19</9,935><4,339>6</4,339><340,282>513</340,282><70,513>5</70,513><211,569>352</211,569><49,431>130</49,431><8,507>26</8,507></row>
<row _id="539"><R /><cPTΈȏl>UT`UX</cPTΈȏl><319,667>290</319,667><92,810>4</92,810><212,345>264</212,345><9,935>22</9,935><4,339>-</4,339><340,282>410</340,282><70,513>2</70,513><211,569>218</211,569><49,431>171</49,431><8,507>19</8,507></row>
<row _id="540"><R /><cPTΈȏl>VO`VS</cPTΈȏl><319,667>235</319,667><92,810>1</92,810><212,345>196</212,345><9,935>35</9,935><4,339>3</4,339><340,282>376</340,282><70,513>6</70,513><211,569>130</211,569><49,431>230</49,431><8,507>10</8,507></row>
<row _id="541"><R /><cPTΈȏl>VT`VX</cPTΈȏl><319,667>159</319,667><92,810>-</92,810><212,345>125</212,345><9,935>32</9,935><4,339>2</4,339><340,282>262</340,282><70,513>1</70,513><211,569>70</211,569><49,431>186</49,431><8,507>5</8,507></row>
<row _id="542"><R /><cPTΈȏl>WO`WS</cPTΈȏl><319,667>67</319,667><92,810>-</92,810><212,345>44</212,345><9,935>23</9,935><4,339>-</4,339><340,282>128</340,282><70,513>1</70,513><211,569>20</211,569><49,431>105</49,431><8,507>2</8,507></row>
<row _id="543"><R /><cPTΈȏl>WTΈȏ</cPTΈȏl><319,667>27</319,667><92,810>-</92,810><212,345>6</212,345><9,935>21</9,935><4,339>-</4,339><340,282>64</340,282><70,513>1</70,513><211,569>1</211,569><49,431>61</49,431><8,507>1</8,507></row>
<row _id="544"><R>~</R><cPTΈȏl>cPTΈȏl</cPTΈȏl><319,667>5,604</319,667><92,810>1,525</92,810><212,345>3,864</212,345><9,935>145</9,935><4,339>70</4,339><340,282>6,022</340,282><70,513>1,186</70,513><211,569>3,922</211,569><49,431>756</49,431><8,507>157</8,507></row>
<row _id="545"><R>~</R><cPTΈȏl>PT`PX</cPTΈȏl><319,667>621</319,667><92,810>619</92,810><212,345>2</212,345><9,935>-</9,935><4,339>-</4,339><340,282>573</340,282><70,513>570</70,513><211,569>3</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="546"><R>~</R><cPTΈȏl>QO`QS</cPTΈȏl><319,667>391</319,667><92,810>357</92,810><212,345>34</212,345><9,935>-</9,935><4,339>-</4,339><340,282>413</340,282><70,513>347</70,513><211,569>63</211,569><49,431>-</49,431><8,507>3</8,507></row>
<row _id="547"><R>~</R><cPTΈȏl>QT`QX</cPTΈȏl><319,667>449</319,667><92,810>258</92,810><212,345>190</212,345><9,935>-</9,935><4,339>1</4,339><340,282>494</340,282><70,513>142</70,513><211,569>345</211,569><49,431>-</49,431><8,507>7</8,507></row>
<row _id="548"><R>~</R><cPTΈȏl>RO`RS</cPTΈȏl><319,667>544</319,667><92,810>137</92,810><212,345>398</212,345><9,935>1</9,935><4,339>8</4,339><340,282>558</340,282><70,513>36</70,513><211,569>506</211,569><49,431>2</49,431><8,507>14</8,507></row>
<row _id="549"><R>~</R><cPTΈȏl>RT`RX</cPTΈȏl><319,667>711</319,667><92,810>95</92,810><212,345>605</212,345><9,935>-</9,935><4,339>11</4,339><340,282>731</340,282><70,513>33</70,513><211,569>657</211,569><49,431>13</49,431><8,507>28</8,507></row>
<row _id="550"><R>~</R><cPTΈȏl>SO`SS</cPTΈȏl><319,667>622</319,667><92,810>31</92,810><212,345>572</212,345><9,935>5</9,935><4,339>14</4,339><340,282>605</340,282><70,513>17</70,513><211,569>552</211,569><49,431>12</49,431><8,507>24</8,507></row>
<row _id="551"><R>~</R><cPTΈȏl>ST`SX</cPTΈȏl><319,667>522</319,667><92,810>13</92,810><212,345>490</212,345><9,935>5</9,935><4,339>14</4,339><340,282>492</340,282><70,513>8</70,513><211,569>442</211,569><49,431>19</49,431><8,507>23</8,507></row>
<row _id="552"><R>~</R><cPTΈȏl>TO`TS</cPTΈȏl><319,667>473</319,667><92,810>7</92,810><212,345>450</212,345><9,935>7</9,935><4,339>9</4,339><340,282>491</340,282><70,513>9</70,513><211,569>418</211,569><49,431>48</49,431><8,507>16</8,507></row>
<row _id="553"><R>~</R><cPTΈȏl>TT`TX</cPTΈȏl><319,667>436</319,667><92,810>3</92,810><212,345>415</212,345><9,935>11</9,935><4,339>7</4,339><340,282>404</340,282><70,513>11</70,513><211,569>338</211,569><49,431>45</49,431><8,507>10</8,507></row>
<row _id="554"><R>~</R><cPTΈȏl>UO`US</cPTΈȏl><319,667>270</319,667><92,810>2</92,810><212,345>253</212,345><9,935>13</9,935><4,339>2</4,339><340,282>391</340,282><70,513>9</70,513><211,569>289</211,569><49,431>80</49,431><8,507>12</8,507></row>
<row _id="555"><R>~</R><cPTΈȏl>UT`UX</cPTΈȏl><319,667>219</319,667><92,810>1</92,810><212,345>194</212,345><9,935>22</9,935><4,339>2</4,339><340,282>315</340,282><70,513>1</70,513><211,569>166</211,569><49,431>141</49,431><8,507>7</8,507></row>
<row _id="556"><R>~</R><cPTΈȏl>VO`VS</cPTΈȏl><319,667>185</319,667><92,810>1</92,810><212,345>154</212,345><9,935>29</9,935><4,339>1</4,339><340,282>254</340,282><70,513>3</70,513><211,569>95</211,569><49,431>148</49,431><8,507>8</8,507></row>
<row _id="557"><R>~</R><cPTΈȏl>VT`VX</cPTΈȏl><319,667>98</319,667><92,810>1</92,810><212,345>70</212,345><9,935>26</9,935><4,339>1</4,339><340,282>166</340,282><70,513>-</70,513><211,569>30</211,569><49,431>133</49,431><8,507>3</8,507></row>
<row _id="558"><R>~</R><cPTΈȏl>WO`WS</cPTΈȏl><319,667>48</319,667><92,810>-</92,810><212,345>28</212,345><9,935>20</9,935><4,339>-</4,339><340,282>99</340,282><70,513>-</70,513><211,569>15</211,569><49,431>82</49,431><8,507>2</8,507></row>
<row _id="559"><R>~</R><cPTΈȏl>WTΈȏ</cPTΈȏl><319,667>15</319,667><92,810>-</92,810><212,345>9</212,345><9,935>6</9,935><4,339>-</4,339><340,282>36</340,282><70,513>-</70,513><211,569>3</211,569><49,431>33</49,431><8,507>-</8,507></row>
<row _id="560"><R>ʕ䒬</R><cPTΈȏl>cPTΈȏl</cPTΈȏl><319,667>2,627</319,667><92,810>853</92,810><212,345>1,690</212,345><9,935>55</9,935><4,339>27</4,339><340,282>2,504</340,282><70,513>522</70,513><211,569>1,648</211,569><49,431>285</49,431><8,507>47</8,507></row>
<row _id="561"><R>ʕ䒬</R><cPTΈȏl>PT`PX</cPTΈȏl><319,667>202</319,667><92,810>200</92,810><212,345>-</212,345><9,935>-</9,935><4,339>-</4,339><340,282>159</340,282><70,513>156</70,513><211,569>3</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="562"><R>ʕ䒬</R><cPTΈȏl>QO`QS</cPTΈȏl><319,667>368</319,667><92,810>340</92,810><212,345>28</212,345><9,935>-</9,935><4,339>-</4,339><340,282>283</340,282><70,513>236</70,513><211,569>45</211,569><49,431>-</49,431><8,507>1</8,507></row>
<row _id="563"><R>ʕ䒬</R><cPTΈȏl>QT`QX</cPTΈȏl><319,667>315</319,667><92,810>178</92,810><212,345>136</212,345><9,935>-</9,935><4,339>1</4,339><340,282>325</340,282><70,513>90</70,513><211,569>231</211,569><49,431>-</49,431><8,507>4</8,507></row>
<row _id="564"><R>ʕ䒬</R><cPTΈȏl>RO`RS</cPTΈȏl><319,667>339</319,667><92,810>77</92,810><212,345>258</212,345><9,935>-</9,935><4,339>4</4,339><340,282>325</340,282><70,513>22</70,513><211,569>299</211,569><49,431>-</49,431><8,507>4</8,507></row>
<row _id="565"><R>ʕ䒬</R><cPTΈȏl>RT`RX</cPTΈȏl><319,667>328</319,667><92,810>25</92,810><212,345>297</212,345><9,935>-</9,935><4,339>6</4,339><340,282>296</340,282><70,513>6</70,513><211,569>280</211,569><49,431>-</49,431><8,507>10</8,507></row>
<row _id="566"><R>ʕ䒬</R><cPTΈȏl>SO`SS</cPTΈȏl><319,667>263</319,667><92,810>17</92,810><212,345>242</212,345><9,935>2</9,935><4,339>2</4,339><340,282>190</340,282><70,513>6</70,513><211,569>176</211,569><49,431>4</49,431><8,507>4</8,507></row>
<row _id="567"><R>ʕ䒬</R><cPTΈȏl>ST`SX</cPTΈȏl><319,667>160</319,667><92,810>6</92,810><212,345>148</212,345><9,935>-</9,935><4,339>6</4,339><340,282>155</340,282><70,513>3</70,513><211,569>142</211,569><49,431>5</49,431><8,507>5</8,507></row>
<row _id="568"><R>ʕ䒬</R><cPTΈȏl>TO`TS</cPTΈȏl><319,667>170</319,667><92,810>2</92,810><212,345>160</212,345><9,935>4</9,935><4,339>4</4,339><340,282>145</340,282><70,513>1</70,513><211,569>130</211,569><49,431>9</49,431><8,507>5</8,507></row>
<row _id="569"><R>ʕ䒬</R><cPTΈȏl>TT`TX</cPTΈȏl><319,667>157</319,667><92,810>5</92,810><212,345>143</212,345><9,935>7</9,935><4,339>2</4,339><340,282>155</340,282><70,513>1</70,513><211,569>125</211,569><49,431>26</49,431><8,507>3</8,507></row>
<row _id="570"><R>ʕ䒬</R><cPTΈȏl>UO`US</cPTΈȏl><319,667>101</319,667><92,810>2</92,810><212,345>92</212,345><9,935>7</9,935><4,339>-</4,339><340,282>117</340,282><70,513>-</70,513><211,569>85</211,569><49,431>27</49,431><8,507>5</8,507></row>
<row _id="571"><R>ʕ䒬</R><cPTΈȏl>UT`UX</cPTΈȏl><319,667>81</319,667><92,810>1</92,810><212,345>72</212,345><9,935>8</9,935><4,339>-</4,339><340,282>112</340,282><70,513>-</70,513><211,569>67</211,569><49,431>42</49,431><8,507>3</8,507></row>
<row _id="572"><R>ʕ䒬</R><cPTΈȏl>VO`VS</cPTΈȏl><319,667>75</319,667><92,810>-</92,810><212,345>64</212,345><9,935>9</9,935><4,339>2</4,339><340,282>95</340,282><70,513>-</70,513><211,569>35</211,569><49,431>59</49,431><8,507>1</8,507></row>
<row _id="573"><R>ʕ䒬</R><cPTΈȏl>VT`VX</cPTΈȏl><319,667>44</319,667><92,810>-</92,810><212,345>35</212,345><9,935>9</9,935><4,339>-</4,339><340,282>78</340,282><70,513>-</70,513><211,569>25</211,569><49,431>51</49,431><8,507>1</8,507></row>
<row _id="574"><R>ʕ䒬</R><cPTΈȏl>WO`WS</cPTΈȏl><319,667>19</319,667><92,810>-</92,810><212,345>11</212,345><9,935>8</9,935><4,339>-</4,339><340,282>39</340,282><70,513>-</70,513><211,569>4</211,569><49,431>34</49,431><8,507>1</8,507></row>
<row _id="575"><R>ʕ䒬</R><cPTΈȏl>WTΈȏ</cPTΈȏl><319,667>5</319,667><92,810>-</92,810><212,345>4</212,345><9,935>1</9,935><4,339>-</4,339><340,282>30</340,282><70,513>1</70,513><211,569>1</211,569><49,431>28</49,431><8,507>-</8,507></row>
<row _id="576"><R>a</R><cPTΈȏl>cPTΈȏl</cPTΈȏl><319,667>4,178</319,667><92,810>1,270</92,810><212,345>2,780</212,345><9,935>87</9,935><4,339>40</4,339><340,282>4,099</340,282><70,513>806</70,513><211,569>2,743</211,569><49,431>469</49,431><8,507>81</8,507></row>
<row _id="577"><R>a</R><cPTΈȏl>PT`PX</cPTΈȏl><319,667>378</319,667><92,810>377</92,810><212,345>1</212,345><9,935>-</9,935><4,339>-</4,339><340,282>377</340,282><70,513>374</70,513><211,569>3</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="578"><R>a</R><cPTΈȏl>QO`QS</cPTΈȏl><319,667>476</319,667><92,810>448</92,810><212,345>27</212,345><9,935>-</9,935><4,339>1</4,339><340,282>334</340,282><70,513>251</70,513><211,569>82</211,569><49,431>-</49,431><8,507>1</8,507></row>
<row _id="579"><R>a</R><cPTΈȏl>QT`QX</cPTΈȏl><319,667>429</319,667><92,810>238</92,810><212,345>190</212,345><9,935>-</9,935><4,339>1</4,339><340,282>398</340,282><70,513>92</70,513><211,569>300</211,569><49,431>1</49,431><8,507>5</8,507></row>
<row _id="580"><R>a</R><cPTΈȏl>RO`RS</cPTΈȏl><319,667>496</319,667><92,810>117</92,810><212,345>376</212,345><9,935>-</9,935><4,339>2</4,339><340,282>483</340,282><70,513>38</70,513><211,569>435</211,569><49,431>1</49,431><8,507>9</8,507></row>
<row _id="581"><R>a</R><cPTΈȏl>RT`RX</cPTΈȏl><319,667>493</319,667><92,810>50</92,810><212,345>431</212,345><9,935>-</9,935><4,339>12</4,339><340,282>477</340,282><70,513>22</70,513><211,569>438</211,569><49,431>3</49,431><8,507>14</8,507></row>
<row _id="582"><R>a</R><cPTΈȏl>SO`SS</cPTΈȏl><319,667>457</319,667><92,810>19</92,810><212,345>430</212,345><9,935>-</9,935><4,339>8</4,339><340,282>362</340,282><70,513>6</70,513><211,569>332</211,569><49,431>8</49,431><8,507>16</8,507></row>
<row _id="583"><R>a</R><cPTΈȏl>ST`SX</cPTΈȏl><319,667>329</319,667><92,810>12</92,810><212,345>308</212,345><9,935>2</9,935><4,339>7</4,339><340,282>335</340,282><70,513>8</70,513><211,569>293</211,569><49,431>18</49,431><8,507>16</8,507></row>
<row _id="584"><R>a</R><cPTΈȏl>TO`TS</cPTΈȏl><319,667>298</319,667><92,810>3</92,810><212,345>283</212,345><9,935>6</9,935><4,339>6</4,339><340,282>295</340,282><70,513>1</70,513><211,569>263</211,569><49,431>24</49,431><8,507>7</8,507></row>
<row _id="585"><R>a</R><cPTΈȏl>TT`TX</cPTΈȏl><319,667>267</319,667><92,810>2</92,810><212,345>256</212,345><9,935>9</9,935><4,339>-</4,339><340,282>264</340,282><70,513>7</70,513><211,569>218</211,569><49,431>35</49,431><8,507>4</8,507></row>
<row _id="586"><R>a</R><cPTΈȏl>UO`US</cPTΈȏl><319,667>171</319,667><92,810>-</92,810><212,345>163</212,345><9,935>8</9,935><4,339>-</4,339><340,282>202</340,282><70,513>4</70,513><211,569>154</211,569><49,431>42</49,431><8,507>2</8,507></row>
<row _id="587"><R>a</R><cPTΈȏl>UT`UX</cPTΈȏl><319,667>144</319,667><92,810>1</92,810><212,345>134</212,345><9,935>8</9,935><4,339>1</4,339><340,282>196</340,282><70,513>1</70,513><211,569>107</211,569><49,431>86</49,431><8,507>2</8,507></row>
<row _id="588"><R>a</R><cPTΈȏl>VO`VS</cPTΈȏl><319,667>99</319,667><92,810>1</92,810><212,345>88</212,345><9,935>10</9,935><4,339>-</4,339><340,282>152</340,282><70,513>1</70,513><211,569>67</211,569><49,431>82</49,431><8,507>2</8,507></row>
<row _id="589"><R>a</R><cPTΈȏl>VT`VX</cPTΈȏl><319,667>84</319,667><92,810>1</92,810><212,345>64</212,345><9,935>17</9,935><4,339>2</4,339><340,282>107</340,282><70,513>-</70,513><211,569>41</211,569><49,431>64</49,431><8,507>2</8,507></row>
<row _id="590"><R>a</R><cPTΈȏl>WO`WS</cPTΈȏl><319,667>44</319,667><92,810>1</92,810><212,345>24</212,345><9,935>19</9,935><4,339>-</4,339><340,282>73</340,282><70,513>1</70,513><211,569>7</211,569><49,431>64</49,431><8,507>1</8,507></row>
<row _id="591"><R>a</R><cPTΈȏl>WTΈȏ</cPTΈȏl><319,667>13</319,667><92,810>-</92,810><212,345>5</212,345><9,935>8</9,935><4,339>-</4,339><340,282>44</340,282><70,513>-</70,513><211,569>3</211,569><49,431>41</49,431><8,507>-</8,507></row>
<row _id="592"><R>cx</R><cPTΈȏl>cPTΈȏl</cPTΈȏl><319,667>4,245</319,667><92,810>1,065</92,810><212,345>3,050</212,345><9,935>82</9,935><4,339>47</4,339><340,282>4,418</340,282><70,513>764</70,513><211,569>3,066</211,569><49,431>483</49,431><8,507>105</8,507></row>
<row _id="593"><R>cx</R><cPTΈȏl>PT`PX</cPTΈȏl><319,667>402</319,667><92,810>402</92,810><212,345>-</212,345><9,935>-</9,935><4,339>-</4,339><340,282>389</340,282><70,513>386</70,513><211,569>3</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="594"><R>cx</R><cPTΈȏl>QO`QS</cPTΈȏl><319,667>376</319,667><92,810>341</92,810><212,345>35</212,345><9,935>-</9,935><4,339>-</4,339><340,282>305</340,282><70,513>228</70,513><211,569>77</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="595"><R>cx</R><cPTΈȏl>QT`QX</cPTΈȏl><319,667>339</319,667><92,810>165</92,810><212,345>173</212,345><9,935>-</9,935><4,339>1</4,339><340,282>421</340,282><70,513>91</70,513><211,569>323</211,569><49,431>1</49,431><8,507>6</8,507></row>
<row _id="596"><R>cx</R><cPTΈȏl>RO`RS</cPTΈȏl><319,667>511</319,667><92,810>81</92,810><212,345>425</212,345><9,935>-</9,935><4,339>4</4,339><340,282>546</340,282><70,513>33</70,513><211,569>501</211,569><49,431>3</49,431><8,507>9</8,507></row>
<row _id="597"><R>cx</R><cPTΈȏl>RT`RX</cPTΈȏl><319,667>592</319,667><92,810>38</92,810><212,345>544</212,345><9,935>1</9,935><4,339>9</4,339><340,282>599</340,282><70,513>7</70,513><211,569>567</211,569><49,431>7</49,431><8,507>18</8,507></row>
<row _id="598"><R>cx</R><cPTΈȏl>SO`SS</cPTΈȏl><319,667>522</319,667><92,810>23</92,810><212,345>482</212,345><9,935>4</9,935><4,339>13</4,339><340,282>475</340,282><70,513>2</70,513><211,569>446</211,569><49,431>8</49,431><8,507>19</8,507></row>
<row _id="599"><R>cx</R><cPTΈȏl>ST`SX</cPTΈȏl><319,667>372</319,667><92,810>6</92,810><212,345>358</212,345><9,935>2</9,935><4,339>6</4,339><340,282>316</340,282><70,513>9</70,513><211,569>286</211,569><49,431>10</49,431><8,507>11</8,507></row>
<row _id="600"><R>cx</R><cPTΈȏl>TO`TS</cPTΈȏl><319,667>319</319,667><92,810>1</92,810><212,345>304</212,345><9,935>8</9,935><4,339>6</4,339><340,282>272</340,282><70,513>1</70,513><211,569>246</211,569><49,431>19</49,431><8,507>6</8,507></row>
<row _id="601"><R>cx</R><cPTΈȏl>TT`TX</cPTΈȏl><319,667>259</319,667><92,810>6</92,810><212,345>244</212,345><9,935>4</9,935><4,339>5</4,339><340,282>261</340,282><70,513>3</70,513><211,569>212</211,569><49,431>43</49,431><8,507>3</8,507></row>
<row _id="602"><R>cx</R><cPTΈȏl>UO`US</cPTΈȏl><319,667>178</319,667><92,810>1</92,810><212,345>168</212,345><9,935>8</9,935><4,339>1</4,339><340,282>245</340,282><70,513>2</70,513><211,569>174</211,569><49,431>57</49,431><8,507>12</8,507></row>
<row _id="603"><R>cx</R><cPTΈȏl>UT`UX</cPTΈȏl><319,667>137</319,667><92,810>1</92,810><212,345>126</212,345><9,935>10</9,935><4,339>-</4,339><340,282>200</340,282><70,513>-</70,513><211,569>105</211,569><49,431>84</49,431><8,507>11</8,507></row>
<row _id="604"><R>cx</R><cPTΈȏl>VO`VS</cPTΈȏl><319,667>96</319,667><92,810>-</92,810><212,345>84</212,345><9,935>12</9,935><4,339>-</4,339><340,282>183</340,282><70,513>2</70,513><211,569>81</211,569><49,431>92</49,431><8,507>8</8,507></row>
<row _id="605"><R>cx</R><cPTΈȏl>VT`VX</cPTΈȏl><319,667>90</319,667><92,810>-</92,810><212,345>74</212,345><9,935>14</9,935><4,339>2</4,339><340,282>99</340,282><70,513>-</70,513><211,569>29</211,569><49,431>69</49,431><8,507>1</8,507></row>
<row _id="606"><R>cx</R><cPTΈȏl>WO`WS</cPTΈȏl><319,667>41</319,667><92,810>-</92,810><212,345>29</212,345><9,935>12</9,935><4,339>-</4,339><340,282>60</340,282><70,513>-</70,513><211,569>11</211,569><49,431>48</49,431><8,507>1</8,507></row>
<row _id="607"><R>cx</R><cPTΈȏl>WTΈȏ</cPTΈȏl><319,667>11</319,667><92,810>-</92,810><212,345>4</212,345><9,935>7</9,935><4,339>-</4,339><340,282>47</340,282><70,513>-</70,513><211,569>5</211,569><49,431>42</49,431><8,507>-</8,507></row>
<row _id="608"><R>c</R><cPTΈȏl>cPTΈȏl</cPTΈȏl><319,667>1,933</319,667><92,810>439</92,810><212,345>1,411</212,345><9,935>55</9,935><4,339>28</4,339><340,282>2,115</340,282><70,513>378</70,513><211,569>1,419</211,569><49,431>288</49,431><8,507>30</8,507></row>
<row _id="609"><R>c</R><cPTΈȏl>PT`PX</cPTΈȏl><319,667>156</319,667><92,810>156</92,810><212,345>-</212,345><9,935>-</9,935><4,339>-</4,339><340,282>187</340,282><70,513>186</70,513><211,569>1</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="610"><R>c</R><cPTΈȏl>QO`QS</cPTΈȏl><319,667>109</319,667><92,810>98</92,810><212,345>11</212,345><9,935>-</9,935><4,339>-</4,339><340,282>142</340,282><70,513>115</70,513><211,569>27</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="611"><R>c</R><cPTΈȏl>QT`QX</cPTΈȏl><319,667>193</319,667><92,810>100</92,810><212,345>93</212,345><9,935>-</9,935><4,339>-</4,339><340,282>194</340,282><70,513>50</70,513><211,569>142</211,569><49,431>1</49,431><8,507>1</8,507></row>
<row _id="612"><R>c</R><cPTΈȏl>RO`RS</cPTΈȏl><319,667>205</319,667><92,810>49</92,810><212,345>153</212,345><9,935>-</9,935><4,339>3</4,339><340,282>227</340,282><70,513>14</70,513><211,569>209</211,569><49,431>-</49,431><8,507>4</8,507></row>
<row _id="613"><R>c</R><cPTΈȏl>RT`RX</cPTΈȏl><319,667>264</319,667><92,810>17</92,810><212,345>240</212,345><9,935>-</9,935><4,339>7</4,339><340,282>241</340,282><70,513>4</70,513><211,569>231</211,569><49,431>1</49,431><8,507>5</8,507></row>
<row _id="614"><R>c</R><cPTΈȏl>SO`SS</cPTΈȏl><319,667>208</319,667><92,810>7</92,810><212,345>192</212,345><9,935>-</9,935><4,339>9</4,339><340,282>184</340,282><70,513>1</70,513><211,569>175</211,569><49,431>4</49,431><8,507>4</8,507></row>
<row _id="615"><R>c</R><cPTΈȏl>ST`SX</cPTΈȏl><319,667>161</319,667><92,810>3</92,810><212,345>151</212,345><9,935>1</9,935><4,339>6</4,339><340,282>139</340,282><70,513>-</70,513><211,569>126</211,569><49,431>7</49,431><8,507>6</8,507></row>
<row _id="616"><R>c</R><cPTΈȏl>TO`TS</cPTΈȏl><319,667>140</319,667><92,810>6</92,810><212,345>131</212,345><9,935>2</9,935><4,339>1</4,339><340,282>144</340,282><70,513>2</70,513><211,569>127</211,569><49,431>13</49,431><8,507>2</8,507></row>
<row _id="617"><R>c</R><cPTΈȏl>TT`TX</cPTΈȏl><319,667>159</319,667><92,810>2</92,810><212,345>156</212,345><9,935>1</9,935><4,339>-</4,339><340,282>165</340,282><70,513>1</70,513><211,569>141</211,569><49,431>21</49,431><8,507>2</8,507></row>
<row _id="618"><R>c</R><cPTΈȏl>UO`US</cPTΈȏl><319,667>111</319,667><92,810>1</92,810><212,345>102</212,345><9,935>7</9,935><4,339>1</4,339><340,282>133</340,282><70,513>2</70,513><211,569>100</211,569><49,431>28</49,431><8,507>3</8,507></row>
<row _id="619"><R>c</R><cPTΈȏl>UT`UX</cPTΈȏl><319,667>76</319,667><92,810>-</92,810><212,345>70</212,345><9,935>6</9,935><4,339>-</4,339><340,282>122</340,282><70,513>1</70,513><211,569>71</211,569><49,431>48</49,431><8,507>2</8,507></row>
<row _id="620"><R>c</R><cPTΈȏl>VO`VS</cPTΈȏl><319,667>76</319,667><92,810>-</92,810><212,345>65</212,345><9,935>11</9,935><4,339>-</4,339><340,282>112</340,282><70,513>1</70,513><211,569>42</211,569><49,431>69</49,431><8,507>-</8,507></row>
<row _id="621"><R>c</R><cPTΈȏl>VT`VX</cPTΈȏl><319,667>46</319,667><92,810>-</92,810><212,345>30</212,345><9,935>16</9,935><4,339>-</4,339><340,282>61</340,282><70,513>-</70,513><211,569>17</211,569><49,431>43</49,431><8,507>1</8,507></row>
<row _id="622"><R>c</R><cPTΈȏl>WO`WS</cPTΈȏl><319,667>17</319,667><92,810>-</92,810><212,345>14</212,345><9,935>3</9,935><4,339>-</4,339><340,282>39</340,282><70,513>-</70,513><211,569>9</211,569><49,431>30</49,431><8,507>-</8,507></row>
<row _id="623"><R>c</R><cPTΈȏl>WTΈȏ</cPTΈȏl><319,667>12</319,667><92,810>-</92,810><212,345>3</212,345><9,935>8</9,935><4,339>1</4,339><340,282>25</340,282><70,513>1</70,513><211,569>1</211,569><49,431>23</49,431><8,507>-</8,507></row>
<row _id="624"><R /><cPTΈȏl>cPTΈȏl</cPTΈȏl><319,667>5,960</319,667><92,810>1,618</92,810><212,345>4,093</212,345><9,935>183</9,935><4,339>60</4,339><340,282>6,364</340,282><70,513>1,233</70,513><211,569>4,120</211,569><49,431>909</49,431><8,507>93</8,507></row>
<row _id="625"><R /><cPTΈȏl>PT`PX</cPTΈȏl><319,667>564</319,667><92,810>563</92,810><212,345>-</212,345><9,935>-</9,935><4,339>-</4,339><340,282>551</340,282><70,513>549</70,513><211,569>-</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="626"><R /><cPTΈȏl>QO`QS</cPTΈȏl><319,667>423</319,667><92,810>404</92,810><212,345>17</212,345><9,935>-</9,935><4,339>1</4,339><340,282>431</340,282><70,513>382</70,513><211,569>45</211,569><49,431>1</49,431><8,507>1</8,507></row>
<row _id="627"><R /><cPTΈȏl>QT`QX</cPTΈȏl><319,667>430</319,667><92,810>286</92,810><212,345>143</212,345><9,935>-</9,935><4,339>-</4,339><340,282>474</340,282><70,513>161</70,513><211,569>309</211,569><49,431>-</49,431><8,507>4</8,507></row>
<row _id="628"><R /><cPTΈȏl>RO`RS</cPTΈȏl><319,667>557</319,667><92,810>157</92,810><212,345>396</212,345><9,935>-</9,935><4,339>2</4,339><340,282>564</340,282><70,513>42</70,513><211,569>516</211,569><49,431>3</49,431><8,507>3</8,507></row>
<row _id="629"><R /><cPTΈȏl>RT`RX</cPTΈȏl><319,667>730</319,667><92,810>95</92,810><212,345>618</212,345><9,935>3</9,935><4,339>13</4,339><340,282>660</340,282><70,513>29</70,513><211,569>618</211,569><49,431>4</49,431><8,507>9</8,507></row>
<row _id="630"><R /><cPTΈȏl>SO`SS</cPTΈȏl><319,667>545</319,667><92,810>54</92,810><212,345>477</212,345><9,935>4</9,935><4,339>10</4,339><340,282>491</340,282><70,513>13</70,513><211,569>459</211,569><49,431>9</49,431><8,507>10</8,507></row>
<row _id="631"><R /><cPTΈȏl>ST`SX</cPTΈȏl><319,667>473</319,667><92,810>30</92,810><212,345>425</212,345><9,935>2</9,935><4,339>16</4,339><340,282>450</340,282><70,513>14</70,513><211,569>395</211,569><49,431>28</49,431><8,507>13</8,507></row>
<row _id="632"><R /><cPTΈȏl>TO`TS</cPTΈȏl><319,667>475</319,667><92,810>16</92,810><212,345>450</212,345><9,935>4</9,935><4,339>5</4,339><340,282>515</340,282><70,513>15</70,513><211,569>449</211,569><49,431>39</49,431><8,507>12</8,507></row>
<row _id="633"><R /><cPTΈȏl>TT`TX</cPTΈȏl><319,667>464</319,667><92,810>9</92,810><212,345>435</212,345><9,935>15</9,935><4,339>5</4,339><340,282>404</340,282><70,513>10</70,513><211,569>350</211,569><49,431>39</49,431><8,507>5</8,507></row>
<row _id="634"><R /><cPTΈȏl>UO`US</cPTΈȏl><319,667>368</319,667><92,810>3</92,810><212,345>351</212,345><9,935>13</9,935><4,339>1</4,339><340,282>522</340,282><70,513>4</70,513><211,569>408</211,569><49,431>98</49,431><8,507>12</8,507></row>
<row _id="635"><R /><cPTΈȏl>UT`UX</cPTΈȏl><319,667>331</319,667><92,810>-</92,810><212,345>306</212,345><9,935>20</9,935><4,339>5</4,339><340,282>444</340,282><70,513>8</70,513><211,569>270</211,569><49,431>159</49,431><8,507>6</8,507></row>
<row _id="636"><R /><cPTΈȏl>VO`VS</cPTΈȏl><319,667>268</319,667><92,810>1</92,810><212,345>236</212,345><9,935>30</9,935><4,339>1</4,339><340,282>369</340,282><70,513>3</70,513><211,569>173</211,569><49,431>180</49,431><8,507>12</8,507></row>
<row _id="637"><R /><cPTΈȏl>VT`VX</cPTΈȏl><319,667>176</319,667><92,810>-</92,810><212,345>142</212,345><9,935>33</9,935><4,339>1</4,339><340,282>263</340,282><70,513>1</70,513><211,569>89</211,569><49,431>168</49,431><8,507>3</8,507></row>
<row _id="638"><R /><cPTΈȏl>WO`WS</cPTΈȏl><319,667>114</319,667><92,810>-</92,810><212,345>80</212,345><9,935>34</9,935><4,339>-</4,339><340,282>157</340,282><70,513>2</70,513><211,569>35</211,569><49,431>118</49,431><8,507>2</8,507></row>
<row _id="639"><R /><cPTΈȏl>WTΈȏ</cPTΈȏl><319,667>42</319,667><92,810>-</92,810><212,345>17</212,345><9,935>25</9,935><4,339>-</4,339><340,282>69</340,282><70,513>-</70,513><211,569>4</211,569><49,431>63</49,431><8,507>1</8,507></row>
<row _id="640"><R /><cPTΈȏl>cPTΈȏl</cPTΈȏl><319,667>267</319,667><92,810>79</92,810><212,345>176</212,345><9,935>6</9,935><4,339>6</4,339><340,282>247</340,282><70,513>47</70,513><211,569>161</211,569><49,431>36</49,431><8,507>3</8,507></row>
<row _id="641"><R /><cPTΈȏl>PT`PX</cPTΈȏl><319,667>11</319,667><92,810>11</92,810><212,345>-</212,345><9,935>-</9,935><4,339>-</4,339><340,282>18</340,282><70,513>18</70,513><211,569>-</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="642"><R /><cPTΈȏl>QO`QS</cPTΈȏl><319,667>26</319,667><92,810>24</92,810><212,345>2</212,345><9,935>-</9,935><4,339>-</4,339><340,282>19</340,282><70,513>13</70,513><211,569>6</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="643"><R /><cPTΈȏl>QT`QX</cPTΈȏl><319,667>38</319,667><92,810>27</92,810><212,345>11</212,345><9,935>-</9,935><4,339>-</4,339><340,282>23</340,282><70,513>11</70,513><211,569>11</211,569><49,431>-</49,431><8,507>1</8,507></row>
<row _id="644"><R /><cPTΈȏl>RO`RS</cPTΈȏl><319,667>23</319,667><92,810>11</92,810><212,345>11</212,345><9,935>-</9,935><4,339>1</4,339><340,282>20</340,282><70,513>3</70,513><211,569>16</211,569><49,431>-</49,431><8,507>1</8,507></row>
<row _id="645"><R /><cPTΈȏl>RT`RX</cPTΈȏl><319,667>26</319,667><92,810>2</92,810><212,345>23</212,345><9,935>-</9,935><4,339>1</4,339><340,282>17</340,282><70,513>1</70,513><211,569>16</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="646"><R /><cPTΈȏl>SO`SS</cPTΈȏl><319,667>12</319,667><92,810>3</92,810><212,345>9</212,345><9,935>-</9,935><4,339>-</4,339><340,282>10</340,282><70,513>-</70,513><211,569>10</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="647"><R /><cPTΈȏl>ST`SX</cPTΈȏl><319,667>20</319,667><92,810>-</92,810><212,345>19</212,345><9,935>-</9,935><4,339>1</4,339><340,282>12</340,282><70,513>-</70,513><211,569>11</211,569><49,431>1</49,431><8,507>-</8,507></row>
<row _id="648"><R /><cPTΈȏl>TO`TS</cPTΈȏl><319,667>14</319,667><92,810>-</92,810><212,345>12</212,345><9,935>1</9,935><4,339>1</4,339><340,282>26</340,282><70,513>1</70,513><211,569>23</211,569><49,431>2</49,431><8,507>-</8,507></row>
<row _id="649"><R /><cPTΈȏl>TT`TX</cPTΈȏl><319,667>38</319,667><92,810>1</92,810><212,345>35</212,345><9,935>1</9,935><4,339>1</4,339><340,282>30</340,282><70,513>-</70,513><211,569>25</211,569><49,431>5</49,431><8,507>-</8,507></row>
<row _id="650"><R /><cPTΈȏl>UO`US</cPTΈȏl><319,667>21</319,667><92,810>-</92,810><212,345>20</212,345><9,935>-</9,935><4,339>1</4,339><340,282>20</340,282><70,513>-</70,513><211,569>17</211,569><49,431>3</49,431><8,507>-</8,507></row>
<row _id="651"><R /><cPTΈȏl>UT`UX</cPTΈȏl><319,667>13</319,667><92,810>-</92,810><212,345>13</212,345><9,935>-</9,935><4,339>-</4,339><340,282>16</340,282><70,513>-</70,513><211,569>15</211,569><49,431>1</49,431><8,507>-</8,507></row>
<row _id="652"><R /><cPTΈȏl>VO`VS</cPTΈȏl><319,667>10</319,667><92,810>-</92,810><212,345>10</212,345><9,935>-</9,935><4,339>-</4,339><340,282>10</340,282><70,513>-</70,513><211,569>5</211,569><49,431>5</49,431><8,507>-</8,507></row>
<row _id="653"><R /><cPTΈȏl>VT`VX</cPTΈȏl><319,667>7</319,667><92,810>-</92,810><212,345>5</212,345><9,935>2</9,935><4,339>-</4,339><340,282>13</340,282><70,513>-</70,513><211,569>3</211,569><49,431>10</49,431><8,507>-</8,507></row>
<row _id="654"><R /><cPTΈȏl>WO`WS</cPTΈȏl><319,667>5</319,667><92,810>-</92,810><212,345>3</212,345><9,935>2</9,935><4,339>-</4,339><340,282>8</340,282><70,513>-</70,513><211,569>2</211,569><49,431>5</49,431><8,507>1</8,507></row>
<row _id="655"><R /><cPTΈȏl>WTΈȏ</cPTΈȏl><319,667>3</319,667><92,810>-</92,810><212,345>3</212,345><9,935>-</9,935><4,339>-</4,339><340,282>5</340,282><70,513>-</70,513><211,569>1</211,569><49,431>4</49,431><8,507>-</8,507></row>
<row _id="656"><R>ᑐ</R><cPTΈȏl>cPTΈȏl</cPTΈȏl><319,667>3,197</319,667><92,810>847</92,810><212,345>2,208</212,345><9,935>103</9,935><4,339>39</4,339><340,282>3,224</340,282><70,513>587</70,513><211,569>2,108</211,569><49,431>468</49,431><8,507>61</8,507></row>
<row _id="657"><R>ᑐ</R><cPTΈȏl>PT`PX</cPTΈȏl><319,667>282</319,667><92,810>282</92,810><212,345>-</212,345><9,935>-</9,935><4,339>-</4,339><340,282>244</340,282><70,513>242</70,513><211,569>2</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="658"><R>ᑐ</R><cPTΈȏl>QO`QS</cPTΈȏl><319,667>228</319,667><92,810>206</92,810><212,345>22</212,345><9,935>-</9,935><4,339>-</4,339><340,282>241</340,282><70,513>201</70,513><211,569>39</211,569><49,431>-</49,431><8,507>1</8,507></row>
<row _id="659"><R>ᑐ</R><cPTΈȏl>QT`QX</cPTΈȏl><319,667>223</319,667><92,810>156</92,810><212,345>67</212,345><9,935>-</9,935><4,339>-</4,339><340,282>224</340,282><70,513>76</70,513><211,569>146</211,569><49,431>-</49,431><8,507>2</8,507></row>
<row _id="660"><R>ᑐ</R><cPTΈȏl>RO`RS</cPTΈȏl><319,667>323</319,667><92,810>89</92,810><212,345>229</212,345><9,935>1</9,935><4,339>4</4,339><340,282>314</340,282><70,513>21</70,513><211,569>288</211,569><49,431>-</49,431><8,507>5</8,507></row>
<row _id="661"><R>ᑐ</R><cPTΈȏl>RT`RX</cPTΈȏl><319,667>381</319,667><92,810>67</92,810><212,345>305</212,345><9,935>-</9,935><4,339>9</4,339><340,282>339</340,282><70,513>9</70,513><211,569>318</211,569><49,431>2</49,431><8,507>10</8,507></row>
<row _id="662"><R>ᑐ</R><cPTΈȏl>SO`SS</cPTΈȏl><319,667>328</319,667><92,810>21</92,810><212,345>302</212,345><9,935>2</9,935><4,339>3</4,339><340,282>266</340,282><70,513>4</70,513><211,569>245</211,569><49,431>5</49,431><8,507>12</8,507></row>
<row _id="663"><R>ᑐ</R><cPTΈȏl>ST`SX</cPTΈȏl><319,667>272</319,667><92,810>13</92,810><212,345>250</212,345><9,935>1</9,935><4,339>8</4,339><340,282>221</340,282><70,513>3</70,513><211,569>206</211,569><49,431>8</49,431><8,507>4</8,507></row>
<row _id="664"><R>ᑐ</R><cPTΈȏl>TO`TS</cPTΈȏl><319,667>274</319,667><92,810>5</92,810><212,345>261</212,345><9,935>3</9,935><4,339>5</4,339><340,282>243</340,282><70,513>3</70,513><211,569>226</211,569><49,431>8</49,431><8,507>6</8,507></row>
<row _id="665"><R>ᑐ</R><cPTΈȏl>TT`TX</cPTΈȏl><319,667>244</319,667><92,810>2</92,810><212,345>235</212,345><9,935>6</9,935><4,339>1</4,339><340,282>245</340,282><70,513>7</70,513><211,569>203</211,569><49,431>29</49,431><8,507>6</8,507></row>
<row _id="666"><R>ᑐ</R><cPTΈȏl>UO`US</cPTΈȏl><319,667>189</319,667><92,810>1</92,810><212,345>181</212,345><9,935>5</9,935><4,339>2</4,339><340,282>231</340,282><70,513>4</70,513><211,569>180</211,569><49,431>42</49,431><8,507>5</8,507></row>
<row _id="667"><R>ᑐ</R><cPTΈȏl>UT`UX</cPTΈȏl><319,667>163</319,667><92,810>2</92,810><212,345>145</212,345><9,935>13</9,935><4,339>3</4,339><340,282>206</340,282><70,513>10</70,513><211,569>120</211,569><49,431>71</49,431><8,507>5</8,507></row>
<row _id="668"><R>ᑐ</R><cPTΈȏl>VO`VS</cPTΈȏl><319,667>127</319,667><92,810>2</92,810><212,345>104</212,345><9,935>17</9,935><4,339>4</4,339><340,282>171</340,282><70,513>4</70,513><211,569>82</211,569><49,431>82</49,431><8,507>3</8,507></row>
<row _id="669"><R>ᑐ</R><cPTΈȏl>VT`VX</cPTΈȏl><319,667>92</319,667><92,810>-</92,810><212,345>68</212,345><9,935>24</9,935><4,339>-</4,339><340,282>125</340,282><70,513>-</70,513><211,569>34</211,569><49,431>91</49,431><8,507>-</8,507></row>
<row _id="670"><R>ᑐ</R><cPTΈȏl>WO`WS</cPTΈȏl><319,667>47</319,667><92,810>1</92,810><212,345>30</212,345><9,935>16</9,935><4,339>-</4,339><340,282>99</340,282><70,513>-</70,513><211,569>15</211,569><49,431>83</49,431><8,507>1</8,507></row>
<row _id="671"><R>ᑐ</R><cPTΈȏl>WTΈȏ</cPTΈȏl><319,667>24</319,667><92,810>-</92,810><212,345>9</212,345><9,935>15</9,935><4,339>-</4,339><340,282>55</340,282><70,513>3</70,513><211,569>4</211,569><49,431>47</49,431><8,507>1</8,507></row>
<row _id="672"><R>`</R><cPTΈȏl>cPTΈȏl</cPTΈȏl><319,667>6,503</319,667><92,810>1,766</92,810><212,345>4,447</212,345><9,935>208</9,935><4,339>80</4,339><340,282>7,088</340,282><70,513>1,409</70,513><211,569>4,469</211,569><49,431>1,025</49,431><8,507>181</8,507></row>
<row _id="673"><R>`</R><cPTΈȏl>PT`PX</cPTΈȏl><319,667>595</319,667><92,810>593</92,810><212,345>1</212,345><9,935>-</9,935><4,339>-</4,339><340,282>590</340,282><70,513>584</70,513><211,569>5</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="674"><R>`</R><cPTΈȏl>QO`QS</cPTΈȏl><319,667>436</319,667><92,810>410</92,810><212,345>25</212,345><9,935>-</9,935><4,339>-</4,339><340,282>488</340,282><70,513>434</70,513><211,569>54</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="675"><R>`</R><cPTΈȏl>QT`QX</cPTΈȏl><319,667>471</319,667><92,810>309</92,810><212,345>161</212,345><9,935>-</9,935><4,339>1</4,339><340,282>479</340,282><70,513>160</70,513><211,569>315</211,569><49,431>2</49,431><8,507>2</8,507></row>
<row _id="676"><R>`</R><cPTΈȏl>RO`RS</cPTΈȏl><319,667>571</319,667><92,810>163</92,810><212,345>402</212,345><9,935>-</9,935><4,339>6</4,339><340,282>609</340,282><70,513>44</70,513><211,569>544</211,569><49,431>4</49,431><8,507>16</8,507></row>
<row _id="677"><R>`</R><cPTΈȏl>RT`RX</cPTΈȏl><319,667>721</319,667><92,810>98</92,810><212,345>611</212,345><9,935>1</9,935><4,339>11</4,339><340,282>681</340,282><70,513>34</70,513><211,569>626</211,569><49,431>3</49,431><8,507>18</8,507></row>
<row _id="678"><R>`</R><cPTΈȏl>SO`SS</cPTΈȏl><319,667>616</319,667><92,810>56</92,810><212,345>546</212,345><9,935>3</9,935><4,339>11</4,339><340,282>630</340,282><70,513>24</70,513><211,569>572</211,569><49,431>13</49,431><8,507>21</8,507></row>
<row _id="679"><R>`</R><cPTΈȏl>ST`SX</cPTΈȏl><319,667>539</319,667><92,810>41</92,810><212,345>486</212,345><9,935>2</9,935><4,339>10</4,339><340,282>478</340,282><70,513>16</70,513><211,569>417</211,569><49,431>20</49,431><8,507>25</8,507></row>
<row _id="680"><R>`</R><cPTΈȏl>TO`TS</cPTΈȏl><319,667>548</319,667><92,810>29</92,810><212,345>498</212,345><9,935>10</9,935><4,339>11</4,339><340,282>590</340,282><70,513>39</70,513><211,569>499</211,569><49,431>35</49,431><8,507>17</8,507></row>
<row _id="681"><R>`</R><cPTΈȏl>TT`TX</cPTΈȏl><319,667>520</319,667><92,810>31</92,810><212,345>467</212,345><9,935>13</9,935><4,339>9</4,339><340,282>513</340,282><70,513>26</70,513><211,569>409</211,569><49,431>53</49,431><8,507>25</8,507></row>
<row _id="682"><R>`</R><cPTΈȏl>UO`US</cPTΈȏl><319,667>404</319,667><92,810>12</92,810><212,345>378</212,345><9,935>10</9,935><4,339>4</4,339><340,282>480</340,282><70,513>19</70,513><211,569>355</211,569><49,431>90</49,431><8,507>16</8,507></row>
<row _id="683"><R>`</R><cPTΈȏl>UT`UX</cPTΈȏl><319,667>346</319,667><92,810>14</92,810><212,345>299</212,345><9,935>25</9,935><4,339>8</4,339><340,282>454</340,282><70,513>18</70,513><211,569>294</211,569><49,431>126</49,431><8,507>16</8,507></row>
<row _id="684"><R>`</R><cPTΈȏl>VO`VS</cPTΈȏl><319,667>337</319,667><92,810>5</92,810><212,345>290</212,345><9,935>38</9,935><4,339>4</4,339><340,282>457</340,282><70,513>5</70,513><211,569>215</211,569><49,431>223</49,431><8,507>13</8,507></row>
<row _id="685"><R>`</R><cPTΈȏl>VT`VX</cPTΈȏl><319,667>230</319,667><92,810>3</92,810><212,345>189</212,345><9,935>35</9,935><4,339>3</4,339><340,282>325</340,282><70,513>4</70,513><211,569>121</211,569><49,431>192</49,431><8,507>7</8,507></row>
<row _id="686"><R>`</R><cPTΈȏl>WO`WS</cPTΈȏl><319,667>121</319,667><92,810>2</92,810><212,345>75</212,345><9,935>42</9,935><4,339>2</4,339><340,282>193</340,282><70,513>2</70,513><211,569>36</211,569><49,431>152</49,431><8,507>3</8,507></row>
<row _id="687"><R>`</R><cPTΈȏl>WTΈȏ</cPTΈȏl><319,667>48</319,667><92,810>-</92,810><212,345>19</212,345><9,935>29</9,935><4,339>-</4,339><340,282>121</340,282><70,513>-</70,513><211,569>7</211,569><49,431>112</49,431><8,507>2</8,507></row>
<row _id="688"><R>b</R><cPTΈȏl>cPTΈȏl</cPTΈȏl><319,667>4,280</319,667><92,810>1,144</92,810><212,345>2,928</212,345><9,935>145</9,935><4,339>55</4,339><340,282>4,434</340,282><70,513>788</70,513><211,569>2,942</211,569><49,431>630</49,431><8,507>68</8,507></row>
<row _id="689"><R>b</R><cPTΈȏl>PT`PX</cPTΈȏl><319,667>386</319,667><92,810>381</92,810><212,345>4</212,345><9,935>-</9,935><4,339>-</4,339><340,282>355</340,282><70,513>353</70,513><211,569>2</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="690"><R>b</R><cPTΈȏl>QO`QS</cPTΈȏl><319,667>311</319,667><92,810>298</92,810><212,345>12</212,345><9,935>-</9,935><4,339>-</4,339><340,282>295</340,282><70,513>243</70,513><211,569>51</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="691"><R>b</R><cPTΈȏl>QT`QX</cPTΈȏl><319,667>326</319,667><92,810>209</92,810><212,345>113</212,345><9,935>-</9,935><4,339>1</4,339><340,282>332</340,282><70,513>101</70,513><211,569>229</211,569><49,431>1</49,431><8,507>1</8,507></row>
<row _id="692"><R>b</R><cPTΈȏl>RO`RS</cPTΈȏl><319,667>451</319,667><92,810>137</92,810><212,345>310</212,345><9,935>1</9,935><4,339>3</4,339><340,282>409</340,282><70,513>30</70,513><211,569>371</211,569><49,431>-</49,431><8,507>7</8,507></row>
<row _id="693"><R>b</R><cPTΈȏl>RT`RX</cPTΈȏl><319,667>471</319,667><92,810>56</92,810><212,345>400</212,345><9,935>1</9,935><4,339>12</4,339><340,282>447</340,282><70,513>24</70,513><211,569>413</211,569><49,431>2</49,431><8,507>8</8,507></row>
<row _id="694"><R>b</R><cPTΈȏl>SO`SS</cPTΈȏl><319,667>403</319,667><92,810>32</92,810><212,345>356</212,345><9,935>-</9,935><4,339>15</4,339><340,282>344</340,282><70,513>6</70,513><211,569>322</211,569><49,431>8</49,431><8,507>8</8,507></row>
<row _id="695"><R>b</R><cPTΈȏl>ST`SX</cPTΈȏl><319,667>336</319,667><92,810>13</92,810><212,345>315</212,345><9,935>4</9,935><4,339>4</4,339><340,282>329</340,282><70,513>7</70,513><211,569>303</211,569><49,431>10</49,431><8,507>8</8,507></row>
<row _id="696"><R>b</R><cPTΈȏl>TO`TS</cPTΈȏl><319,667>333</319,667><92,810>12</92,810><212,345>309</212,345><9,935>3</9,935><4,339>9</4,339><340,282>315</340,282><70,513>6</70,513><211,569>287</211,569><49,431>15</49,431><8,507>7</8,507></row>
<row _id="697"><R>b</R><cPTΈȏl>TT`TX</cPTΈȏl><319,667>312</319,667><92,810>2</92,810><212,345>298</212,345><9,935>8</9,935><4,339>4</4,339><340,282>317</340,282><70,513>4</70,513><211,569>275</211,569><49,431>32</49,431><8,507>6</8,507></row>
<row _id="698"><R>b</R><cPTΈȏl>UO`US</cPTΈȏl><319,667>268</319,667><92,810>3</92,810><212,345>246</212,345><9,935>15</9,935><4,339>4</4,339><340,282>357</340,282><70,513>6</70,513><211,569>265</211,569><49,431>73</49,431><8,507>13</8,507></row>
<row _id="699"><R>b</R><cPTΈȏl>UT`UX</cPTΈȏl><319,667>229</319,667><92,810>1</92,810><212,345>214</212,345><9,935>13</9,935><4,339>-</4,339><340,282>304</340,282><70,513>5</70,513><211,569>198</211,569><49,431>94</49,431><8,507>6</8,507></row>
<row _id="700"><R>b</R><cPTΈȏl>VO`VS</cPTΈȏl><319,667>208</319,667><92,810>-</92,810><212,345>185</212,345><9,935>22</9,935><4,339>1</4,339><340,282>251</340,282><70,513>2</70,513><211,569>135</211,569><49,431>113</49,431><8,507>1</8,507></row>
<row _id="701"><R>b</R><cPTΈȏl>VT`VX</cPTΈȏl><319,667>133</319,667><92,810>-</92,810><212,345>101</212,345><9,935>31</9,935><4,339>1</4,339><340,282>187</340,282><70,513>-</70,513><211,569>61</211,569><49,431>124</49,431><8,507>2</8,507></row>
<row _id="702"><R>b</R><cPTΈȏl>WO`WS</cPTΈȏl><319,667>74</319,667><92,810>-</92,810><212,345>50</212,345><9,935>23</9,935><4,339>1</4,339><340,282>122</340,282><70,513>1</70,513><211,569>29</211,569><49,431>90</49,431><8,507>1</8,507></row>
<row _id="703"><R>b</R><cPTΈȏl>WTΈȏ</cPTΈȏl><319,667>39</319,667><92,810>-</92,810><212,345>15</212,345><9,935>24</9,935><4,339>-</4,339><340,282>70</340,282><70,513>-</70,513><211,569>1</211,569><49,431>68</49,431><8,507>-</8,507></row>
<row _id="704"><R>ot</R><cPTΈȏl>cPTΈȏl</cPTΈȏl><319,667>3,308</319,667><92,810>1,364</92,810><212,345>1,831</212,345><9,935>88</9,935><4,339>24</4,339><340,282>2,835</340,282><70,513>569</70,513><211,569>1,854</211,569><49,431>363</49,431><8,507>49</8,507></row>
<row _id="705"><R>ot</R><cPTΈȏl>PT`PX</cPTΈȏl><319,667>869</319,667><92,810>868</92,810><212,345>-</212,345><9,935>-</9,935><4,339>-</4,339><340,282>266</340,282><70,513>265</70,513><211,569>1</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="706"><R>ot</R><cPTΈȏl>QO`QS</cPTΈȏl><319,667>212</319,667><92,810>209</92,810><212,345>3</212,345><9,935>-</9,935><4,339>-</4,339><340,282>193</340,282><70,513>178</70,513><211,569>14</211,569><49,431>-</49,431><8,507>1</8,507></row>
<row _id="707"><R>ot</R><cPTΈȏl>QT`QX</cPTΈȏl><319,667>170</319,667><92,810>123</92,810><212,345>47</212,345><9,935>-</9,935><4,339>-</4,339><340,282>196</340,282><70,513>70</70,513><211,569>125</211,569><49,431>-</49,431><8,507>1</8,507></row>
<row _id="708"><R>ot</R><cPTΈȏl>RO`RS</cPTΈȏl><319,667>259</319,667><92,810>75</92,810><212,345>183</212,345><9,935>1</9,935><4,339>-</4,339><340,282>257</340,282><70,513>25</70,513><211,569>226</211,569><49,431>1</49,431><8,507>5</8,507></row>
<row _id="709"><R>ot</R><cPTΈȏl>RT`RX</cPTΈȏl><319,667>310</319,667><92,810>49</92,810><212,345>256</212,345><9,935>-</9,935><4,339>5</4,339><340,282>289</340,282><70,513>12</70,513><211,569>270</211,569><49,431>1</49,431><8,507>6</8,507></row>
<row _id="710"><R>ot</R><cPTΈȏl>SO`SS</cPTΈȏl><319,667>286</319,667><92,810>22</92,810><212,345>255</212,345><9,935>1</9,935><4,339>8</4,339><340,282>272</340,282><70,513>6</70,513><211,569>255</211,569><49,431>5</49,431><8,507>6</8,507></row>
<row _id="711"><R>ot</R><cPTΈȏl>ST`SX</cPTΈȏl><319,667>235</319,667><92,810>9</92,810><212,345>218</212,345><9,935>1</9,935><4,339>7</4,339><340,282>237</340,282><70,513>3</70,513><211,569>217</211,569><49,431>8</49,431><8,507>9</8,507></row>
<row _id="712"><R>ot</R><cPTΈȏl>TO`TS</cPTΈȏl><319,667>239</319,667><92,810>3</92,810><212,345>230</212,345><9,935>4</9,935><4,339>2</4,339><340,282>256</340,282><70,513>3</70,513><211,569>227</211,569><49,431>18</49,431><8,507>8</8,507></row>
<row _id="713"><R>ot</R><cPTΈȏl>TT`TX</cPTΈȏl><319,667>249</319,667><92,810>3</92,810><212,345>236</212,345><9,935>9</9,935><4,339>1</4,339><340,282>208</340,282><70,513>2</70,513><211,569>175</211,569><49,431>30</49,431><8,507>1</8,507></row>
<row _id="714"><R>ot</R><cPTΈȏl>UO`US</cPTΈȏl><319,667>143</319,667><92,810>1</92,810><212,345>131</212,345><9,935>10</9,935><4,339>1</4,339><340,282>203</340,282><70,513>2</70,513><211,569>155</211,569><49,431>45</49,431><8,507>1</8,507></row>
<row _id="715"><R>ot</R><cPTΈȏl>UT`UX</cPTΈȏl><319,667>134</319,667><92,810>2</92,810><212,345>125</212,345><9,935>7</9,935><4,339>-</4,339><340,282>182</340,282><70,513>1</70,513><211,569>108</211,569><49,431>66</49,431><8,507>7</8,507></row>
<row _id="716"><R>ot</R><cPTΈȏl>VO`VS</cPTΈȏl><319,667>91</319,667><92,810>-</92,810><212,345>75</212,345><9,935>16</9,935><4,339>-</4,339><340,282>123</340,282><70,513>-</70,513><211,569>52</211,569><49,431>69</49,431><8,507>2</8,507></row>
<row _id="717"><R>ot</R><cPTΈȏl>VT`VX</cPTΈȏl><319,667>69</319,667><92,810>-</92,810><212,345>57</212,345><9,935>12</9,935><4,339>-</4,339><340,282>91</340,282><70,513>1</70,513><211,569>21</211,569><49,431>69</49,431><8,507>-</8,507></row>
<row _id="718"><R>ot</R><cPTΈȏl>WO`WS</cPTΈȏl><319,667>26</319,667><92,810>-</92,810><212,345>9</212,345><9,935>17</9,935><4,339>-</4,339><340,282>39</340,282><70,513>-</70,513><211,569>7</211,569><49,431>31</49,431><8,507>1</8,507></row>
<row _id="719"><R>ot</R><cPTΈȏl>WTΈȏ</cPTΈȏl><319,667>16</319,667><92,810>-</92,810><212,345>6</212,345><9,935>10</9,935><4,339>-</4,339><340,282>23</340,282><70,513>1</70,513><211,569>1</211,569><49,431>20</49,431><8,507>1</8,507></row>
<row _id="720"><R>쑺</R><cPTΈȏl>cPTΈȏl</cPTΈȏl><319,667>1,843</319,667><92,810>524</92,810><212,345>1,198</212,345><9,935>98</9,935><4,339>20</4,339><340,282>1,966</340,282><70,513>348</70,513><211,569>1,191</211,569><49,431>396</49,431><8,507>25</8,507></row>
<row _id="721"><R>쑺</R><cPTΈȏl>PT`PX</cPTΈȏl><319,667>149</319,667><92,810>149</92,810><212,345>-</212,345><9,935>-</9,935><4,339>-</4,339><340,282>145</340,282><70,513>143</70,513><211,569>-</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="722"><R>쑺</R><cPTΈȏl>QO`QS</cPTΈȏl><319,667>128</319,667><92,810>123</92,810><212,345>3</212,345><9,935>-</9,935><4,339>-</4,339><340,282>105</340,282><70,513>95</70,513><211,569>10</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="723"><R>쑺</R><cPTΈȏl>QT`QX</cPTΈȏl><319,667>133</319,667><92,810>97</92,810><212,345>34</212,345><9,935>-</9,935><4,339>1</4,339><340,282>111</340,282><70,513>43</70,513><211,569>66</211,569><49,431>1</49,431><8,507>1</8,507></row>
<row _id="724"><R>쑺</R><cPTΈȏl>RO`RS</cPTΈȏl><319,667>171</319,667><92,810>72</92,810><212,345>95</212,345><9,935>-</9,935><4,339>4</4,339><340,282>138</340,282><70,513>16</70,513><211,569>116</211,569><49,431>1</49,431><8,507>5</8,507></row>
<row _id="725"><R>쑺</R><cPTΈȏl>RT`RX</cPTΈȏl><319,667>169</319,667><92,810>41</92,810><212,345>125</212,345><9,935>-</9,935><4,339>3</4,339><340,282>137</340,282><70,513>12</70,513><211,569>125</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="726"><R>쑺</R><cPTΈȏl>SO`SS</cPTΈȏl><319,667>125</319,667><92,810>16</92,810><212,345>106</212,345><9,935>-</9,935><4,339>3</4,339><340,282>144</340,282><70,513>6</70,513><211,569>129</211,569><49,431>3</49,431><8,507>6</8,507></row>
<row _id="727"><R>쑺</R><cPTΈȏl>ST`SX</cPTΈȏl><319,667>141</319,667><92,810>10</92,810><212,345>128</212,345><9,935>1</9,935><4,339>2</4,339><340,282>137</340,282><70,513>7</70,513><211,569>122</211,569><49,431>8</49,431><8,507>-</8,507></row>
<row _id="728"><R>쑺</R><cPTΈȏl>TO`TS</cPTΈȏl><319,667>158</319,667><92,810>9</92,810><212,345>142</212,345><9,935>4</9,935><4,339>3</4,339><340,282>148</340,282><70,513>5</70,513><211,569>131</211,569><49,431>12</49,431><8,507>-</8,507></row>
<row _id="729"><R>쑺</R><cPTΈȏl>TT`TX</cPTΈȏl><319,667>155</319,667><92,810>6</92,810><212,345>142</212,345><9,935>7</9,935><4,339>-</4,339><340,282>168</340,282><70,513>4</70,513><211,569>144</211,569><49,431>19</49,431><8,507>1</8,507></row>
<row _id="730"><R>쑺</R><cPTΈȏl>UO`US</cPTΈȏl><319,667>136</319,667><92,810>-</92,810><212,345>130</212,345><9,935>5</9,935><4,339>1</4,339><340,282>179</340,282><70,513>5</70,513><211,569>129</211,569><49,431>40</49,431><8,507>4</8,507></row>
<row _id="731"><R>쑺</R><cPTΈȏl>UT`UX</cPTΈȏl><319,667>115</319,667><92,810>-</92,810><212,345>104</212,345><9,935>9</9,935><4,339>2</4,339><340,282>177</340,282><70,513>5</70,513><211,569>112</211,569><49,431>57</49,431><8,507>3</8,507></row>
<row _id="732"><R>쑺</R><cPTΈȏl>VO`VS</cPTΈȏl><319,667>113</319,667><92,810>1</92,810><212,345>90</212,345><9,935>21</9,935><4,339>1</4,339><340,282>145</340,282><70,513>3</70,513><211,569>64</211,569><49,431>77</49,431><8,507>1</8,507></row>
<row _id="733"><R>쑺</R><cPTΈȏl>VT`VX</cPTΈȏl><319,667>82</319,667><92,810>-</92,810><212,345>59</212,345><9,935>23</9,935><4,339>-</4,339><340,282>114</340,282><70,513>2</70,513><211,569>31</211,569><49,431>78</49,431><8,507>2</8,507></row>
<row _id="734"><R>쑺</R><cPTΈȏl>WO`WS</cPTΈȏl><319,667>47</319,667><92,810>-</92,810><212,345>31</212,345><9,935>16</9,935><4,339>-</4,339><340,282>71</340,282><70,513>1</70,513><211,569>12</211,569><49,431>55</49,431><8,507>1</8,507></row>
<row _id="735"><R>쑺</R><cPTΈȏl>WTΈȏ</cPTΈȏl><319,667>21</319,667><92,810>-</92,810><212,345>9</212,345><9,935>12</9,935><4,339>-</4,339><340,282>47</340,282><70,513>1</70,513><211,569>-</211,569><49,431>45</49,431><8,507>1</8,507></row>
<row _id="736"><R>{ʒ</R><cPTΈȏl>cPTΈȏl</cPTΈȏl><319,667>2,987</319,667><92,810>722</92,810><212,345>2,078</212,345><9,935>161</9,935><4,339>24</4,339><340,282>3,393</340,282><70,513>533</70,513><211,569>2,076</211,569><49,431>737</49,431><8,507>47</8,507></row>
<row _id="737"><R>{ʒ</R><cPTΈȏl>PT`PX</cPTΈȏl><319,667>227</319,667><92,810>227</92,810><212,345>-</212,345><9,935>-</9,935><4,339>-</4,339><340,282>225</340,282><70,513>224</70,513><211,569>1</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="738"><R>{ʒ</R><cPTΈȏl>QO`QS</cPTΈȏl><319,667>179</319,667><92,810>171</92,810><212,345>7</212,345><9,935>-</9,935><4,339>-</4,339><340,282>192</340,282><70,513>164</70,513><211,569>28</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="739"><R>{ʒ</R><cPTΈȏl>QT`QX</cPTΈȏl><319,667>198</319,667><92,810>143</92,810><212,345>54</212,345><9,935>-</9,935><4,339>1</4,339><340,282>166</340,282><70,513>56</70,513><211,569>110</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="740"><R>{ʒ</R><cPTΈȏl>RO`RS</cPTΈȏl><319,667>213</319,667><92,810>82</92,810><212,345>130</212,345><9,935>-</9,935><4,339>1</4,339><340,282>177</340,282><70,513>17</70,513><211,569>154</211,569><49,431>1</49,431><8,507>5</8,507></row>
<row _id="741"><R>{ʒ</R><cPTΈȏl>RT`RX</cPTΈȏl><319,667>225</319,667><92,810>44</92,810><212,345>177</212,345><9,935>-</9,935><4,339>4</4,339><340,282>203</340,282><70,513>16</70,513><211,569>178</211,569><49,431>6</49,431><8,507>3</8,507></row>
<row _id="742"><R>{ʒ</R><cPTΈȏl>SO`SS</cPTΈȏl><319,667>175</319,667><92,810>16</92,810><212,345>152</212,345><9,935>2</9,935><4,339>5</4,339><340,282>207</340,282><70,513>12</70,513><211,569>184</211,569><49,431>8</49,431><8,507>3</8,507></row>
<row _id="743"><R>{ʒ</R><cPTΈȏl>ST`SX</cPTΈȏl><319,667>233</319,667><92,810>13</92,810><212,345>216</212,345><9,935>1</9,935><4,339>3</4,339><340,282>239</340,282><70,513>6</70,513><211,569>219</211,569><49,431>7</49,431><8,507>7</8,507></row>
<row _id="744"><R>{ʒ</R><cPTΈȏl>TO`TS</cPTΈȏl><319,667>278</319,667><92,810>12</92,810><212,345>255</212,345><9,935>7</9,935><4,339>4</4,339><340,282>339</340,282><70,513>6</70,513><211,569>302</211,569><49,431>26</49,431><8,507>5</8,507></row>
<row _id="745"><R>{ʒ</R><cPTΈȏl>TT`TX</cPTΈȏl><319,667>339</319,667><92,810>5</92,810><212,345>320</212,345><9,935>11</9,935><4,339>3</4,339><340,282>350</340,282><70,513>8</70,513><211,569>296</211,569><49,431>43</49,431><8,507>3</8,507></row>
<row _id="746"><R>{ʒ</R><cPTΈȏl>UO`US</cPTΈȏl><319,667>243</319,667><92,810>3</92,810><212,345>229</212,345><9,935>10</9,935><4,339>-</4,339><340,282>309</340,282><70,513>6</70,513><211,569>218</211,569><49,431>77</49,431><8,507>8</8,507></row>
<row _id="747"><R>{ʒ</R><cPTΈȏl>UT`UX</cPTΈȏl><319,667>206</319,667><92,810>3</92,810><212,345>199</212,345><9,935>3</9,935><4,339>1</4,339><340,282>311</340,282><70,513>5</70,513><211,569>188</211,569><49,431>116</49,431><8,507>2</8,507></row>
<row _id="748"><R>{ʒ</R><cPTΈȏl>VO`VS</cPTΈȏl><319,667>188</319,667><92,810>3</92,810><212,345>155</212,345><9,935>30</9,935><4,339>-</4,339><340,282>250</340,282><70,513>3</70,513><211,569>112</211,569><49,431>133</49,431><8,507>2</8,507></row>
<row _id="749"><R>{ʒ</R><cPTΈȏl>VT`VX</cPTΈȏl><319,667>146</319,667><92,810>-</92,810><212,345>112</212,345><9,935>33</9,935><4,339>1</4,339><340,282>222</340,282><70,513>4</70,513><211,569>69</211,569><49,431>145</49,431><8,507>4</8,507></row>
<row _id="750"><R>{ʒ</R><cPTΈȏl>WO`WS</cPTΈȏl><319,667>97</319,667><92,810>-</92,810><212,345>58</212,345><9,935>38</9,935><4,339>1</4,339><340,282>118</340,282><70,513>3</70,513><211,569>15</211,569><49,431>98</49,431><8,507>2</8,507></row>
<row _id="751"><R>{ʒ</R><cPTΈȏl>WTΈȏ</cPTΈȏl><319,667>40</319,667><92,810>-</92,810><212,345>14</212,345><9,935>26</9,935><4,339>-</4,339><340,282>85</340,282><70,513>3</70,513><211,569>2</211,569><49,431>77</49,431><8,507>3</8,507></row>
<row _id="752"><R /><cPTΈȏl>cPTΈȏl</cPTΈȏl><319,667>3,370</319,667><92,810>895</92,810><212,345>2,289</212,345><9,935>133</9,935><4,339>49</4,339><340,282>3,320</340,282><70,513>501</70,513><211,569>2,187</211,569><49,431>584</49,431><8,507>44</8,507></row>
<row _id="753"><R /><cPTΈȏl>PT`PX</cPTΈȏl><319,667>269</319,667><92,810>268</92,810><212,345>1</212,345><9,935>-</9,935><4,339>-</4,339><340,282>227</340,282><70,513>225</70,513><211,569>-</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="754"><R /><cPTΈȏl>QO`QS</cPTΈȏl><319,667>200</319,667><92,810>191</92,810><212,345>9</212,345><9,935>-</9,935><4,339>-</4,339><340,282>199</340,282><70,513>158</70,513><211,569>40</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="755"><R /><cPTΈȏl>QT`QX</cPTΈȏl><319,667>291</319,667><92,810>216</92,810><212,345>73</212,345><9,935>-</9,935><4,339>2</4,339><340,282>216</340,282><70,513>67</70,513><211,569>148</211,569><49,431>-</49,431><8,507>1</8,507></row>
<row _id="756"><R /><cPTΈȏl>RO`RS</cPTΈȏl><319,667>316</319,667><92,810>118</92,810><212,345>197</212,345><9,935>-</9,935><4,339>1</4,339><340,282>251</340,282><70,513>17</70,513><211,569>227</211,569><49,431>1</49,431><8,507>6</8,507></row>
<row _id="757"><R /><cPTΈȏl>RT`RX</cPTΈȏl><319,667>341</319,667><92,810>51</92,810><212,345>278</212,345><9,935>2</9,935><4,339>10</4,339><340,282>301</340,282><70,513>3</70,513><211,569>282</211,569><49,431>6</49,431><8,507>10</8,507></row>
<row _id="758"><R /><cPTΈȏl>SO`SS</cPTΈȏl><319,667>255</319,667><92,810>21</92,810><212,345>223</212,345><9,935>-</9,935><4,339>10</4,339><340,282>213</340,282><70,513>3</70,513><211,569>203</211,569><49,431>5</49,431><8,507>2</8,507></row>
<row _id="759"><R /><cPTΈȏl>ST`SX</cPTΈȏl><319,667>251</319,667><92,810>14</92,810><212,345>229</212,345><9,935>2</9,935><4,339>5</4,339><340,282>242</340,282><70,513>4</70,513><211,569>224</211,569><49,431>9</49,431><8,507>5</8,507></row>
<row _id="760"><R /><cPTΈȏl>TO`TS</cPTΈȏl><319,667>293</319,667><92,810>5</92,810><212,345>269</212,345><9,935>7</9,935><4,339>11</4,339><340,282>289</340,282><70,513>5</70,513><211,569>252</211,569><49,431>29</49,431><8,507>2</8,507></row>
<row _id="761"><R /><cPTΈȏl>TT`TX</cPTΈȏl><319,667>318</319,667><92,810>3</92,810><212,345>302</212,345><9,935>8</9,935><4,339>4</4,339><340,282>294</340,282><70,513>4</70,513><211,569>253</211,569><49,431>34</49,431><8,507>3</8,507></row>
<row _id="762"><R /><cPTΈȏl>UO`US</cPTΈȏl><319,667>258</319,667><92,810>5</92,810><212,345>237</212,345><9,935>12</9,935><4,339>4</4,339><340,282>322</340,282><70,513>3</70,513><211,569>238</211,569><49,431>76</49,431><8,507>5</8,507></row>
<row _id="763"><R /><cPTΈȏl>UT`UX</cPTΈȏl><319,667>217</319,667><92,810>-</92,810><212,345>194</212,345><9,935>22</9,935><4,339>1</4,339><340,282>258</340,282><70,513>3</70,513><211,569>151</211,569><49,431>100</49,431><8,507>4</8,507></row>
<row _id="764"><R /><cPTΈȏl>VO`VS</cPTΈȏl><319,667>172</319,667><92,810>1</92,810><212,345>146</212,345><9,935>25</9,935><4,339>-</4,339><340,282>197</340,282><70,513>1</70,513><211,569>103</211,569><49,431>92</49,431><8,507>1</8,507></row>
<row _id="765"><R /><cPTΈȏl>VT`VX</cPTΈȏl><319,667>108</319,667><92,810>1</92,810><212,345>76</212,345><9,935>30</9,935><4,339>1</4,339><340,282>174</340,282><70,513>4</70,513><211,569>46</211,569><49,431>120</49,431><8,507>4</8,507></row>
<row _id="766"><R /><cPTΈȏl>WO`WS</cPTΈȏl><319,667>57</319,667><92,810>-</92,810><212,345>46</212,345><9,935>11</9,935><4,339>-</4,339><340,282>83</340,282><70,513>2</70,513><211,569>17</211,569><49,431>63</49,431><8,507>1</8,507></row>
<row _id="767"><R /><cPTΈȏl>WTΈȏ</cPTΈȏl><319,667>24</319,667><92,810>1</92,810><212,345>9</212,345><9,935>14</9,935><4,339>-</4,339><340,282>54</340,282><70,513>2</70,513><211,569>3</211,569><49,431>49</49,431><8,507>-</8,507></row>
<row _id="768"><R>⒬</R><cPTΈȏl>cPTΈȏl</cPTΈȏl><319,667>3,218</319,667><92,810>855</92,810><212,345>2,187</212,345><9,935>141</9,935><4,339>34</4,339><340,282>3,482</340,282><70,513>566</70,513><211,569>2,184</211,569><49,431>663</49,431><8,507>68</8,507></row>
<row _id="769"><R>⒬</R><cPTΈȏl>PT`PX</cPTΈȏl><319,667>302</319,667><92,810>302</92,810><212,345>-</212,345><9,935>-</9,935><4,339>-</4,339><340,282>243</340,282><70,513>242</70,513><211,569>1</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="770"><R>⒬</R><cPTΈȏl>QO`QS</cPTΈȏl><319,667>194</319,667><92,810>180</92,810><212,345>13</212,345><9,935>-</9,935><4,339>-</4,339><340,282>202</340,282><70,513>176</70,513><211,569>26</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="771"><R>⒬</R><cPTΈȏl>QT`QX</cPTΈȏl><319,667>256</319,667><92,810>182</92,810><212,345>73</212,345><9,935>-</9,935><4,339>1</4,339><340,282>215</340,282><70,513>77</70,513><211,569>136</211,569><49,431>-</49,431><8,507>2</8,507></row>
<row _id="772"><R>⒬</R><cPTΈȏl>RO`RS</cPTΈȏl><319,667>277</319,667><92,810>104</92,810><212,345>170</212,345><9,935>-</9,935><4,339>3</4,339><340,282>216</340,282><70,513>21</70,513><211,569>186</211,569><49,431>3</49,431><8,507>6</8,507></row>
<row _id="773"><R>⒬</R><cPTΈȏl>RT`RX</cPTΈȏl><319,667>266</319,667><92,810>39</92,810><212,345>221</212,345><9,935>1</9,935><4,339>5</4,339><340,282>271</340,282><70,513>17</70,513><211,569>244</211,569><49,431>4</49,431><8,507>6</8,507></row>
<row _id="774"><R>⒬</R><cPTΈȏl>SO`SS</cPTΈȏl><319,667>234</319,667><92,810>21</92,810><212,345>208</212,345><9,935>2</9,935><4,339>3</4,339><340,282>241</340,282><70,513>5</70,513><211,569>225</211,569><49,431>6</49,431><8,507>5</8,507></row>
<row _id="775"><R>⒬</R><cPTΈȏl>ST`SX</cPTΈȏl><319,667>257</319,667><92,810>9</92,810><212,345>240</212,345><9,935>2</9,935><4,339>6</4,339><340,282>287</340,282><70,513>6</70,513><211,569>249</211,569><49,431>21</49,431><8,507>11</8,507></row>
<row _id="776"><R>⒬</R><cPTΈȏl>TO`TS</cPTΈȏl><319,667>268</319,667><92,810>5</92,810><212,345>254</212,345><9,935>4</9,935><4,339>5</4,339><340,282>291</340,282><70,513>3</70,513><211,569>267</211,569><49,431>16</49,431><8,507>5</8,507></row>
<row _id="777"><R>⒬</R><cPTΈȏl>TT`TX</cPTΈȏl><319,667>325</319,667><92,810>5</92,810><212,345>309</212,345><9,935>8</9,935><4,339>3</4,339><340,282>334</340,282><70,513>6</70,513><211,569>275</211,569><49,431>45</49,431><8,507>8</8,507></row>
<row _id="778"><R>⒬</R><cPTΈȏl>UO`US</cPTΈȏl><319,667>224</319,667><92,810>5</92,810><212,345>205</212,345><9,935>12</9,935><4,339>2</4,339><340,282>315</340,282><70,513>4</70,513><211,569>226</211,569><49,431>78</49,431><8,507>7</8,507></row>
<row _id="779"><R>⒬</R><cPTΈȏl>UT`UX</cPTΈȏl><319,667>211</319,667><92,810>2</92,810><212,345>189</212,345><9,935>20</9,935><4,339>-</4,339><340,282>267</340,282><70,513>2</70,513><211,569>167</211,569><49,431>89</49,431><8,507>9</8,507></row>
<row _id="780"><R>⒬</R><cPTΈȏl>VO`VS</cPTΈȏl><319,667>168</319,667><92,810>-</92,810><212,345>148</212,345><9,935>17</9,935><4,339>3</4,339><340,282>247</340,282><70,513>3</70,513><211,569>108</211,569><49,431>131</49,431><8,507>5</8,507></row>
<row _id="781"><R>⒬</R><cPTΈȏl>VT`VX</cPTΈȏl><319,667>137</319,667><92,810>1</92,810><212,345>106</212,345><9,935>28</9,935><4,339>2</4,339><340,282>177</340,282><70,513>-</70,513><211,569>53</211,569><49,431>120</49,431><8,507>3</8,507></row>
<row _id="782"><R>⒬</R><cPTΈȏl>WO`WS</cPTΈȏl><319,667>64</319,667><92,810>-</92,810><212,345>36</212,345><9,935>27</9,935><4,339>1</4,339><340,282>107</340,282><70,513>3</70,513><211,569>19</211,569><49,431>84</49,431><8,507>1</8,507></row>
<row _id="783"><R>⒬</R><cPTΈȏl>WTΈȏ</cPTΈȏl><319,667>35</319,667><92,810>-</92,810><212,345>15</212,345><9,935>20</9,935><4,339>-</4,339><340,282>69</340,282><70,513>1</70,513><211,569>2</211,569><49,431>66</49,431><8,507>-</8,507></row>
<row _id="784"><R /><cPTΈȏl>cPTΈȏl</cPTΈȏl><319,667>1,387</319,667><92,810>353</92,810><212,345>959</212,345><9,935>58</9,935><4,339>16</4,339><340,282>1,494</340,282><70,513>219</70,513><211,569>966</211,569><49,431>280</49,431><8,507>27</8,507></row>
<row _id="785"><R /><cPTΈȏl>PT`PX</cPTΈȏl><319,667>97</319,667><92,810>97</92,810><212,345>-</212,345><9,935>-</9,935><4,339>-</4,339><340,282>97</340,282><70,513>97</70,513><211,569>-</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="786"><R /><cPTΈȏl>QO`QS</cPTΈȏl><319,667>87</319,667><92,810>87</92,810><212,345>-</212,345><9,935>-</9,935><4,339>-</4,339><340,282>71</340,282><70,513>60</70,513><211,569>11</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="787"><R /><cPTΈȏl>QT`QX</cPTΈȏl><319,667>118</319,667><92,810>73</92,810><212,345>44</212,345><9,935>-</9,935><4,339>-</4,339><340,282>98</340,282><70,513>30</70,513><211,569>66</211,569><49,431>-</49,431><8,507>2</8,507></row>
<row _id="788"><R /><cPTΈȏl>RO`RS</cPTΈȏl><319,667>110</319,667><92,810>41</92,810><212,345>67</212,345><9,935>-</9,935><4,339>2</4,339><340,282>91</340,282><70,513>3</70,513><211,569>85</211,569><49,431>2</49,431><8,507>1</8,507></row>
<row _id="789"><R /><cPTΈȏl>RT`RX</cPTΈȏl><319,667>152</319,667><92,810>26</92,810><212,345>122</212,345><9,935>1</9,935><4,339>3</4,339><340,282>139</340,282><70,513>3</70,513><211,569>131</211,569><49,431>4</49,431><8,507>1</8,507></row>
<row _id="790"><R /><cPTΈȏl>SO`SS</cPTΈȏl><319,667>99</319,667><92,810>8</92,810><212,345>89</212,345><9,935>1</9,935><4,339>1</4,339><340,282>108</340,282><70,513>4</70,513><211,569>97</211,569><49,431>4</49,431><8,507>3</8,507></row>
<row _id="791"><R /><cPTΈȏl>ST`SX</cPTΈȏl><319,667>90</319,667><92,810>6</92,810><212,345>81</212,345><9,935>1</9,935><4,339>2</4,339><340,282>97</340,282><70,513>2</70,513><211,569>91</211,569><49,431>2</49,431><8,507>2</8,507></row>
<row _id="792"><R /><cPTΈȏl>TO`TS</cPTΈȏl><319,667>120</319,667><92,810>5</92,810><212,345>110</212,345><9,935>2</9,935><4,339>3</4,339><340,282>113</340,282><70,513>4</70,513><211,569>95</211,569><49,431>12</49,431><8,507>2</8,507></row>
<row _id="793"><R /><cPTΈȏl>TT`TX</cPTΈȏl><319,667>132</319,667><92,810>5</92,810><212,345>124</212,345><9,935>2</9,935><4,339>1</4,339><340,282>150</340,282><70,513>6</70,513><211,569>125</211,569><49,431>17</49,431><8,507>2</8,507></row>
<row _id="794"><R /><cPTΈȏl>UO`US</cPTΈȏl><319,667>106</319,667><92,810>-</92,810><212,345>100</212,345><9,935>4</9,935><4,339>2</4,339><340,282>148</340,282><70,513>3</70,513><211,569>111</211,569><49,431>30</49,431><8,507>3</8,507></row>
<row _id="795"><R /><cPTΈȏl>UT`UX</cPTΈȏl><319,667>90</319,667><92,810>2</92,810><212,345>83</212,345><9,935>5</9,935><4,339>-</4,339><340,282>122</340,282><70,513>2</70,513><211,569>76</211,569><49,431>37</49,431><8,507>7</8,507></row>
<row _id="796"><R /><cPTΈȏl>VO`VS</cPTΈȏl><319,667>88</319,667><92,810>2</92,810><212,345>74</212,345><9,935>11</9,935><4,339>1</4,339><340,282>103</340,282><70,513>2</70,513><211,569>41</211,569><49,431>59</49,431><8,507>1</8,507></row>
<row _id="797"><R /><cPTΈȏl>VT`VX</cPTΈȏl><319,667>55</319,667><92,810>1</92,810><212,345>42</212,345><9,935>11</9,935><4,339>1</4,339><340,282>87</340,282><70,513>2</70,513><211,569>27</211,569><49,431>55</49,431><8,507>2</8,507></row>
<row _id="798"><R /><cPTΈȏl>WO`WS</cPTΈȏl><319,667>31</319,667><92,810>-</92,810><212,345>21</212,345><9,935>10</9,935><4,339>-</4,339><340,282>49</340,282><70,513>1</70,513><211,569>10</211,569><49,431>38</49,431><8,507>-</8,507></row>
<row _id="799"><R /><cPTΈȏl>WTΈȏ</cPTΈȏl><319,667>12</319,667><92,810>-</92,810><212,345>2</212,345><9,935>10</9,935><4,339>-</4,339><340,282>21</340,282><70,513>-</70,513><211,569>-</211,569><49,431>20</49,431><8,507>1</8,507></row>
<row _id="800"><R /><cPTΈȏl>cPTΈȏl</cPTΈȏl><319,667>1,904</319,667><92,810>503</92,810><212,345>1,305</212,345><9,935>74</9,935><4,339>22</4,339><340,282>2,139</340,282><70,513>425</70,513><211,569>1,309</211,569><49,431>371</49,431><8,507>33</8,507></row>
<row _id="801"><R /><cPTΈȏl>PT`PX</cPTΈȏl><319,667>161</319,667><92,810>161</92,810><212,345>-</212,345><9,935>-</9,935><4,339>-</4,339><340,282>224</340,282><70,513>223</70,513><211,569>1</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="802"><R /><cPTΈȏl>QO`QS</cPTΈȏl><319,667>121</319,667><92,810>112</92,810><212,345>9</212,345><9,935>-</9,935><4,339>-</4,339><340,282>136</340,282><70,513>115</70,513><211,569>21</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="803"><R /><cPTΈȏl>QT`QX</cPTΈȏl><319,667>141</319,667><92,810>104</92,810><212,345>37</212,345><9,935>-</9,935><4,339>-</4,339><340,282>119</340,282><70,513>49</70,513><211,569>69</211,569><49,431>-</49,431><8,507>1</8,507></row>
<row _id="804"><R /><cPTΈȏl>RO`RS</cPTΈȏl><319,667>172</319,667><92,810>67</92,810><212,345>103</212,345><9,935>-</9,935><4,339>2</4,339><340,282>161</340,282><70,513>12</70,513><211,569>146</211,569><49,431>-</49,431><8,507>3</8,507></row>
<row _id="805"><R /><cPTΈȏl>RT`RX</cPTΈȏl><319,667>200</319,667><92,810>32</92,810><212,345>161</212,345><9,935>-</9,935><4,339>7</4,339><340,282>185</340,282><70,513>9</70,513><211,569>170</211,569><49,431>2</49,431><8,507>4</8,507></row>
<row _id="806"><R /><cPTΈȏl>SO`SS</cPTΈȏl><319,667>172</319,667><92,810>11</92,810><212,345>157</212,345><9,935>-</9,935><4,339>4</4,339><340,282>150</340,282><70,513>4</70,513><211,569>140</211,569><49,431>3</49,431><8,507>3</8,507></row>
<row _id="807"><R /><cPTΈȏl>ST`SX</cPTΈȏl><319,667>134</319,667><92,810>6</92,810><212,345>125</212,345><9,935>2</9,935><4,339>1</4,339><340,282>123</340,282><70,513>3</70,513><211,569>105</211,569><49,431>10</49,431><8,507>5</8,507></row>
<row _id="808"><R /><cPTΈȏl>TO`TS</cPTΈȏl><319,667>122</319,667><92,810>4</92,810><212,345>113</212,345><9,935>2</9,935><4,339>3</4,339><340,282>168</340,282><70,513>1</70,513><211,569>147</211,569><49,431>17</49,431><8,507>3</8,507></row>
<row _id="809"><R /><cPTΈȏl>TT`TX</cPTΈȏl><319,667>185</319,667><92,810>4</92,810><212,345>176</212,345><9,935>4</9,935><4,339>1</4,339><340,282>205</340,282><70,513>3</70,513><211,569>179</211,569><49,431>18</49,431><8,507>5</8,507></row>
<row _id="810"><R /><cPTΈȏl>UO`US</cPTΈȏl><319,667>160</319,667><92,810>1</92,810><212,345>150</212,345><9,935>6</9,935><4,339>3</4,339><340,282>190</340,282><70,513>1</70,513><211,569>138</211,569><49,431>48</49,431><8,507>3</8,507></row>
<row _id="811"><R /><cPTΈȏl>UT`UX</cPTΈȏl><319,667>123</319,667><92,810>-</92,810><212,345>115</212,345><9,935>8</9,935><4,339>-</4,339><340,282>164</340,282><70,513>3</70,513><211,569>102</211,569><49,431>55</49,431><8,507>4</8,507></row>
<row _id="812"><R /><cPTΈȏl>VO`VS</cPTΈȏl><319,667>92</319,667><92,810>-</92,810><212,345>78</212,345><9,935>14</9,935><4,339>-</4,339><340,282>137</340,282><70,513>1</70,513><211,569>61</211,569><49,431>73</49,431><8,507>1</8,507></row>
<row _id="813"><R /><cPTΈȏl>VT`VX</cPTΈȏl><319,667>81</319,667><92,810>-</92,810><212,345>60</212,345><9,935>20</9,935><4,339>1</4,339><340,282>98</340,282><70,513>-</70,513><211,569>26</211,569><49,431>71</49,431><8,507>1</8,507></row>
<row _id="814"><R /><cPTΈȏl>WO`WS</cPTΈȏl><319,667>29</319,667><92,810>-</92,810><212,345>18</212,345><9,935>11</9,935><4,339>-</4,339><340,282>50</340,282><70,513>1</70,513><211,569>2</211,569><49,431>47</49,431><8,507>-</8,507></row>
<row _id="815"><R /><cPTΈȏl>WTΈȏ</cPTΈȏl><319,667>11</319,667><92,810>1</92,810><212,345>3</212,345><9,935>7</9,935><4,339>-</4,339><340,282>29</340,282><70,513>-</70,513><211,569>2</211,569><49,431>27</49,431><8,507>-</8,507></row>
<row _id="816"><R>B</R><cPTΈȏl>cPTΈȏl</cPTΈȏl><319,667>1,705</319,667><92,810>491</92,810><212,345>1,123</212,345><9,935>65</9,935><4,339>23</4,339><340,282>1,886</340,282><70,513>318</70,513><211,569>1,121</211,569><49,431>410</49,431><8,507>34</8,507></row>
<row _id="817"><R>B</R><cPTΈȏl>PT`PX</cPTΈȏl><319,667>136</319,667><92,810>136</92,810><212,345>-</212,345><9,935>-</9,935><4,339>-</4,339><340,282>147</340,282><70,513>145</70,513><211,569>1</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="818"><R>B</R><cPTΈȏl>QO`QS</cPTΈȏl><319,667>132</319,667><92,810>123</92,810><212,345>8</212,345><9,935>-</9,935><4,339>-</4,339><340,282>106</340,282><70,513>96</70,513><211,569>10</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="819"><R>B</R><cPTΈȏl>QT`QX</cPTΈȏl><319,667>121</319,667><92,810>97</92,810><212,345>22</212,345><9,935>1</9,935><4,339>-</4,339><340,282>99</340,282><70,513>41</70,513><211,569>57</211,569><49,431>1</49,431><8,507>-</8,507></row>
<row _id="820"><R>B</R><cPTΈȏl>RO`RS</cPTΈȏl><319,667>151</319,667><92,810>63</92,810><212,345>82</212,345><9,935>2</9,935><4,339>4</4,339><340,282>107</340,282><70,513>5</70,513><211,569>99</211,569><49,431>-</49,431><8,507>3</8,507></row>
<row _id="821"><R>B</R><cPTΈȏl>RT`RX</cPTΈȏl><319,667>124</319,667><92,810>27</92,810><212,345>94</212,345><9,935>-</9,935><4,339>3</4,339><340,282>117</340,282><70,513>8</70,513><211,569>104</211,569><49,431>4</49,431><8,507>1</8,507></row>
<row _id="822"><R>B</R><cPTΈȏl>SO`SS</cPTΈȏl><319,667>121</319,667><92,810>17</92,810><212,345>102</212,345><9,935>-</9,935><4,339>2</4,339><340,282>130</340,282><70,513>6</70,513><211,569>116</211,569><49,431>3</49,431><8,507>5</8,507></row>
<row _id="823"><R>B</R><cPTΈȏl>ST`SX</cPTΈȏl><319,667>136</319,667><92,810>10</92,810><212,345>118</212,345><9,935>1</9,935><4,339>7</4,339><340,282>135</340,282><70,513>-</70,513><211,569>123</211,569><49,431>7</49,431><8,507>5</8,507></row>
<row _id="824"><R>B</R><cPTΈȏl>TO`TS</cPTΈȏl><319,667>143</319,667><92,810>9</92,810><212,345>129</212,345><9,935>2</9,935><4,339>3</4,339><340,282>160</340,282><70,513>4</70,513><211,569>132</211,569><49,431>20</49,431><8,507>4</8,507></row>
<row _id="825"><R>B</R><cPTΈȏl>TT`TX</cPTΈȏl><319,667>162</319,667><92,810>6</92,810><212,345>148</212,345><9,935>6</9,935><4,339>2</4,339><340,282>183</340,282><70,513>3</70,513><211,569>141</211,569><49,431>33</49,431><8,507>6</8,507></row>
<row _id="826"><R>B</R><cPTΈȏl>UO`US</cPTΈȏl><319,667>117</319,667><92,810>1</92,810><212,345>112</212,345><9,935>4</9,935><4,339>-</4,339><340,282>175</340,282><70,513>4</70,513><211,569>127</211,569><49,431>41</49,431><8,507>3</8,507></row>
<row _id="827"><R>B</R><cPTΈȏl>UT`UX</cPTΈȏl><319,667>121</319,667><92,810>2</92,810><212,345>114</212,345><9,935>5</9,935><4,339>-</4,339><340,282>150</340,282><70,513>2</70,513><211,569>90</211,569><49,431>55</49,431><8,507>3</8,507></row>
<row _id="828"><R>B</R><cPTΈȏl>VO`VS</cPTΈȏl><319,667>110</319,667><92,810>-</92,810><212,345>97</212,345><9,935>10</9,935><4,339>2</4,339><340,282>156</340,282><70,513>2</70,513><211,569>72</211,569><49,431>79</49,431><8,507>2</8,507></row>
<row _id="829"><R>B</R><cPTΈȏl>VT`VX</cPTΈȏl><319,667>78</319,667><92,810>-</92,810><212,345>61</212,345><9,935>17</9,935><4,339>-</4,339><340,282>116</340,282><70,513>1</70,513><211,569>37</211,569><49,431>75</49,431><8,507>2</8,507></row>
<row _id="830"><R>B</R><cPTΈȏl>WO`WS</cPTΈȏl><319,667>39</319,667><92,810>-</92,810><212,345>27</212,345><9,935>12</9,935><4,339>-</4,339><340,282>75</340,282><70,513>1</70,513><211,569>12</211,569><49,431>62</49,431><8,507>-</8,507></row>
<row _id="831"><R>B</R><cPTΈȏl>WTΈȏ</cPTΈȏl><319,667>14</319,667><92,810>-</92,810><212,345>9</212,345><9,935>5</9,935><4,339>-</4,339><340,282>30</340,282><70,513>-</70,513><211,569>-</211,569><49,431>30</49,431><8,507>-</8,507></row>
<row _id="832"><R>쑺</R><cPTΈȏl>cPTΈȏl</cPTΈȏl><319,667>1,323</319,667><92,810>329</92,810><212,345>916</212,345><9,935>52</9,935><4,339>21</4,339><340,282>1,434</340,282><70,513>237</70,513><211,569>919</211,569><49,431>258</49,431><8,507>18</8,507></row>
<row _id="833"><R>쑺</R><cPTΈȏl>PT`PX</cPTΈȏl><319,667>114</319,667><92,810>111</92,810><212,345>-</212,345><9,935>-</9,935><4,339>-</4,339><340,282>110</340,282><70,513>110</70,513><211,569>-</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="834"><R>쑺</R><cPTΈȏl>QO`QS</cPTΈȏl><319,667>82</319,667><92,810>75</92,810><212,345>7</212,345><9,935>-</9,935><4,339>-</4,339><340,282>88</340,282><70,513>70</70,513><211,569>16</211,569><49,431>-</49,431><8,507>1</8,507></row>
<row _id="835"><R>쑺</R><cPTΈȏl>QT`QX</cPTΈȏl><319,667>103</319,667><92,810>69</92,810><212,345>32</212,345><9,935>1</9,935><4,339>-</4,339><340,282>90</340,282><70,513>38</70,513><211,569>52</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="836"><R>쑺</R><cPTΈȏl>RO`RS</cPTΈȏl><319,667>96</319,667><92,810>27</92,810><212,345>68</212,345><9,935>-</9,935><4,339>1</4,339><340,282>87</340,282><70,513>8</70,513><211,569>77</211,569><49,431>1</49,431><8,507>1</8,507></row>
<row _id="837"><R>쑺</R><cPTΈȏl>RT`RX</cPTΈȏl><319,667>106</319,667><92,810>24</92,810><212,345>77</212,345><9,935>1</9,935><4,339>4</4,339><340,282>110</340,282><70,513>4</70,513><211,569>100</211,569><49,431>2</49,431><8,507>4</8,507></row>
<row _id="838"><R>쑺</R><cPTΈȏl>SO`SS</cPTΈȏl><319,667>98</319,667><92,810>9</92,810><212,345>84</212,345><9,935>2</9,935><4,339>3</4,339><340,282>102</340,282><70,513>3</70,513><211,569>92</211,569><49,431>4</49,431><8,507>3</8,507></row>
<row _id="839"><R>쑺</R><cPTΈȏl>ST`SX</cPTΈȏl><319,667>98</319,667><92,810>6</92,810><212,345>89</212,345><9,935>1</9,935><4,339>2</4,339><340,282>121</340,282><70,513>1</70,513><211,569>107</211,569><49,431>10</49,431><8,507>3</8,507></row>
<row _id="840"><R>쑺</R><cPTΈȏl>TO`TS</cPTΈȏl><319,667>127</319,667><92,810>4</92,810><212,345>115</212,345><9,935>3</9,935><4,339>5</4,339><340,282>116</340,282><70,513>1</70,513><211,569>107</211,569><49,431>6</49,431><8,507>2</8,507></row>
<row _id="841"><R>쑺</R><cPTΈȏl>TT`TX</cPTΈȏl><319,667>157</319,667><92,810>4</92,810><212,345>148</212,345><9,935>2</9,935><4,339>3</4,339><340,282>147</340,282><70,513>1</70,513><211,569>125</211,569><49,431>19</49,431><8,507>2</8,507></row>
<row _id="842"><R>쑺</R><cPTΈȏl>UO`US</cPTΈȏl><319,667>86</319,667><92,810>-</92,810><212,345>82</212,345><9,935>4</9,935><4,339>-</4,339><340,282>121</340,282><70,513>-</70,513><211,569>95</211,569><49,431>25</49,431><8,507>1</8,507></row>
<row _id="843"><R>쑺</R><cPTΈȏl>UT`UX</cPTΈȏl><319,667>76</319,667><92,810>-</92,810><212,345>70</212,345><9,935>4</9,935><4,339>1</4,339><340,282>96</340,282><70,513>-</70,513><211,569>70</211,569><49,431>26</49,431><8,507>-</8,507></row>
<row _id="844"><R>쑺</R><cPTΈȏl>VO`VS</cPTΈȏl><319,667>79</319,667><92,810>-</92,810><212,345>73</212,345><9,935>4</9,935><4,339>2</4,339><340,282>85</340,282><70,513>-</70,513><211,569>44</211,569><49,431>40</49,431><8,507>1</8,507></row>
<row _id="845"><R>쑺</R><cPTΈȏl>VT`VX</cPTΈȏl><319,667>54</319,667><92,810>-</92,810><212,345>45</212,345><9,935>9</9,935><4,339>-</4,339><340,282>81</340,282><70,513>-</70,513><211,569>28</211,569><49,431>53</49,431><8,507>-</8,507></row>
<row _id="846"><R>쑺</R><cPTΈȏl>WO`WS</cPTΈȏl><319,667>33</319,667><92,810>-</92,810><212,345>21</212,345><9,935>12</9,935><4,339>-</4,339><340,282>54</340,282><70,513>1</70,513><211,569>6</211,569><49,431>46</49,431><8,507>-</8,507></row>
<row _id="847"><R>쑺</R><cPTΈȏl>WTΈȏ</cPTΈȏl><319,667>14</319,667><92,810>-</92,810><212,345>5</212,345><9,935>9</9,935><4,339>-</4,339><340,282>26</340,282><70,513>-</70,513><211,569>-</211,569><49,431>26</49,431><8,507>-</8,507></row>
<row _id="848"><R>HR</R><cPTΈȏl>cPTΈȏl</cPTΈȏl><319,667>987</319,667><92,810>294</92,810><212,345>646</212,345><9,935>40</9,935><4,339>5</4,339><340,282>925</340,282><70,513>141</70,513><211,569>612</211,569><49,431>163</49,431><8,507>6</8,507></row>
<row _id="849"><R>HR</R><cPTΈȏl>PT`PX</cPTΈȏl><319,667>82</319,667><92,810>81</92,810><212,345>1</212,345><9,935>-</9,935><4,339>-</4,339><340,282>60</340,282><70,513>60</70,513><211,569>-</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="850"><R>HR</R><cPTΈȏl>QO`QS</cPTΈȏl><319,667>72</319,667><92,810>67</92,810><212,345>4</212,345><9,935>-</9,935><4,339>-</4,339><340,282>63</340,282><70,513>45</70,513><211,569>17</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="851"><R>HR</R><cPTΈȏl>QT`QX</cPTΈȏl><319,667>99</319,667><92,810>62</92,810><212,345>37</212,345><9,935>-</9,935><4,339>-</4,339><340,282>73</340,282><70,513>21</70,513><211,569>51</211,569><49,431>-</49,431><8,507>1</8,507></row>
<row _id="852"><R>HR</R><cPTΈȏl>RO`RS</cPTΈȏl><319,667>104</319,667><92,810>44</92,810><212,345>58</212,345><9,935>-</9,935><4,339>2</4,339><340,282>90</340,282><70,513>5</70,513><211,569>84</211,569><49,431>-</49,431><8,507>1</8,507></row>
<row _id="853"><R>HR</R><cPTΈȏl>RT`RX</cPTΈȏl><319,667>82</319,667><92,810>16</92,810><212,345>65</212,345><9,935>-</9,935><4,339>1</4,339><340,282>68</340,282><70,513>3</70,513><211,569>65</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="854"><R>HR</R><cPTΈȏl>SO`SS</cPTΈȏl><319,667>71</319,667><92,810>8</92,810><212,345>62</212,345><9,935>-</9,935><4,339>1</4,339><340,282>63</340,282><70,513>1</70,513><211,569>62</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="855"><R>HR</R><cPTΈȏl>ST`SX</cPTΈȏl><319,667>83</319,667><92,810>6</92,810><212,345>77</212,345><9,935>-</9,935><4,339>-</4,339><340,282>72</340,282><70,513>2</70,513><211,569>65</211,569><49,431>4</49,431><8,507>1</8,507></row>
<row _id="856"><R>HR</R><cPTΈȏl>TO`TS</cPTΈȏl><319,667>80</319,667><92,810>1</92,810><212,345>78</212,345><9,935>-</9,935><4,339>1</4,339><340,282>84</340,282><70,513>-</70,513><211,569>76</211,569><49,431>8</49,431><8,507>-</8,507></row>
<row _id="857"><R>HR</R><cPTΈȏl>TT`TX</cPTΈȏl><319,667>98</319,667><92,810>4</92,810><212,345>91</212,345><9,935>2</9,935><4,339>-</4,339><340,282>77</340,282><70,513>-</70,513><211,569>66</211,569><49,431>11</49,431><8,507>-</8,507></row>
<row _id="858"><R>HR</R><cPTΈȏl>UO`US</cPTΈȏl><319,667>79</319,667><92,810>1</92,810><212,345>76</212,345><9,935>2</9,935><4,339>-</4,339><340,282>67</340,282><70,513>-</70,513><211,569>49</211,569><49,431>17</49,431><8,507>1</8,507></row>
<row _id="859"><R>HR</R><cPTΈȏl>UT`UX</cPTΈȏl><319,667>41</319,667><92,810>2</92,810><212,345>35</212,345><9,935>4</9,935><4,339>-</4,339><340,282>78</340,282><70,513>2</70,513><211,569>42</211,569><49,431>33</49,431><8,507>1</8,507></row>
<row _id="860"><R>HR</R><cPTΈȏl>VO`VS</cPTΈȏl><319,667>38</319,667><92,810>2</92,810><212,345>27</212,345><9,935>9</9,935><4,339>-</4,339><340,282>51</340,282><70,513>1</70,513><211,569>21</211,569><49,431>28</49,431><8,507>1</8,507></row>
<row _id="861"><R>HR</R><cPTΈȏl>VT`VX</cPTΈȏl><319,667>33</319,667><92,810>-</92,810><212,345>26</212,345><9,935>7</9,935><4,339>-</4,339><340,282>45</340,282><70,513>1</70,513><211,569>13</211,569><49,431>31</49,431><8,507>-</8,507></row>
<row _id="862"><R>HR</R><cPTΈȏl>WO`WS</cPTΈȏl><319,667>18</319,667><92,810>-</92,810><212,345>7</212,345><9,935>11</9,935><4,339>-</4,339><340,282>20</340,282><70,513>-</70,513><211,569>1</211,569><49,431>19</49,431><8,507>-</8,507></row>
<row _id="863"><R>HR</R><cPTΈȏl>WTΈȏ</cPTΈȏl><319,667>7</319,667><92,810>-</92,810><212,345>2</212,345><9,935>5</9,935><4,339>-</4,339><340,282>14</340,282><70,513>-</70,513><211,569>-</211,569><49,431>12</49,431><8,507>-</8,507></row>
<row _id="864"><R>u</R><cPTΈȏl>cPTΈȏl</cPTΈȏl><319,667>825</319,667><92,810>213</92,810><212,345>575</212,345><9,935>32</9,935><4,339>4</4,339><340,282>843</340,282><70,513>114</70,513><211,569>566</211,569><49,431>159</49,431><8,507>4</8,507></row>
<row _id="865"><R>u</R><cPTΈȏl>PT`PX</cPTΈȏl><319,667>45</319,667><92,810>45</92,810><212,345>-</212,345><9,935>-</9,935><4,339>-</4,339><340,282>40</340,282><70,513>40</70,513><211,569>-</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="866"><R>u</R><cPTΈȏl>QO`QS</cPTΈȏl><319,667>55</319,667><92,810>51</92,810><212,345>4</212,345><9,935>-</9,935><4,339>-</4,339><340,282>47</340,282><70,513>40</70,513><211,569>7</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="867"><R>u</R><cPTΈȏl>QT`QX</cPTΈȏl><319,667>99</319,667><92,810>67</92,810><212,345>31</212,345><9,935>-</9,935><4,339>-</4,339><340,282>71</340,282><70,513>19</70,513><211,569>52</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="868"><R>u</R><cPTΈȏl>RO`RS</cPTΈȏl><319,667>88</319,667><92,810>30</92,810><212,345>58</212,345><9,935>-</9,935><4,339>-</4,339><340,282>82</340,282><70,513>6</70,513><211,569>75</211,569><49,431>1</49,431><8,507>-</8,507></row>
<row _id="869"><R>u</R><cPTΈȏl>RT`RX</cPTΈȏl><319,667>71</319,667><92,810>10</92,810><212,345>60</212,345><9,935>-</9,935><4,339>1</4,339><340,282>57</340,282><70,513>2</70,513><211,569>55</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="870"><R>u</R><cPTΈȏl>SO`SS</cPTΈȏl><319,667>47</319,667><92,810>2</92,810><212,345>44</212,345><9,935>-</9,935><4,339>1</4,339><340,282>46</340,282><70,513>-</70,513><211,569>42</211,569><49,431>2</49,431><8,507>2</8,507></row>
<row _id="871"><R>u</R><cPTΈȏl>ST`SX</cPTΈȏl><319,667>53</319,667><92,810>3</92,810><212,345>48</212,345><9,935>1</9,935><4,339>1</4,339><340,282>66</340,282><70,513>1</70,513><211,569>59</211,569><49,431>6</49,431><8,507>-</8,507></row>
<row _id="872"><R>u</R><cPTΈȏl>TO`TS</cPTΈȏl><319,667>83</319,667><92,810>2</92,810><212,345>79</212,345><9,935>2</9,935><4,339>-</4,339><340,282>80</340,282><70,513>1</70,513><211,569>73</211,569><49,431>5</49,431><8,507>1</8,507></row>
<row _id="873"><R>u</R><cPTΈȏl>TT`TX</cPTΈȏl><319,667>83</319,667><92,810>1</92,810><212,345>81</212,345><9,935>1</9,935><4,339>-</4,339><340,282>84</340,282><70,513>1</70,513><211,569>73</211,569><49,431>10</49,431><8,507>-</8,507></row>
<row _id="874"><R>u</R><cPTΈȏl>UO`US</cPTΈȏl><319,667>69</319,667><92,810>-</92,810><212,345>69</212,345><9,935>-</9,935><4,339>-</4,339><340,282>79</340,282><70,513>2</70,513><211,569>59</211,569><49,431>18</49,431><8,507>-</8,507></row>
<row _id="875"><R>u</R><cPTΈȏl>UT`UX</cPTΈȏl><319,667>51</319,667><92,810>2</92,810><212,345>43</212,345><9,935>5</9,935><4,339>1</4,339><340,282>56</340,282><70,513>1</70,513><211,569>35</211,569><49,431>20</49,431><8,507>-</8,507></row>
<row _id="876"><R>u</R><cPTΈȏl>VO`VS</cPTΈȏl><319,667>30</319,667><92,810>-</92,810><212,345>25</212,345><9,935>5</9,935><4,339>-</4,339><340,282>53</340,282><70,513>1</70,513><211,569>19</211,569><49,431>32</49,431><8,507>1</8,507></row>
<row _id="877"><R>u</R><cPTΈȏl>VT`VX</cPTΈȏl><319,667>26</319,667><92,810>-</92,810><212,345>23</212,345><9,935>3</9,935><4,339>-</4,339><340,282>40</340,282><70,513>-</70,513><211,569>14</211,569><49,431>26</49,431><8,507>-</8,507></row>
<row _id="878"><R>u</R><cPTΈȏl>WO`WS</cPTΈȏl><319,667>14</319,667><92,810>-</92,810><212,345>8</212,345><9,935>6</9,935><4,339>-</4,339><340,282>30</340,282><70,513>-</70,513><211,569>3</211,569><49,431>27</49,431><8,507>-</8,507></row>
<row _id="879"><R>u</R><cPTΈȏl>WTΈȏ</cPTΈȏl><319,667>11</319,667><92,810>-</92,810><212,345>2</212,345><9,935>9</9,935><4,339>-</4,339><340,282>12</340,282><70,513>-</70,513><211,569>-</211,569><49,431>12</49,431><8,507>-</8,507></row>
<row _id="880"><R>j</R><cPTΈȏl>cPTΈȏl</cPTΈȏl><319,667>1,544</319,667><92,810>438</92,810><212,345>1,035</212,345><9,935>52</9,935><4,339>15</4,339><340,282>1,623</340,282><70,513>385</70,513><211,569>1,045</211,569><49,431>184</49,431><8,507>9</8,507></row>
<row _id="881"><R>j</R><cPTΈȏl>PT`PX</cPTΈȏl><319,667>147</319,667><92,810>146</92,810><212,345>-</212,345><9,935>-</9,935><4,339>-</4,339><340,282>181</340,282><70,513>180</70,513><211,569>1</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="882"><R>j</R><cPTΈȏl>QO`QS</cPTΈȏl><319,667>111</319,667><92,810>109</92,810><212,345>1</212,345><9,935>-</9,935><4,339>-</4,339><340,282>144</340,282><70,513>126</70,513><211,569>17</211,569><49,431>-</49,431><8,507>1</8,507></row>
<row _id="883"><R>j</R><cPTΈȏl>QT`QX</cPTΈȏl><319,667>133</319,667><92,810>88</92,810><212,345>45</212,345><9,935>-</9,935><4,339>-</4,339><340,282>133</340,282><70,513>45</70,513><211,569>88</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="884"><R>j</R><cPTΈȏl>RO`RS</cPTΈȏl><319,667>151</319,667><92,810>53</92,810><212,345>98</212,345><9,935>-</9,935><4,339>-</4,339><340,282>131</340,282><70,513>12</70,513><211,569>118</211,569><49,431>-</49,431><8,507>1</8,507></row>
<row _id="885"><R>j</R><cPTΈȏl>RT`RX</cPTΈȏl><319,667>171</319,667><92,810>24</92,810><212,345>143</212,345><9,935>-</9,935><4,339>3</4,339><340,282>132</340,282><70,513>7</70,513><211,569>123</211,569><49,431>1</49,431><8,507>1</8,507></row>
<row _id="886"><R>j</R><cPTΈȏl>SO`SS</cPTΈȏl><319,667>128</319,667><92,810>10</92,810><212,345>112</212,345><9,935>2</9,935><4,339>4</4,339><340,282>153</340,282><70,513>6</70,513><211,569>145</211,569><49,431>2</49,431><8,507>-</8,507></row>
<row _id="887"><R>j</R><cPTΈȏl>ST`SX</cPTΈȏl><319,667>126</319,667><92,810>2</92,810><212,345>120</212,345><9,935>1</9,935><4,339>3</4,339><340,282>121</340,282><70,513>3</70,513><211,569>114</211,569><49,431>2</49,431><8,507>2</8,507></row>
<row _id="888"><R>j</R><cPTΈȏl>TO`TS</cPTΈȏl><319,667>150</319,667><92,810>2</92,810><212,345>145</212,345><9,935>2</9,935><4,339>1</4,339><340,282>123</340,282><70,513>-</70,513><211,569>116</211,569><49,431>7</49,431><8,507>-</8,507></row>
<row _id="889"><R>j</R><cPTΈȏl>TT`TX</cPTΈȏl><319,667>136</319,667><92,810>1</92,810><212,345>126</212,345><9,935>6</9,935><4,339>2</4,339><340,282>134</340,282><70,513>2</70,513><211,569>116</211,569><49,431>16</49,431><8,507>-</8,507></row>
<row _id="890"><R>j</R><cPTΈȏl>UO`US</cPTΈȏl><319,667>96</319,667><92,810>1</92,810><212,345>87</212,345><9,935>7</9,935><4,339>1</4,339><340,282>107</340,282><70,513>1</70,513><211,569>93</211,569><49,431>12</49,431><8,507>1</8,507></row>
<row _id="891"><R>j</R><cPTΈȏl>UT`UX</cPTΈȏl><319,667>85</319,667><92,810>2</92,810><212,345>77</212,345><9,935>6</9,935><4,339>-</4,339><340,282>96</340,282><70,513>1</70,513><211,569>68</211,569><49,431>27</49,431><8,507>-</8,507></row>
<row _id="892"><R>j</R><cPTΈȏl>VO`VS</cPTΈȏl><319,667>54</319,667><92,810>-</92,810><212,345>44</212,345><9,935>9</9,935><4,339>1</4,339><340,282>82</340,282><70,513>2</70,513><211,569>31</211,569><49,431>47</49,431><8,507>2</8,507></row>
<row _id="893"><R>j</R><cPTΈȏl>VT`VX</cPTΈȏl><319,667>32</319,667><92,810>-</92,810><212,345>27</212,345><9,935>5</9,935><4,339>-</4,339><340,282>44</340,282><70,513>-</70,513><211,569>10</211,569><49,431>34</49,431><8,507>-</8,507></row>
<row _id="894"><R>j</R><cPTΈȏl>WO`WS</cPTΈȏl><319,667>16</319,667><92,810>-</92,810><212,345>9</212,345><9,935>7</9,935><4,339>-</4,339><340,282>33</340,282><70,513>-</70,513><211,569>5</211,569><49,431>27</49,431><8,507>1</8,507></row>
<row _id="895"><R>j</R><cPTΈȏl>WTΈȏ</cPTΈȏl><319,667>8</319,667><92,810>-</92,810><212,345>1</212,345><9,935>7</9,935><4,339>-</4,339><340,282>9</340,282><70,513>-</70,513><211,569>-</211,569><49,431>9</49,431><8,507>-</8,507></row>
<row _id="896"><R>E쑺</R><cPTΈȏl>cPTΈȏl</cPTΈȏl><319,667>2,874</319,667><92,810>1,193</92,810><212,345>1,597</212,345><9,935>61</9,935><4,339>20</4,339><340,282>2,401</340,282><70,513>629</70,513><211,569>1,485</211,569><49,431>256</49,431><8,507>29</8,507></row>
<row _id="897"><R>E쑺</R><cPTΈȏl>PT`PX</cPTΈȏl><319,667>292</319,667><92,810>289</92,810><212,345>-</212,345><9,935>-</9,935><4,339>-</4,339><340,282>219</340,282><70,513>218</70,513><211,569>-</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="898"><R>E쑺</R><cPTΈȏl>QO`QS</cPTΈȏl><319,667>496</319,667><92,810>484</92,810><212,345>11</212,345><9,935>-</9,935><4,339>1</4,339><340,282>235</340,282><70,513>207</70,513><211,569>28</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="899"><R>E쑺</R><cPTΈȏl>QT`QX</cPTΈȏl><319,667>355</319,667><92,810>250</92,810><212,345>103</212,345><9,935>-</9,935><4,339>2</4,339><340,282>308</340,282><70,513>112</70,513><211,569>193</211,569><49,431>1</49,431><8,507>2</8,507></row>
<row _id="900"><R>E쑺</R><cPTΈȏl>RO`RS</cPTΈȏl><319,667>334</319,667><92,810>104</92,810><212,345>229</212,345><9,935>-</9,935><4,339>1</4,339><340,282>315</340,282><70,513>45</70,513><211,569>266</211,569><49,431>1</49,431><8,507>3</8,507></row>
<row _id="901"><R>E쑺</R><cPTΈȏl>RT`RX</cPTΈȏl><319,667>338</319,667><92,810>46</92,810><212,345>285</212,345><9,935>1</9,935><4,339>6</4,339><340,282>231</340,282><70,513>14</70,513><211,569>210</211,569><49,431>1</49,431><8,507>6</8,507></row>
<row _id="902"><R>E쑺</R><cPTΈȏl>SO`SS</cPTΈȏl><319,667>218</319,667><92,810>8</92,810><212,345>208</212,345><9,935>1</9,935><4,339>1</4,339><340,282>166</340,282><70,513>8</70,513><211,569>151</211,569><49,431>3</49,431><8,507>4</8,507></row>
<row _id="903"><R>E쑺</R><cPTΈȏl>ST`SX</cPTΈȏl><319,667>162</319,667><92,810>6</92,810><212,345>148</212,345><9,935>3</9,935><4,339>5</4,339><340,282>148</340,282><70,513>7</70,513><211,569>135</211,569><49,431>6</49,431><8,507>-</8,507></row>
<row _id="904"><R>E쑺</R><cPTΈȏl>TO`TS</cPTΈȏl><319,667>190</319,667><92,810>3</92,810><212,345>184</212,345><9,935>1</9,935><4,339>2</4,339><340,282>165</340,282><70,513>9</70,513><211,569>129</211,569><49,431>23</49,431><8,507>3</8,507></row>
<row _id="905"><R>E쑺</R><cPTΈȏl>TT`TX</cPTΈȏl><319,667>139</319,667><92,810>2</92,810><212,345>134</212,345><9,935>3</9,935><4,339>-</4,339><340,282>157</340,282><70,513>2</70,513><211,569>131</211,569><49,431>22</49,431><8,507>2</8,507></row>
<row _id="906"><R>E쑺</R><cPTΈȏl>UO`US</cPTΈȏl><319,667>109</319,667><92,810>1</92,810><212,345>103</212,345><9,935>4</9,935><4,339>1</4,339><340,282>137</340,282><70,513>5</70,513><211,569>90</211,569><49,431>36</49,431><8,507>6</8,507></row>
<row _id="907"><R>E쑺</R><cPTΈȏl>UT`UX</cPTΈȏl><319,667>81</319,667><92,810>-</92,810><212,345>73</212,345><9,935>8</9,935><4,339>-</4,339><340,282>100</340,282><70,513>1</70,513><211,569>65</211,569><49,431>33</49,431><8,507>1</8,507></row>
<row _id="908"><R>E쑺</R><cPTΈȏl>VO`VS</cPTΈȏl><319,667>71</319,667><92,810>-</92,810><212,345>57</212,345><9,935>13</9,935><4,339>1</4,339><340,282>95</340,282><70,513>1</70,513><211,569>49</211,569><49,431>43</49,431><8,507>2</8,507></row>
<row _id="909"><R>E쑺</R><cPTΈȏl>VT`VX</cPTΈȏl><319,667>54</319,667><92,810>-</92,810><212,345>43</212,345><9,935>11</9,935><4,339>-</4,339><340,282>66</340,282><70,513>-</70,513><211,569>24</211,569><49,431>42</49,431><8,507>-</8,507></row>
<row _id="910"><R>E쑺</R><cPTΈȏl>WO`WS</cPTΈȏl><319,667>24</319,667><92,810>-</92,810><212,345>14</212,345><9,935>10</9,935><4,339>-</4,339><340,282>37</340,282><70,513>-</70,513><211,569>11</211,569><49,431>26</49,431><8,507>-</8,507></row>
<row _id="911"><R>E쑺</R><cPTΈȏl>WTΈȏ</cPTΈȏl><319,667>11</319,667><92,810>-</92,810><212,345>5</212,345><9,935>6</9,935><4,339>-</4,339><340,282>22</340,282><70,513>-</70,513><211,569>3</211,569><49,431>19</49,431><8,507>-</8,507></row>
<row _id="912"><R>RΑ</R><cPTΈȏl>cPTΈȏl</cPTΈȏl><319,667>1,759</319,667><92,810>457</92,810><212,345>1,253</212,345><9,935>36</9,935><4,339>10</4,339><340,282>1,977</340,282><70,513>486</70,513><211,569>1,248</211,569><49,431>211</49,431><8,507>30</8,507></row>
<row _id="913"><R>RΑ</R><cPTΈȏl>PT`PX</cPTΈȏl><319,667>147</319,667><92,810>145</92,810><212,345>-</212,345><9,935>-</9,935><4,339>-</4,339><340,282>181</340,282><70,513>179</70,513><211,569>1</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="914"><R>RΑ</R><cPTΈȏl>QO`QS</cPTΈȏl><319,667>152</319,667><92,810>141</92,810><212,345>11</212,345><9,935>-</9,935><4,339>-</4,339><340,282>225</340,282><70,513>193</70,513><211,569>32</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="915"><R>RΑ</R><cPTΈȏl>QT`QX</cPTΈȏl><319,667>184</319,667><92,810>112</92,810><212,345>72</212,345><9,935>-</9,935><4,339>-</4,339><340,282>173</340,282><70,513>52</70,513><211,569>121</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="916"><R>RΑ</R><cPTΈȏl>RO`RS</cPTΈȏl><319,667>177</319,667><92,810>41</92,810><212,345>135</212,345><9,935>-</9,935><4,339>-</4,339><340,282>184</340,282><70,513>17</70,513><211,569>164</211,569><49,431>1</49,431><8,507>2</8,507></row>
<row _id="917"><R>RΑ</R><cPTΈȏl>RT`RX</cPTΈȏl><319,667>203</319,667><92,810>7</92,810><212,345>195</212,345><9,935>-</9,935><4,339>1</4,339><340,282>201</340,282><70,513>5</70,513><211,569>188</211,569><49,431>3</49,431><8,507>5</8,507></row>
<row _id="918"><R>RΑ</R><cPTΈȏl>SO`SS</cPTΈȏl><319,667>165</319,667><92,810>4</92,810><212,345>159</212,345><9,935>-</9,935><4,339>2</4,339><340,282>154</340,282><70,513>6</70,513><211,569>144</211,569><49,431>1</49,431><8,507>3</8,507></row>
<row _id="919"><R>RΑ</R><cPTΈȏl>ST`SX</cPTΈȏl><319,667>134</319,667><92,810>1</92,810><212,345>131</212,345><9,935>-</9,935><4,339>2</4,339><340,282>167</340,282><70,513>6</70,513><211,569>145</211,569><49,431>9</49,431><8,507>7</8,507></row>
<row _id="920"><R>RΑ</R><cPTΈȏl>TO`TS</cPTΈȏl><319,667>164</319,667><92,810>-</92,810><212,345>159</212,345><9,935>-</9,935><4,339>5</4,339><340,282>151</340,282><70,513>9</70,513><211,569>122</211,569><49,431>13</49,431><8,507>7</8,507></row>
<row _id="921"><R>RΑ</R><cPTΈȏl>TT`TX</cPTΈȏl><319,667>147</319,667><92,810>4</92,810><212,345>139</212,345><9,935>4</9,935><4,339>-</4,339><340,282>162</340,282><70,513>7</70,513><211,569>125</211,569><49,431>27</49,431><8,507>3</8,507></row>
<row _id="922"><R>RΑ</R><cPTΈȏl>UO`US</cPTΈȏl><319,667>93</319,667><92,810>1</92,810><212,345>88</212,345><9,935>4</9,935><4,339>-</4,339><340,282>119</340,282><70,513>4</70,513><211,569>93</211,569><49,431>21</49,431><8,507>1</8,507></row>
<row _id="923"><R>RΑ</R><cPTΈȏl>UT`UX</cPTΈȏl><319,667>71</319,667><92,810>1</92,810><212,345>66</212,345><9,935>4</9,935><4,339>-</4,339><340,282>84</340,282><70,513>4</70,513><211,569>53</211,569><49,431>26</49,431><8,507>-</8,507></row>
<row _id="924"><R>RΑ</R><cPTΈȏl>VO`VS</cPTΈȏl><319,667>65</319,667><92,810>-</92,810><212,345>59</212,345><9,935>6</9,935><4,339>-</4,339><340,282>81</340,282><70,513>4</70,513><211,569>38</211,569><49,431>39</49,431><8,507>-</8,507></row>
<row _id="925"><R>RΑ</R><cPTΈȏl>VT`VX</cPTΈȏl><319,667>35</319,667><92,810>-</92,810><212,345>25</212,345><9,935>10</9,935><4,339>-</4,339><340,282>42</340,282><70,513>-</70,513><211,569>20</211,569><49,431>22</49,431><8,507>-</8,507></row>
<row _id="926"><R>RΑ</R><cPTΈȏl>WO`WS</cPTΈȏl><319,667>17</319,667><92,810>-</92,810><212,345>12</212,345><9,935>5</9,935><4,339>-</4,339><340,282>36</340,282><70,513>-</70,513><211,569>2</211,569><49,431>33</49,431><8,507>1</8,507></row>
<row _id="927"><R>RΑ</R><cPTΈȏl>WTΈȏ</cPTΈȏl><319,667>5</319,667><92,810>-</92,810><212,345>2</212,345><9,935>3</9,935><4,339>-</4,339><340,282>17</340,282><70,513>-</70,513><211,569>-</211,569><49,431>16</49,431><8,507>1</8,507></row>
<row _id="928"><R>͌Β</R><cPTΈȏl>cPTΈȏl</cPTΈȏl><319,667>5,716</319,667><92,810>1,587</92,810><212,345>3,899</212,345><9,935>174</9,935><4,339>55</4,339><340,282>6,188</340,282><70,513>1,347</70,513><211,569>3,906</211,569><49,431>810</49,431><8,507>124</8,507></row>
<row _id="929"><R>͌Β</R><cPTΈȏl>PT`PX</cPTΈȏl><319,667>560</319,667><92,810>558</92,810><212,345>2</212,345><9,935>-</9,935><4,339>-</4,339><340,282>580</340,282><70,513>576</70,513><211,569>4</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="930"><R>͌Β</R><cPTΈȏl>QO`QS</cPTΈȏl><319,667>441</319,667><92,810>415</92,810><212,345>25</212,345><9,935>-</9,935><4,339>-</4,339><340,282>525</340,282><70,513>455</70,513><211,569>67</211,569><49,431>-</49,431><8,507>2</8,507></row>
<row _id="931"><R>͌Β</R><cPTΈȏl>QT`QX</cPTΈȏl><319,667>551</319,667><92,810>342</92,810><212,345>208</212,345><9,935>-</9,935><4,339>1</4,339><340,282>524</340,282><70,513>176</70,513><211,569>344</211,569><49,431>-</49,431><8,507>4</8,507></row>
<row _id="932"><R>͌Β</R><cPTΈȏl>RO`RS</cPTΈȏl><319,667>582</319,667><92,810>173</92,810><212,345>406</212,345><9,935>1</9,935><4,339>2</4,339><340,282>588</340,282><70,513>52</70,513><211,569>520</211,569><49,431>4</49,431><8,507>12</8,507></row>
<row _id="933"><R>͌Β</R><cPTΈȏl>RT`RX</cPTΈȏl><319,667>621</319,667><92,810>60</92,810><212,345>547</212,345><9,935>1</9,935><4,339>13</4,339><340,282>576</340,282><70,513>23</70,513><211,569>531</211,569><49,431>5</49,431><8,507>17</8,507></row>
<row _id="934"><R>͌Β</R><cPTΈȏl>SO`SS</cPTΈȏl><319,667>517</319,667><92,810>16</92,810><212,345>484</212,345><9,935>7</9,935><4,339>10</4,339><340,282>552</340,282><70,513>16</70,513><211,569>504</211,569><49,431>13</49,431><8,507>19</8,507></row>
<row _id="935"><R>͌Β</R><cPTΈȏl>ST`SX</cPTΈȏl><319,667>508</319,667><92,810>11</92,810><212,345>483</212,345><9,935>5</9,935><4,339>9</4,339><340,282>519</340,282><70,513>15</70,513><211,569>461</211,569><49,431>28</49,431><8,507>15</8,507></row>
<row _id="936"><R>͌Β</R><cPTΈȏl>TO`TS</cPTΈȏl><319,667>481</319,667><92,810>2</92,810><212,345>460</212,345><9,935>9</9,935><4,339>10</4,339><340,282>487</340,282><70,513>12</70,513><211,569>419</211,569><49,431>43</49,431><8,507>13</8,507></row>
<row _id="937"><R>͌Β</R><cPTΈȏl>TT`TX</cPTΈȏl><319,667>469</319,667><92,810>4</92,810><212,345>447</212,345><9,935>14</9,935><4,339>4</4,339><340,282>487</340,282><70,513>9</70,513><211,569>394</211,569><49,431>70</49,431><8,507>14</8,507></row>
<row _id="938"><R>͌Β</R><cPTΈȏl>UO`US</cPTΈȏl><319,667>300</319,667><92,810>1</92,810><212,345>281</212,345><9,935>17</9,935><4,339>1</4,339><340,282>392</340,282><70,513>4</70,513><211,569>264</211,569><49,431>109</49,431><8,507>15</8,507></row>
<row _id="939"><R>͌Β</R><cPTΈȏl>UT`UX</cPTΈȏl><319,667>244</319,667><92,810>3</92,810><212,345>220</212,345><9,935>17</9,935><4,339>4</4,339><340,282>323</340,282><70,513>6</70,513><211,569>186</211,569><49,431>127</49,431><8,507>4</8,507></row>
<row _id="940"><R>͌Β</R><cPTΈȏl>VO`VS</cPTΈȏl><319,667>196</319,667><92,810>1</92,810><212,345>161</212,345><9,935>34</9,935><4,339>-</4,339><340,282>256</340,282><70,513>2</70,513><211,569>124</211,569><49,431>122</49,431><8,507>8</8,507></row>
<row _id="941"><R>͌Β</R><cPTΈȏl>VT`VX</cPTΈȏl><319,667>135</319,667><92,810>1</92,810><212,345>112</212,345><9,935>21</9,935><4,339>1</4,339><340,282>179</340,282><70,513>1</70,513><211,569>61</211,569><49,431>117</49,431><8,507>-</8,507></row>
<row _id="942"><R>͌Β</R><cPTΈȏl>WO`WS</cPTΈȏl><319,667>77</319,667><92,810>-</92,810><212,345>46</212,345><9,935>31</9,935><4,339>-</4,339><340,282>141</340,282><70,513>-</70,513><211,569>23</211,569><49,431>118</49,431><8,507>-</8,507></row>
<row _id="943"><R>͌Β</R><cPTΈȏl>WTΈȏ</cPTΈȏl><319,667>34</319,667><92,810>-</92,810><212,345>17</212,345><9,935>17</9,935><4,339>-</4,339><340,282>59</340,282><70,513>-</70,513><211,569>4</211,569><49,431>54</49,431><8,507>1</8,507></row>
<row _id="944"><R>R</R><cPTΈȏl>cPTΈȏl</cPTΈȏl><319,667>785</319,667><92,810>210</92,810><212,345>553</212,345><9,935>21</9,935><4,339>1</4,339><340,282>889</340,282><70,513>213</70,513><211,569>551</211,569><49,431>118</49,431><8,507>7</8,507></row>
<row _id="945"><R>R</R><cPTΈȏl>PT`PX</cPTΈȏl><319,667>76</319,667><92,810>76</92,810><212,345>-</212,345><9,935>-</9,935><4,339>-</4,339><340,282>91</340,282><70,513>91</70,513><211,569>-</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="946"><R>R</R><cPTΈȏl>QO`QS</cPTΈȏl><319,667>43</319,667><92,810>43</92,810><212,345>-</212,345><9,935>-</9,935><4,339>-</4,339><340,282>84</340,282><70,513>76</70,513><211,569>8</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="947"><R>R</R><cPTΈȏl>QT`QX</cPTΈȏl><319,667>78</319,667><92,810>62</92,810><212,345>16</212,345><9,935>-</9,935><4,339>-</4,339><340,282>71</340,282><70,513>29</70,513><211,569>42</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="948"><R>R</R><cPTΈȏl>RO`RS</cPTΈȏl><319,667>80</319,667><92,810>19</92,810><212,345>61</212,345><9,935>-</9,935><4,339>-</4,339><340,282>95</340,282><70,513>9</70,513><211,569>86</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="949"><R>R</R><cPTΈȏl>RT`RX</cPTΈȏl><319,667>89</319,667><92,810>5</92,810><212,345>84</212,345><9,935>-</9,935><4,339>-</4,339><340,282>80</340,282><70,513>2</70,513><211,569>77</211,569><49,431>-</49,431><8,507>1</8,507></row>
<row _id="950"><R>R</R><cPTΈȏl>SO`SS</cPTΈȏl><319,667>75</319,667><92,810>2</92,810><212,345>72</212,345><9,935>-</9,935><4,339>1</4,339><340,282>73</340,282><70,513>2</70,513><211,569>70</211,569><49,431>1</49,431><8,507>-</8,507></row>
<row _id="951"><R>R</R><cPTΈȏl>ST`SX</cPTΈȏl><319,667>68</319,667><92,810>1</92,810><212,345>67</212,345><9,935>-</9,935><4,339>-</4,339><340,282>61</340,282><70,513>1</70,513><211,569>57</211,569><49,431>2</49,431><8,507>1</8,507></row>
<row _id="952"><R>R</R><cPTΈȏl>TO`TS</cPTΈȏl><319,667>71</319,667><92,810>1</92,810><212,345>69</212,345><9,935>1</9,935><4,339>-</4,339><340,282>66</340,282><70,513>-</70,513><211,569>59</211,569><49,431>6</49,431><8,507>1</8,507></row>
<row _id="953"><R>R</R><cPTΈȏl>TT`TX</cPTΈȏl><319,667>57</319,667><92,810>1</92,810><212,345>56</212,345><9,935>-</9,935><4,339>-</4,339><340,282>69</340,282><70,513>1</70,513><211,569>55</211,569><49,431>10</49,431><8,507>3</8,507></row>
<row _id="954"><R>R</R><cPTΈȏl>UO`US</cPTΈȏl><319,667>43</319,667><92,810>-</92,810><212,345>41</212,345><9,935>2</9,935><4,339>-</4,339><340,282>48</340,282><70,513>1</70,513><211,569>32</211,569><49,431>14</49,431><8,507>1</8,507></row>
<row _id="955"><R>R</R><cPTΈȏl>UT`UX</cPTΈȏl><319,667>36</319,667><92,810>-</92,810><212,345>33</212,345><9,935>3</9,935><4,339>-</4,339><340,282>47</340,282><70,513>1</70,513><211,569>32</211,569><49,431>14</49,431><8,507>-</8,507></row>
<row _id="956"><R>R</R><cPTΈȏl>VO`VS</cPTΈȏl><319,667>34</319,667><92,810>-</92,810><212,345>28</212,345><9,935>6</9,935><4,339>-</4,339><340,282>46</340,282><70,513>-</70,513><211,569>21</211,569><49,431>25</49,431><8,507>-</8,507></row>
<row _id="957"><R>R</R><cPTΈȏl>VT`VX</cPTΈȏl><319,667>18</319,667><92,810>-</92,810><212,345>15</212,345><9,935>3</9,935><4,339>-</4,339><340,282>23</340,282><70,513>-</70,513><211,569>7</211,569><49,431>16</49,431><8,507>-</8,507></row>
<row _id="958"><R>R</R><cPTΈȏl>WO`WS</cPTΈȏl><319,667>15</319,667><92,810>-</92,810><212,345>10</212,345><9,935>5</9,935><4,339>-</4,339><340,282>26</340,282><70,513>-</70,513><211,569>5</211,569><49,431>21</49,431><8,507>-</8,507></row>
<row _id="959"><R>R</R><cPTΈȏl>WTΈȏ</cPTΈȏl><319,667>2</319,667><92,810>-</92,810><212,345>1</212,345><9,935>1</9,935><4,339>-</4,339><340,282>9</340,282><70,513>-</70,513><211,569>-</211,569><49,431>9</49,431><8,507>-</8,507></row>
<row _id="960"><R>ac</R><cPTΈȏl>cPTΈȏl</cPTΈȏl><319,667>580</319,667><92,810>180</92,810><212,345>377</212,345><9,935>19</9,935><4,339>4</4,339><340,282>648</340,282><70,513>143</70,513><211,569>378</211,569><49,431>121</49,431><8,507>5</8,507></row>
<row _id="961"><R>ac</R><cPTΈȏl>PT`PX</cPTΈȏl><319,667>62</319,667><92,810>62</92,810><212,345>-</212,345><9,935>-</9,935><4,339>-</4,339><340,282>47</340,282><70,513>47</70,513><211,569>-</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="962"><R>ac</R><cPTΈȏl>QO`QS</cPTΈȏl><319,667>39</319,667><92,810>38</92,810><212,345>1</212,345><9,935>-</9,935><4,339>-</4,339><340,282>52</340,282><70,513>49</70,513><211,569>3</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="963"><R>ac</R><cPTΈȏl>QT`QX</cPTΈȏl><319,667>51</319,667><92,810>39</92,810><212,345>12</212,345><9,935>-</9,935><4,339>-</4,339><340,282>50</340,282><70,513>28</70,513><211,569>22</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="964"><R>ac</R><cPTΈȏl>RO`RS</cPTΈȏl><319,667>60</319,667><92,810>25</92,810><212,345>35</212,345><9,935>-</9,935><4,339>-</4,339><340,282>61</340,282><70,513>7</70,513><211,569>54</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="965"><R>ac</R><cPTΈȏl>RT`RX</cPTΈȏl><319,667>60</319,667><92,810>11</92,810><212,345>49</212,345><9,935>-</9,935><4,339>-</4,339><340,282>60</340,282><70,513>2</70,513><211,569>57</211,569><49,431>-</49,431><8,507>1</8,507></row>
<row _id="966"><R>ac</R><cPTΈȏl>SO`SS</cPTΈȏl><319,667>53</319,667><92,810>1</92,810><212,345>51</212,345><9,935>-</9,935><4,339>1</4,339><340,282>45</340,282><70,513>1</70,513><211,569>43</211,569><49,431>-</49,431><8,507>1</8,507></row>
<row _id="967"><R>ac</R><cPTΈȏl>ST`SX</cPTΈȏl><319,667>40</319,667><92,810>1</92,810><212,345>39</212,345><9,935>-</9,935><4,339>-</4,339><340,282>49</340,282><70,513>2</70,513><211,569>40</211,569><49,431>5</49,431><8,507>2</8,507></row>
<row _id="968"><R>ac</R><cPTΈȏl>TO`TS</cPTΈȏl><319,667>48</319,667><92,810>-</92,810><212,345>45</212,345><9,935>2</9,935><4,339>1</4,339><340,282>56</340,282><70,513>1</70,513><211,569>50</211,569><49,431>5</49,431><8,507>-</8,507></row>
<row _id="969"><R>ac</R><cPTΈȏl>TT`TX</cPTΈȏl><319,667>50</319,667><92,810>1</92,810><212,345>45</212,345><9,935>2</9,935><4,339>2</4,339><340,282>50</340,282><70,513>1</70,513><211,569>38</211,569><49,431>10</49,431><8,507>-</8,507></row>
<row _id="970"><R>ac</R><cPTΈȏl>UO`US</cPTΈȏl><319,667>39</319,667><92,810>1</92,810><212,345>38</212,345><9,935>-</9,935><4,339>-</4,339><340,282>40</340,282><70,513>3</70,513><211,569>25</211,569><49,431>11</49,431><8,507>1</8,507></row>
<row _id="971"><R>ac</R><cPTΈȏl>UT`UX</cPTΈȏl><319,667>26</319,667><92,810>1</92,810><212,345>22</212,345><9,935>3</9,935><4,339>-</4,339><340,282>47</340,282><70,513>1</70,513><211,569>24</211,569><49,431>22</49,431><8,507>-</8,507></row>
<row _id="972"><R>ac</R><cPTΈȏl>VO`VS</cPTΈȏl><319,667>21</319,667><92,810>-</92,810><212,345>15</212,345><9,935>6</9,935><4,339>-</4,339><340,282>31</340,282><70,513>-</70,513><211,569>12</211,569><49,431>19</49,431><8,507>-</8,507></row>
<row _id="973"><R>ac</R><cPTΈȏl>VT`VX</cPTΈȏl><319,667>18</319,667><92,810>-</92,810><212,345>17</212,345><9,935>1</9,935><4,339>-</4,339><340,282>30</340,282><70,513>1</70,513><211,569>6</211,569><49,431>23</49,431><8,507>-</8,507></row>
<row _id="974"><R>ac</R><cPTΈȏl>WO`WS</cPTΈȏl><319,667>6</319,667><92,810>-</92,810><212,345>4</212,345><9,935>2</9,935><4,339>-</4,339><340,282>17</340,282><70,513>-</70,513><211,569>3</211,569><49,431>14</49,431><8,507>-</8,507></row>
<row _id="975"><R>ac</R><cPTΈȏl>WTΈȏ</cPTΈȏl><319,667>7</319,667><92,810>-</92,810><212,345>4</212,345><9,935>3</9,935><4,339>-</4,339><340,282>13</340,282><70,513>-</70,513><211,569>1</211,569><49,431>12</49,431><8,507>-</8,507></row>
<row _id="976"><R></R><cPTΈȏl>cPTΈȏl</cPTΈȏl><319,667>1,020</319,667><92,810>334</92,810><212,345>653</212,345><9,935>28</9,935><4,339>5</4,339><340,282>952</340,282><70,513>172</70,513><211,569>612</211,569><49,431>161</49,431><8,507>7</8,507></row>
<row _id="977"><R></R><cPTΈȏl>PT`PX</cPTΈȏl><319,667>95</319,667><92,810>95</92,810><212,345>-</212,345><9,935>-</9,935><4,339>-</4,339><340,282>79</340,282><70,513>79</70,513><211,569>-</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="978"><R></R><cPTΈȏl>QO`QS</cPTΈȏl><319,667>92</319,667><92,810>90</92,810><212,345>2</212,345><9,935>-</9,935><4,339>-</4,339><340,282>65</340,282><70,513>56</70,513><211,569>9</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="979"><R></R><cPTΈȏl>QT`QX</cPTΈȏl><319,667>109</319,667><92,810>89</92,810><212,345>19</212,345><9,935>-</9,935><4,339>1</4,339><340,282>71</340,282><70,513>23</70,513><211,569>47</211,569><49,431>-</49,431><8,507>1</8,507></row>
<row _id="980"><R></R><cPTΈȏl>RO`RS</cPTΈȏl><319,667>106</319,667><92,810>43</92,810><212,345>62</212,345><9,935>-</9,935><4,339>1</4,339><340,282>77</340,282><70,513>6</70,513><211,569>69</211,569><49,431>1</49,431><8,507>1</8,507></row>
<row _id="981"><R></R><cPTΈȏl>RT`RX</cPTΈȏl><319,667>105</319,667><92,810>14</92,810><212,345>89</212,345><9,935>-</9,935><4,339>2</4,339><340,282>87</340,282><70,513>4</70,513><211,569>83</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="982"><R></R><cPTΈȏl>SO`SS</cPTΈȏl><319,667>89</319,667><92,810>2</92,810><212,345>86</212,345><9,935>-</9,935><4,339>1</4,339><340,282>82</340,282><70,513>-</70,513><211,569>79</211,569><49,431>2</49,431><8,507>1</8,507></row>
<row _id="983"><R></R><cPTΈȏl>ST`SX</cPTΈȏl><319,667>73</319,667><92,810>-</92,810><212,345>73</212,345><9,935>-</9,935><4,339>-</4,339><340,282>69</340,282><70,513>1</70,513><211,569>65</211,569><49,431>3</49,431><8,507>-</8,507></row>
<row _id="984"><R></R><cPTΈȏl>TO`TS</cPTΈȏl><319,667>82</319,667><92,810>-</92,810><212,345>81</212,345><9,935>1</9,935><4,339>-</4,339><340,282>67</340,282><70,513>-</70,513><211,569>64</211,569><49,431>2</49,431><8,507>1</8,507></row>
<row _id="985"><R></R><cPTΈȏl>TT`TX</cPTΈȏl><319,667>70</319,667><92,810>-</92,810><212,345>68</212,345><9,935>2</9,935><4,339>-</4,339><340,282>64</340,282><70,513>2</70,513><211,569>54</211,569><49,431>7</49,431><8,507>1</8,507></row>
<row _id="986"><R></R><cPTΈȏl>UO`US</cPTΈȏl><319,667>50</319,667><92,810>1</92,810><212,345>48</212,345><9,935>1</9,935><4,339>-</4,339><340,282>69</340,282><70,513>1</70,513><211,569>50</211,569><49,431>16</49,431><8,507>2</8,507></row>
<row _id="987"><R></R><cPTΈȏl>UT`UX</cPTΈȏl><319,667>51</319,667><92,810>-</92,810><212,345>46</212,345><9,935>5</9,935><4,339>-</4,339><340,282>60</340,282><70,513>-</70,513><211,569>41</211,569><49,431>19</49,431><8,507>-</8,507></row>
<row _id="988"><R></R><cPTΈȏl>VO`VS</cPTΈȏl><319,667>52</319,667><92,810>-</92,810><212,345>46</212,345><9,935>6</9,935><4,339>-</4,339><340,282>60</340,282><70,513>-</70,513><211,569>31</211,569><49,431>29</49,431><8,507>-</8,507></row>
<row _id="989"><R></R><cPTΈȏl>VT`VX</cPTΈȏl><319,667>30</319,667><92,810>-</92,810><212,345>20</212,345><9,935>10</9,935><4,339>-</4,339><340,282>41</340,282><70,513>-</70,513><211,569>13</211,569><49,431>28</49,431><8,507>-</8,507></row>
<row _id="990"><R></R><cPTΈȏl>WO`WS</cPTΈȏl><319,667>14</319,667><92,810>-</92,810><212,345>12</212,345><9,935>2</9,935><4,339>-</4,339><340,282>36</340,282><70,513>-</70,513><211,569>4</211,569><49,431>32</49,431><8,507>-</8,507></row>
<row _id="991"><R></R><cPTΈȏl>WTΈȏ</cPTΈȏl><319,667>2</319,667><92,810>-</92,810><212,345>1</212,345><9,935>1</9,935><4,339>-</4,339><340,282>25</340,282><70,513>-</70,513><211,569>3</211,569><49,431>22</49,431><8,507>-</8,507></row>
<row _id="992"><R>쌴</R><cPTΈȏl>cPTΈȏl</cPTΈȏl><319,667>9,924</319,667><92,810>3,262</92,810><212,345>6,160</212,345><9,935>382</9,935><4,339>117</4,339><340,282>10,266</340,282><70,513>2,431</70,513><211,569>6,153</211,569><49,431>1,503</49,431><8,507>179</8,507></row>
<row _id="993"><R>쌴</R><cPTΈȏl>PT`PX</cPTΈȏl><319,667>1,025</319,667><92,810>1,023</92,810><212,345>1</212,345><9,935>-</9,935><4,339>-</4,339><340,282>959</340,282><70,513>954</70,513><211,569>5</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="994"><R>쌴</R><cPTΈȏl>QO`QS</cPTΈȏl><319,667>847</319,667><92,810>793</92,810><212,345>51</212,345><9,935>1</9,935><4,339>1</4,339><340,282>870</340,282><70,513>740</70,513><211,569>127</211,569><49,431>3</49,431><8,507>-</8,507></row>
<row _id="995"><R>쌴</R><cPTΈȏl>QT`QX</cPTΈȏl><319,667>795</319,667><92,810>584</92,810><212,345>209</212,345><9,935>-</9,935><4,339>1</4,339><340,282>716</340,282><70,513>297</70,513><211,569>410</211,569><49,431>-</49,431><8,507>9</8,507></row>
<row _id="996"><R>쌴</R><cPTΈȏl>RO`RS</cPTΈȏl><319,667>923</319,667><92,810>365</92,810><212,345>543</212,345><9,935>-</9,935><4,339>15</4,339><340,282>850</340,282><70,513>125</70,513><211,569>714</211,569><49,431>1</49,431><8,507>10</8,507></row>
<row _id="997"><R>쌴</R><cPTΈȏl>RT`RX</cPTΈȏl><319,667>1,019</319,667><92,810>220</92,810><212,345>785</212,345><9,935>2</9,935><4,339>12</4,339><340,282>882</340,282><70,513>61</70,513><211,569>801</211,569><49,431>6</49,431><8,507>14</8,507></row>
<row _id="998"><R>쌴</R><cPTΈȏl>SO`SS</cPTΈȏl><319,667>864</319,667><92,810>102</92,810><212,345>733</212,345><9,935>9</9,935><4,339>20</4,339><340,282>806</340,282><70,513>34</70,513><211,569>720</211,569><49,431>22</49,431><8,507>30</8,507></row>
<row _id="999"><R>쌴</R><cPTΈȏl>ST`SX</cPTΈȏl><319,667>822</319,667><92,810>54</92,810><212,345>740</212,345><9,935>15</9,935><4,339>13</4,339><340,282>803</340,282><70,513>47</70,513><211,569>693</211,569><49,431>39</49,431><8,507>24</8,507></row>
<row _id="1000"><R>쌴</R><cPTΈȏl>TO`TS</cPTΈȏl><319,667>813</319,667><92,810>46</92,810><212,345>736</212,345><9,935>15</9,935><4,339>16</4,339><340,282>857</340,282><70,513>43</70,513><211,569>731</211,569><49,431>65</49,431><8,507>18</8,507></row>
<row _id="1001"><R>쌴</R><cPTΈȏl>TT`TX</cPTΈȏl><319,667>814</319,667><92,810>30</92,810><212,345>741</212,345><9,935>31</9,935><4,339>12</4,339><340,282>829</340,282><70,513>37</70,513><211,569>661</211,569><49,431>109</49,431><8,507>22</8,507></row>
<row _id="1002"><R>쌴</R><cPTΈȏl>UO`US</cPTΈȏl><319,667>677</319,667><92,810>26</92,810><212,345>610</212,345><9,935>32</9,935><4,339>9</4,339><340,282>790</340,282><70,513>40</70,513><211,569>550</211,569><49,431>183</49,431><8,507>17</8,507></row>
<row _id="1003"><R>쌴</R><cPTΈȏl>UT`UX</cPTΈȏl><319,667>465</319,667><92,810>9</92,810><212,345>408</212,345><9,935>43</9,935><4,339>5</4,339><340,282>638</340,282><70,513>19</70,513><211,569>368</211,569><49,431>233</49,431><8,507>18</8,507></row>
<row _id="1004"><R>쌴</R><cPTΈȏl>VO`VS</cPTΈȏl><319,667>361</319,667><92,810>4</92,810><212,345>301</212,345><9,935>52</9,935><4,339>4</4,339><340,282>509</340,282><70,513>18</70,513><211,569>212</211,569><49,431>271</49,431><8,507>8</8,507></row>
<row _id="1005"><R>쌴</R><cPTΈȏl>VT`VX</cPTΈȏl><319,667>260</319,667><92,810>4</92,810><212,345>178</212,345><9,935>72</9,935><4,339>6</4,339><340,282>362</340,282><70,513>11</70,513><211,569>109</211,569><49,431>235</49,431><8,507>7</8,507></row>
<row _id="1006"><R>쌴</R><cPTΈȏl>WO`WS</cPTΈȏl><319,667>166</319,667><92,810>2</92,810><212,345>95</212,345><9,935>67</9,935><4,339>2</4,339><340,282>246</340,282><70,513>4</70,513><211,569>42</211,569><49,431>199</49,431><8,507>1</8,507></row>
<row _id="1007"><R>쌴</R><cPTΈȏl>WTΈȏ</cPTΈȏl><319,667>73</319,667><92,810>-</92,810><212,345>29</212,345><9,935>43</9,935><4,339>1</4,339><340,282>149</340,282><70,513>1</70,513><211,569>10</211,569><49,431>137</49,431><8,507>1</8,507></row>
<row _id="1008"><R /><cPTΈȏl>cPTΈȏl</cPTΈȏl><319,667>484</319,667><92,810>93</92,810><212,345>366</212,345><9,935>22</9,935><4,339>3</4,339><340,282>512</340,282><70,513>42</70,513><211,569>360</211,569><49,431>105</49,431><8,507>5</8,507></row>
<row _id="1009"><R /><cPTΈȏl>PT`PX</cPTΈȏl><319,667>28</319,667><92,810>28</92,810><212,345>-</212,345><9,935>-</9,935><4,339>-</4,339><340,282>24</340,282><70,513>23</70,513><211,569>1</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="1010"><R /><cPTΈȏl>QO`QS</cPTΈȏl><319,667>16</319,667><92,810>15</92,810><212,345>1</212,345><9,935>-</9,935><4,339>-</4,339><340,282>10</340,282><70,513>7</70,513><211,569>3</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="1011"><R /><cPTΈȏl>QT`QX</cPTΈȏl><319,667>31</319,667><92,810>16</92,810><212,345>15</212,345><9,935>-</9,935><4,339>-</4,339><340,282>25</340,282><70,513>4</70,513><211,569>21</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="1012"><R /><cPTΈȏl>RO`RS</cPTΈȏl><319,667>35</319,667><92,810>17</92,810><212,345>18</212,345><9,935>-</9,935><4,339>-</4,339><340,282>33</340,282><70,513>1</70,513><211,569>32</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="1013"><R /><cPTΈȏl>RT`RX</cPTΈȏl><319,667>53</319,667><92,810>12</92,810><212,345>39</212,345><9,935>-</9,935><4,339>2</4,339><340,282>30</340,282><70,513>-</70,513><211,569>29</211,569><49,431>1</49,431><8,507>-</8,507></row>
<row _id="1014"><R /><cPTΈȏl>SO`SS</cPTΈȏl><319,667>25</319,667><92,810>3</92,810><212,345>22</212,345><9,935>-</9,935><4,339>-</4,339><340,282>36</340,282><70,513>1</70,513><211,569>33</211,569><49,431>1</49,431><8,507>1</8,507></row>
<row _id="1015"><R /><cPTΈȏl>ST`SX</cPTΈȏl><319,667>47</319,667><92,810>1</92,810><212,345>45</212,345><9,935>1</9,935><4,339>-</4,339><340,282>51</340,282><70,513>2</70,513><211,569>47</211,569><49,431>-</49,431><8,507>2</8,507></row>
<row _id="1016"><R /><cPTΈȏl>TO`TS</cPTΈȏl><319,667>50</319,667><92,810>1</92,810><212,345>48</212,345><9,935>1</9,935><4,339>-</4,339><340,282>55</340,282><70,513>1</70,513><211,569>47</211,569><49,431>7</49,431><8,507>-</8,507></row>
<row _id="1017"><R /><cPTΈȏl>TT`TX</cPTΈȏl><319,667>57</319,667><92,810>-</92,810><212,345>55</212,345><9,935>2</9,935><4,339>-</4,339><340,282>57</340,282><70,513>-</70,513><211,569>52</211,569><49,431>5</49,431><8,507>-</8,507></row>
<row _id="1018"><R /><cPTΈȏl>UO`US</cPTΈȏl><319,667>47</319,667><92,810>-</92,810><212,345>44</212,345><9,935>2</9,935><4,339>1</4,339><340,282>58</340,282><70,513>1</70,513><211,569>43</211,569><49,431>12</49,431><8,507>2</8,507></row>
<row _id="1019"><R /><cPTΈȏl>UT`UX</cPTΈȏl><319,667>33</319,667><92,810>-</92,810><212,345>32</212,345><9,935>1</9,935><4,339>-</4,339><340,282>46</340,282><70,513>1</70,513><211,569>27</211,569><49,431>18</49,431><8,507>-</8,507></row>
<row _id="1020"><R /><cPTΈȏl>VO`VS</cPTΈȏl><319,667>28</319,667><92,810>-</92,810><212,345>25</212,345><9,935>3</9,935><4,339>-</4,339><340,282>34</340,282><70,513>-</70,513><211,569>17</211,569><49,431>17</49,431><8,507>-</8,507></row>
<row _id="1021"><R /><cPTΈȏl>VT`VX</cPTΈȏl><319,667>18</319,667><92,810>-</92,810><212,345>14</212,345><9,935>4</9,935><4,339>-</4,339><340,282>25</340,282><70,513>-</70,513><211,569>6</211,569><49,431>19</49,431><8,507>-</8,507></row>
<row _id="1022"><R /><cPTΈȏl>WO`WS</cPTΈȏl><319,667>8</319,667><92,810>-</92,810><212,345>5</212,345><9,935>3</9,935><4,339>-</4,339><340,282>22</340,282><70,513>1</70,513><211,569>2</211,569><49,431>19</49,431><8,507>-</8,507></row>
<row _id="1023"><R /><cPTΈȏl>WTΈȏ</cPTΈȏl><319,667>8</319,667><92,810>-</92,810><212,345>3</212,345><9,935>5</9,935><4,339>-</4,339><340,282>6</340,282><70,513>-</70,513><211,569>-</211,569><49,431>6</49,431><8,507>-</8,507></row>
<row _id="1024"><R>OgR</R><cPTΈȏl>cPTΈȏl</cPTΈȏl><319,667>501</319,667><92,810>115</92,810><212,345>358</212,345><9,935>25</9,935><4,339>2</4,339><340,282>494</340,282><70,513>53</70,513><211,569>340</211,569><49,431>94</49,431><8,507>6</8,507></row>
<row _id="1025"><R>OgR</R><cPTΈȏl>PT`PX</cPTΈȏl><319,667>14</319,667><92,810>14</92,810><212,345>-</212,345><9,935>-</9,935><4,339>-</4,339><340,282>13</340,282><70,513>13</70,513><211,569>-</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="1026"><R>OgR</R><cPTΈȏl>QO`QS</cPTΈȏl><319,667>35</319,667><92,810>35</92,810><212,345>-</212,345><9,935>-</9,935><4,339>-</4,339><340,282>16</340,282><70,513>14</70,513><211,569>2</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="1027"><R>OgR</R><cPTΈȏl>QT`QX</cPTΈȏl><319,667>29</319,667><92,810>22</92,810><212,345>7</212,345><9,935>-</9,935><4,339>-</4,339><340,282>31</340,282><70,513>13</70,513><211,569>17</211,569><49,431>-</49,431><8,507>1</8,507></row>
<row _id="1028"><R>OgR</R><cPTΈȏl>RO`RS</cPTΈȏl><319,667>43</319,667><92,810>21</92,810><212,345>20</212,345><9,935>-</9,935><4,339>2</4,339><340,282>22</340,282><70,513>1</70,513><211,569>20</211,569><49,431>1</49,431><8,507>-</8,507></row>
<row _id="1029"><R>OgR</R><cPTΈȏl>RT`RX</cPTΈȏl><319,667>33</319,667><92,810>10</92,810><212,345>21</212,345><9,935>1</9,935><4,339>-</4,339><340,282>31</340,282><70,513>2</70,513><211,569>26</211,569><49,431>-</49,431><8,507>3</8,507></row>
<row _id="1030"><R>OgR</R><cPTΈȏl>SO`SS</cPTΈȏl><319,667>21</319,667><92,810>4</92,810><212,345>17</212,345><9,935>-</9,935><4,339>-</4,339><340,282>32</340,282><70,513>-</70,513><211,569>32</211,569><49,431>-</49,431><8,507>-</8,507></row>
<row _id="1031"><R>OgR</R><cPTΈȏl>ST`SX</cPTΈȏl><319,667>52</319,667><92,810>1</92,810><212,345>50</212,345><9,935>1</9,935><4,339>-</4,339><340,282>43</340,282><70,513>1</70,513><211,569>40</211,569><49,431>2</49,431><8,507>-</8,507></row>
<row _id="1032"><R>OgR</R><cPTΈȏl>TO`TS</cPTΈȏl><319,667>55</319,667><92,810>3</92,810><212,345>52</212,345><9,935>-</9,935><4,339>-</4,339><340,282>70</340,282><70,513>-</70,513><211,569>61</211,569><49,431>8</49,431><8,507>1</8,507></row>
<row _id="1033"><R>OgR</R><cPTΈȏl>TT`TX</cPTΈȏl><319,667>74</319,667><92,810>2</92,810><212,345>69</212,345><9,935>3</9,935><4,339>-</4,339><340,282>72</340,282><70,513>-</70,513><211,569>59</211,569><49,431>13</49,431><8,507>-</8,507></row>
<row _id="1034"><R>OgR</R><cPTΈȏl>UO`US</cPTΈȏl><319,667>46</319,667><92,810>-</92,810><212,345>46</212,345><9,935>-</9,935><4,339>-</4,339><340,282>50</340,282><70,513>1</70,513><211,569>43</211,569><49,431>5</49,431><8,507>-</8,507></row>
<row _id="1035"><R>OgR</R><cPTΈȏl>UT`UX</cPTΈȏl><319,667>42</319,667><92,810>1</92,810><212,345>36</212,345><9,935>5</9,935><4,339>-</4,339><340,282>35</340,282><70,513>1</70,513><211,569>16</211,569><49,431>18</49,431><8,507>-</8,507></row>
<row _id="1036"><R>OgR</R><cPTΈȏl>VO`VS</cPTΈȏl><319,667>29</319,667><92,810>1</92,810><212,345>24</212,345><9,935>4</9,935><4,339>-</4,339><340,282>36</340,282><70,513>2</70,513><211,569>18</211,569><49,431>15</49,431><8,507>1</8,507></row>
<row _id="1037"><R>OgR</R><cPTΈȏl>VT`VX</cPTΈȏl><319,667>14</319,667><92,810>1</92,810><212,345>8</212,345><9,935>5</9,935><4,339>-</4,339><340,282>22</340,282><70,513>3</70,513><211,569>4</211,569><49,431>15</49,431><8,507>-</8,507></row>
<row _id="1038"><R>OgR</R><cPTΈȏl>WO`WS</cPTΈȏl><319,667>7</319,667><92,810>-</92,810><212,345>4</212,345><9,935>3</9,935><4,339>-</4,339><340,282>16</340,282><70,513>2</70,513><211,569>2</211,569><49,431>12</49,431><8,507>-</8,507></row>
<row _id="1039"><R>OgR</R><cPTΈȏl>WTΈȏ</cPTΈȏl><319,667>7</319,667><92,810>-</92,810><212,345>4</212,345><9,935>3</9,935><4,339>-</4,339><340,282>5</340,282><70,513>-</70,513><211,569>-</211,569><49,431>5</49,431><8,507>-</8,507></row>
</data>
