htsworkflow/pipelines/test/testdata/AA01CCABXX_BustardSummary.xml

   1 <?xml version="1.0" ?>
   2 <?xml-stylesheet type="text/xsl"
   3         href="BustardSummary.xsl" ?>
   4
   5 <BustardSummary>
   6   <ChipResultsSummary>
   7     <clusterCountPF>594320144</clusterCountPF>
   8     <clusterCountRaw>662051544</clusterCountRaw>
   9     <yield>118864028800</yield>
  10   </ChipResultsSummary>
  11   <ChipSummary>
  12     <ChipID>unknown</ChipID>
  13     <Machine>SN787</Machine>
  14     <RunFolder>110420_SN787_0069_AB08VPABXX</RunFolder>
  15   </ChipSummary>
  16   <Date>Mon May  2 20:55:19 2011</Date>
  17   <ExpandedLaneSummary>
  18     <Read>
  19       <Lane>
  20         <clusterCountRaw>
  21           <mean>1073893.31</mean>
  22           <stdev>146344.44</stdev>
  23           <sumsq>37567816619208.00</sumsq>
  24         </clusterCountRaw>
  25         <laneNumber>1</laneNumber>
  26         <percentClustersPF>
  27           <mean>96.88</mean>
  28           <stdev>0.16</stdev>
  29           <sumsq>300338.93</sumsq>
  30         </percentClustersPF>
  31         <phasingApplied>0.2354</phasingApplied>
  32         <prephasingApplied>0.2870</prephasingApplied>
  33         <signalAverage1to3>
  34           <mean>1045.55</mean>
  35           <stdev>47.80</stdev>
  36           <sumsq>35052217.50</sumsq>
  37         </signalAverage1to3>
  38         <signalAverage2to4>
  39           <mean>1025.75</mean>
  40           <stdev>47.60</stdev>
  41           <sumsq>33739414.75</sumsq>
  42         </signalAverage2to4>
  43         <signalLoss10to20>
  44           <mean>0.17</mean>
  45           <stdev>0.05</stdev>
  46           <sumsq>1.04</sumsq>
  47         </signalLoss10to20>
  48         <signalLoss2to10>
  49           <mean>0.26</mean>
  50           <stdev>0.09</stdev>
  51           <sumsq>2.45</sumsq>
  52         </signalLoss2to10>
  53       </Lane>
  54       <Lane>
  55         <clusterCountRaw>
  56           <mean>1671038.81</mean>
  57           <stdev>167728.26</stdev>
  58           <sumsq>90227978614014.00</sumsq>
  59         </clusterCountRaw>
  60         <laneNumber>2</laneNumber>
  61         <percentClustersPF>
  62           <mean>96.41</mean>
  63           <stdev>0.45</stdev>
  64           <sumsq>297459.59</sumsq>
  65         </percentClustersPF>
  66         <phasingApplied>0.2354</phasingApplied>
  67         <prephasingApplied>0.2870</prephasingApplied>
  68         <signalAverage1to3>
  69           <mean>974.57</mean>
  70           <stdev>43.88</stdev>
  71           <sumsq>30452895.49</sumsq>
  72         </signalAverage1to3>
  73         <signalAverage2to4>
  74           <mean>953.77</mean>
  75           <stdev>45.23</stdev>
  76           <sumsq>29173172.27</sumsq>
  77         </signalAverage2to4>
  78         <signalLoss10to20>
  79           <mean>0.27</mean>
  80           <stdev>0.05</stdev>
  81           <sumsq>2.36</sumsq>
  82         </signalLoss10to20>
  83         <signalLoss2to10>
  84           <mean>0.23</mean>
  85           <stdev>0.07</stdev>
  86           <sumsq>1.85</sumsq>
  87         </signalLoss2to10>
  88       </Lane>
  89       <Lane>
  90         <clusterCountRaw>
  91           <mean>5778484.41</mean>
  92           <stdev>83123.65</stdev>
  93           <sumsq>1068722420839341.00</sumsq>
  94         </clusterCountRaw>
  95         <laneNumber>3</laneNumber>
  96         <percentClustersPF>
  97           <mean>76.66</mean>
  98           <stdev>4.71</stdev>
  99           <sumsq>188753.87</sumsq>
 100         </percentClustersPF>
 101         <phasingApplied>0.2354</phasingApplied>
 102         <prephasingApplied>0.2870</prephasingApplied>
 103         <signalAverage1to3>
 104           <mean>929.84</mean>
 105           <stdev>43.75</stdev>
 106           <sumsq>27726548.40</sumsq>
 107         </signalAverage1to3>
 108         <signalAverage2to4>
 109           <mean>913.97</mean>
 110           <stdev>45.34</stdev>
 111           <sumsq>26794460.61</sumsq>
 112         </signalAverage2to4>
 113         <signalLoss10to20>
 114           <mean>0.46</mean>
 115           <stdev>0.04</stdev>
 116           <sumsq>6.74</sumsq>
 117         </signalLoss10to20>
 118         <signalLoss2to10>
 119           <mean>0.34</mean>
 120           <stdev>0.08</stdev>
 121           <sumsq>3.79</sumsq>
 122         </signalLoss2to10>
 123       </Lane>
 124       <Lane>
 125         <clusterCountRaw>
 126           <mean>2411032.25</mean>
 127           <stdev>290873.70</stdev>
 128           <sumsq>188641281062142.00</sumsq>
 129         </clusterCountRaw>
 130         <laneNumber>4</laneNumber>
 131         <percentClustersPF>
 132           <mean>95.04</mean>
 133           <stdev>0.75</stdev>
 134           <sumsq>289075.35</sumsq>
 135         </percentClustersPF>
 136         <phasingApplied>0.2354</phasingApplied>
 137         <prephasingApplied>0.2870</prephasingApplied>
 138         <signalAverage1to3>
 139           <mean>978.54</mean>
 140           <stdev>45.44</stdev>
 141           <sumsq>30705498.87</sumsq>
 142         </signalAverage1to3>
 143         <signalAverage2to4>
 144           <mean>960.41</mean>
 145           <stdev>44.98</stdev>
 146           <sumsq>29579220.82</sumsq>
 147         </signalAverage2to4>
 148         <signalLoss10to20>
 149           <mean>0.23</mean>
 150           <stdev>0.04</stdev>
 151           <sumsq>1.74</sumsq>
 152         </signalLoss10to20>
 153         <signalLoss2to10>
 154           <mean>0.27</mean>
 155           <stdev>0.10</stdev>
 156           <sumsq>2.67</sumsq>
 157         </signalLoss2to10>
 158       </Lane>
 159       <Lane>
 160         <clusterCountRaw>
 161           <mean>2197555.25</mean>
 162           <stdev>294381.84</stdev>
 163           <sumsq>157222451154106.00</sumsq>
 164         </clusterCountRaw>
 165         <laneNumber>5</laneNumber>
 166         <percentClustersPF>
 167           <mean>96.29</mean>
 168           <stdev>0.58</stdev>
 169           <sumsq>296680.59</sumsq>
 170         </percentClustersPF>
 171         <phasingApplied>0.2354</phasingApplied>
 172         <prephasingApplied>0.2870</prephasingApplied>
 173         <signalAverage1to3>
 174           <mean>1044.84</mean>
 175           <stdev>31.63</stdev>
 176           <sumsq>34964809.25</sumsq>
 177         </signalAverage1to3>
 178         <signalAverage2to4>
 179           <mean>1021.84</mean>
 180           <stdev>31.60</stdev>
 181           <sumsq>33444293.63</sumsq>
 182         </signalAverage2to4>
 183         <signalLoss10to20>
 184           <mean>0.31</mean>
 185           <stdev>0.07</stdev>
 186           <sumsq>3.23</sumsq>
 187         </signalLoss10to20>
 188         <signalLoss2to10>
 189           <mean>0.10</mean>
 190           <stdev>0.09</stdev>
 191           <sumsq>0.61</sumsq>
 192         </signalLoss2to10>
 193       </Lane>
 194       <Lane>
 195         <clusterCountRaw>
 196           <mean>2725097.16</mean>
 197           <stdev>333725.00</stdev>
 198           <sumsq>241089487993723.00</sumsq>
 199         </clusterCountRaw>
 200         <laneNumber>6</laneNumber>
 201         <percentClustersPF>
 202           <mean>95.41</mean>
 203           <stdev>0.73</stdev>
 204           <sumsq>291305.57</sumsq>
 205         </percentClustersPF>
 206         <phasingApplied>0.2354</phasingApplied>
 207         <prephasingApplied>0.2870</prephasingApplied>
 208         <signalAverage1to3>
 209           <mean>1015.69</mean>
 210           <stdev>53.12</stdev>
 211           <sumsq>33099771.29</sumsq>
 212         </signalAverage1to3>
 213         <signalAverage2to4>
 214           <mean>992.58</mean>
 215           <stdev>54.76</stdev>
 216           <sumsq>31619922.57</sumsq>
 217         </signalAverage2to4>
 218         <signalLoss10to20>
 219           <mean>0.28</mean>
 220           <stdev>0.09</stdev>
 221           <sumsq>2.78</sumsq>
 222         </signalLoss10to20>
 223         <signalLoss2to10>
 224           <mean>-0.13</mean>
 225           <stdev>0.17</stdev>
 226           <sumsq>1.37</sumsq>
 227         </signalLoss2to10>
 228       </Lane>
 229       <Lane>
 230         <clusterCountRaw>
 231           <mean>2549849.59</mean>
 232           <stdev>313056.78</stdev>
 233           <sumsq>211093595466453.00</sumsq>
 234         </clusterCountRaw>
 235         <laneNumber>7</laneNumber>
 236         <percentClustersPF>
 237           <mean>89.92</mean>
 238           <stdev>2.96</stdev>
 239           <sumsq>258982.96</sumsq>
 240         </percentClustersPF>
 241         <phasingApplied>0.2354</phasingApplied>
 242         <prephasingApplied>0.2870</prephasingApplied>
 243         <signalAverage1to3>
 244           <mean>675.91</mean>
 245           <stdev>34.32</stdev>
 246           <sumsq>14655707.65</sumsq>
 247         </signalAverage1to3>
 248         <signalAverage2to4>
 249           <mean>988.56</mean>
 250           <stdev>48.24</stdev>
 251           <sumsq>31343972.95</sumsq>
 252         </signalAverage2to4>
 253         <signalLoss10to20>
 254           <mean>0.27</mean>
 255           <stdev>0.06</stdev>
 256           <sumsq>2.45</sumsq>
 257         </signalLoss10to20>
 258         <signalLoss2to10>
 259           <mean>0.08</mean>
 260           <stdev>0.07</stdev>
 261           <sumsq>0.35</sumsq>
 262         </signalLoss2to10>
 263       </Lane>
 264       <Lane>
 265         <clusterCountRaw>
 266           <mean>2282159.97</mean>
 267           <stdev>232709.08</stdev>
 268           <sumsq>168342890915935.00</sumsq>
 269         </clusterCountRaw>
 270         <laneNumber>8</laneNumber>
 271         <percentClustersPF>
 272           <mean>96.46</mean>
 273           <stdev>0.42</stdev>
 274           <sumsq>297742.71</sumsq>
 275         </percentClustersPF>
 276         <phasingApplied>0.2354</phasingApplied>
 277         <prephasingApplied>0.2870</prephasingApplied>
 278         <signalAverage1to3>
 279           <mean>916.74</mean>
 280           <stdev>46.49</stdev>
 281           <sumsq>26960107.92</sumsq>
 282         </signalAverage1to3>
 283         <signalAverage2to4>
 284           <mean>901.10</mean>
 285           <stdev>45.66</stdev>
 286           <sumsq>26047798.94</sumsq>
 287         </signalAverage2to4>
 288         <signalLoss10to20>
 289           <mean>0.30</mean>
 290           <stdev>0.04</stdev>
 291           <sumsq>2.91</sumsq>
 292         </signalLoss10to20>
 293         <signalLoss2to10>
 294           <mean>0.12</mean>
 295           <stdev>0.08</stdev>
 296           <sumsq>0.66</sumsq>
 297         </signalLoss2to10>
 298       </Lane>
 299       <readNumber>1</readNumber>
 300     </Read>
 301     <Read>
 302       <Lane>
 303         <clusterCountRaw>
 304           <mean>1073893.31</mean>
 305           <stdev>146344.44</stdev>
 306           <sumsq>37567816619208.00</sumsq>
 307         </clusterCountRaw>
 308         <laneNumber>1</laneNumber>
 309         <percentClustersPF>
 310           <mean>96.88</mean>
 311           <stdev>0.16</stdev>
 312           <sumsq>300338.93</sumsq>
 313         </percentClustersPF>
 314         <phasingApplied>0.4096</phasingApplied>
 315         <prephasingApplied>0.2768</prephasingApplied>
 316         <signalAverage1to3>
 317           <mean>929.57</mean>
 318           <stdev>43.41</stdev>
 319           <sumsq>27709833.43</sumsq>
 320         </signalAverage1to3>
 321         <signalAverage2to4>
 322           <mean>900.99</mean>
 323           <stdev>42.45</stdev>
 324           <sumsq>26032830.62</sumsq>
 325         </signalAverage2to4>
 326         <signalLoss10to20>
 327           <mean>0.17</mean>
 328           <stdev>0.05</stdev>
 329           <sumsq>1.04</sumsq>
 330         </signalLoss10to20>
 331         <signalLoss2to10>
 332           <mean>0.26</mean>
 333           <stdev>0.09</stdev>
 334           <sumsq>2.45</sumsq>
 335         </signalLoss2to10>
 336       </Lane>
 337       <Lane>
 338         <clusterCountRaw>
 339           <mean>1671038.81</mean>
 340           <stdev>167728.26</stdev>
 341           <sumsq>90227978614014.00</sumsq>
 342         </clusterCountRaw>
 343         <laneNumber>2</laneNumber>
 344         <percentClustersPF>
 345           <mean>96.41</mean>
 346           <stdev>0.45</stdev>
 347           <sumsq>297459.59</sumsq>
 348         </percentClustersPF>
 349         <phasingApplied>0.4096</phasingApplied>
 350         <prephasingApplied>0.2768</prephasingApplied>
 351         <signalAverage1to3>
 352           <mean>878.10</mean>
 353           <stdev>36.19</stdev>
 354           <sumsq>24714414.42</sumsq>
 355         </signalAverage1to3>
 356         <signalAverage2to4>
 357           <mean>852.09</mean>
 358           <stdev>35.85</stdev>
 359           <sumsq>23273933.92</sumsq>
 360         </signalAverage2to4>
 361         <signalLoss10to20>
 362           <mean>0.27</mean>
 363           <stdev>0.05</stdev>
 364           <sumsq>2.36</sumsq>
 365         </signalLoss10to20>
 366         <signalLoss2to10>
 367           <mean>0.23</mean>
 368           <stdev>0.07</stdev>
 369           <sumsq>1.85</sumsq>
 370         </signalLoss2to10>
 371       </Lane>
 372       <Lane>
 373         <clusterCountRaw>
 374           <mean>5778484.41</mean>
 375           <stdev>83123.65</stdev>
 376           <sumsq>1068722420839341.00</sumsq>
 377         </clusterCountRaw>
 378         <laneNumber>3</laneNumber>
 379         <percentClustersPF>
 380           <mean>76.66</mean>
 381           <stdev>4.71</stdev>
 382           <sumsq>188753.87</sumsq>
 383         </percentClustersPF>
 384         <phasingApplied>0.4096</phasingApplied>
 385         <prephasingApplied>0.2768</prephasingApplied>
 386         <signalAverage1to3>
 387           <mean>826.96</mean>
 388           <stdev>41.36</stdev>
 389           <sumsq>21936381.77</sumsq>
 390         </signalAverage1to3>
 391         <signalAverage2to4>
 392           <mean>806.04</mean>
 393           <stdev>40.44</stdev>
 394           <sumsq>20841268.61</sumsq>
 395         </signalAverage2to4>
 396         <signalLoss10to20>
 397           <mean>0.46</mean>
 398           <stdev>0.04</stdev>
 399           <sumsq>6.74</sumsq>
 400         </signalLoss10to20>
 401         <signalLoss2to10>
 402           <mean>0.34</mean>
 403           <stdev>0.08</stdev>
 404           <sumsq>3.79</sumsq>
 405         </signalLoss2to10>
 406       </Lane>
 407       <Lane>
 408         <clusterCountRaw>
 409           <mean>2411032.25</mean>
 410           <stdev>290873.70</stdev>
 411           <sumsq>188641281062142.00</sumsq>
 412         </clusterCountRaw>
 413         <laneNumber>4</laneNumber>
 414         <percentClustersPF>
 415           <mean>95.04</mean>
 416           <stdev>0.75</stdev>
 417           <sumsq>289075.35</sumsq>
 418         </percentClustersPF>
 419         <phasingApplied>0.4096</phasingApplied>
 420         <prephasingApplied>0.2768</prephasingApplied>
 421         <signalAverage1to3>
 422           <mean>906.75</mean>
 423           <stdev>39.29</stdev>
 424           <sumsq>26358267.54</sumsq>
 425         </signalAverage1to3>
 426         <signalAverage2to4>
 427           <mean>880.00</mean>
 428           <stdev>38.47</stdev>
 429           <sumsq>24826898.00</sumsq>
 430         </signalAverage2to4>
 431         <signalLoss10to20>
 432           <mean>0.23</mean>
 433           <stdev>0.04</stdev>
 434           <sumsq>1.74</sumsq>
 435         </signalLoss10to20>
 436         <signalLoss2to10>
 437           <mean>0.27</mean>
 438           <stdev>0.10</stdev>
 439           <sumsq>2.67</sumsq>
 440         </signalLoss2to10>
 441       </Lane>
 442       <Lane>
 443         <clusterCountRaw>
 444           <mean>2197555.25</mean>
 445           <stdev>294381.84</stdev>
 446           <sumsq>157222451154106.00</sumsq>
 447         </clusterCountRaw>
 448         <laneNumber>5</laneNumber>
 449         <percentClustersPF>
 450           <mean>96.29</mean>
 451           <stdev>0.58</stdev>
 452           <sumsq>296680.59</sumsq>
 453         </percentClustersPF>
 454         <phasingApplied>0.4096</phasingApplied>
 455         <prephasingApplied>0.2768</prephasingApplied>
 456         <signalAverage1to3>
 457           <mean>935.80</mean>
 458           <stdev>39.33</stdev>
 459           <sumsq>28071019.01</sumsq>
 460         </signalAverage1to3>
 461         <signalAverage2to4>
 462           <mean>915.16</mean>
 463           <stdev>36.67</stdev>
 464           <sumsq>26842127.19</sumsq>
 465         </signalAverage2to4>
 466         <signalLoss10to20>
 467           <mean>0.31</mean>
 468           <stdev>0.07</stdev>
 469           <sumsq>3.23</sumsq>
 470         </signalLoss10to20>
 471         <signalLoss2to10>
 472           <mean>0.10</mean>
 473           <stdev>0.09</stdev>
 474           <sumsq>0.61</sumsq>
 475         </signalLoss2to10>
 476       </Lane>
 477       <Lane>
 478         <clusterCountRaw>
 479           <mean>2725097.16</mean>
 480           <stdev>333725.00</stdev>
 481           <sumsq>241089487993723.00</sumsq>
 482         </clusterCountRaw>
 483         <laneNumber>6</laneNumber>
 484         <percentClustersPF>
 485           <mean>95.41</mean>
 486           <stdev>0.73</stdev>
 487           <sumsq>291305.57</sumsq>
 488         </percentClustersPF>
 489         <phasingApplied>0.4096</phasingApplied>
 490         <prephasingApplied>0.2768</prephasingApplied>
 491         <signalAverage1to3>
 492           <mean>941.34</mean>
 493           <stdev>48.94</stdev>
 494           <sumsq>28430387.49</sumsq>
 495         </signalAverage1to3>
 496         <signalAverage2to4>
 497           <mean>914.48</mean>
 498           <stdev>49.55</stdev>
 499           <sumsq>26836783.61</sumsq>
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 502           <mean>0.28</mean>
 503           <stdev>0.09</stdev>
 504           <sumsq>2.78</sumsq>
 505         </signalLoss10to20>
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 507           <mean>-0.13</mean>
 508           <stdev>0.17</stdev>
 509           <sumsq>1.37</sumsq>
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 514           <mean>2549849.59</mean>
 515           <stdev>313056.78</stdev>
 516           <sumsq>211093595466453.00</sumsq>
 517         </clusterCountRaw>
 518         <laneNumber>7</laneNumber>
 519         <percentClustersPF>
 520           <mean>89.92</mean>
 521           <stdev>2.96</stdev>
 522           <sumsq>258982.96</sumsq>
 523         </percentClustersPF>
 524         <phasingApplied>0.4096</phasingApplied>
 525         <prephasingApplied>0.2768</prephasingApplied>
 526         <signalAverage1to3>
 527           <mean>914.45</mean>
 528           <stdev>50.51</stdev>
 529           <sumsq>26838130.49</sumsq>
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 533           <stdev>50.79</stdev>
 534           <sumsq>25356411.85</sumsq>
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 553         <laneNumber>8</laneNumber>
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 555           <mean>96.46</mean>
 556           <stdev>0.42</stdev>
 557           <sumsq>297742.71</sumsq>
 558         </percentClustersPF>
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 560         <prephasingApplied>0.2768</prephasingApplied>
 561         <signalAverage1to3>
 562           <mean>807.88</mean>
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 602           <stdev>41</stdev>
 603           <sumsq>37493530</sumsq>
 604         </oneSig>
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 606           <mean>96.88</mean>
 607           <stdev>0.16</stdev>
 608           <sumsq>300338.93</sumsq>
 609         </percentClustersPF>
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 997         <clusterCountPF>
 998           <mean>2289955</mean>
 999           <stdev>272025</stdev>
1000           <sumsq>170098656347158</sumsq>
1001         </clusterCountPF>
1002         <clusterCountRaw>
1003           <mean>2549849</mean>
1004           <stdev>313056</stdev>
1005           <sumsq>211093595466453</sumsq>
1006         </clusterCountRaw>
1007         <laneNumber>7</laneNumber>
1008         <laneYield>7327858</laneYield>
1009         <oneSig>
1010           <mean>975</mean>
1011           <stdev>50</stdev>
1012           <sumsq>30519113</sumsq>
1013         </oneSig>
1014         <percentClustersPF>
1015           <mean>89.92</mean>
1016           <stdev>2.96</stdev>
1017           <sumsq>258982.96</sumsq>
1018         </percentClustersPF>
1019         <signal20AsPctOf1>
1020           <mean>89.65</mean>
1021           <stdev>0.66</stdev>
1022           <sumsq>257205.88</sumsq>
1023         </signal20AsPctOf1>
1024       </Lane>
1025       <Lane>
1026         <clusterCountPF>
1027           <mean>2200620</mean>
1028           <stdev>216902</stdev>
1029           <sumsq>156425840092449</sumsq>
1030         </clusterCountPF>
1031         <clusterCountRaw>
1032           <mean>2282159</mean>
1033           <stdev>232709</stdev>
1034           <sumsq>168342890915935</sumsq>
1035         </clusterCountRaw>
1036         <laneNumber>8</laneNumber>
1037         <laneYield>7041985</laneYield>
1038         <oneSig>
1039           <mean>852</mean>
1040           <stdev>51</stdev>
1041           <sumsq>23317855</sumsq>
1042         </oneSig>
1043         <percentClustersPF>
1044           <mean>96.46</mean>
1045           <stdev>0.42</stdev>
1046           <sumsq>297742.71</sumsq>
1047         </percentClustersPF>
1048         <signal20AsPctOf1>
1049           <mean>90.01</mean>
1050           <stdev>0.62</stdev>
1051           <sumsq>259267.25</sumsq>
1052         </signal20AsPctOf1>
1053       </Lane>
1054       <readNumber>2</readNumber>
1055     </Read>
1056   </LaneResultsSummary>
1057   <TileResultsByLane>
1058     <Lane>
1059       <Read>
1060         <Tile>
1061           <clusterCountPF>864327</clusterCountPF>
1062           <clusterCountRaw>890466</clusterCountRaw>
1063           <oneSig>1046.95</oneSig>
1064           <percentClustersPF>97.06</percentClustersPF>
1065           <signal20AsPctOf1>89.89</signal20AsPctOf1>
1066           <tileNumber>1101</tileNumber>
1067         </Tile>
1068         <Tile>
1069           <clusterCountPF>921229</clusterCountPF>
1070           <clusterCountRaw>948242</clusterCountRaw>
1071           <oneSig>1035.30</oneSig>
1072           <percentClustersPF>97.15</percentClustersPF>
1073           <signal20AsPctOf1>89.38</signal20AsPctOf1>
1074           <tileNumber>1102</tileNumber>
1075         </Tile>
1076         <Tile>
1077           <clusterCountPF>967605</clusterCountPF>
1078           <clusterCountRaw>998528</clusterCountRaw>
1079           <oneSig>1026.32</oneSig>
1080           <percentClustersPF>96.90</percentClustersPF>
1081           <signal20AsPctOf1>88.74</signal20AsPctOf1>
1082           <tileNumber>1103</tileNumber>
1083         </Tile>
1084         <Tile>
1085           <clusterCountPF>1018153</clusterCountPF>
1086           <clusterCountRaw>1049719</clusterCountRaw>
1087           <oneSig>1027.90</oneSig>
1088           <percentClustersPF>96.99</percentClustersPF>
1089           <signal20AsPctOf1>88.74</signal20AsPctOf1>
1090           <tileNumber>1104</tileNumber>
1091         </Tile>
1092         <Tile>
1093           <clusterCountPF>1071452</clusterCountPF>
1094           <clusterCountRaw>1104332</clusterCountRaw>
1095           <oneSig>1034.74</oneSig>
1096           <percentClustersPF>97.02</percentClustersPF>
1097           <signal20AsPctOf1>88.65</signal20AsPctOf1>
1098           <tileNumber>1105</tileNumber>
1099         </Tile>
1100         <Tile>
1101           <clusterCountPF>1129842</clusterCountPF>
1102           <clusterCountRaw>1165934</clusterCountRaw>
1103           <oneSig>1031.60</oneSig>
1104           <percentClustersPF>96.90</percentClustersPF>
1105           <signal20AsPctOf1>87.74</signal20AsPctOf1>
1106           <tileNumber>1106</tileNumber>
1107         </Tile>
1108         <Tile>
1109           <clusterCountPF>1200301</clusterCountPF>
1110           <clusterCountRaw>1237891</clusterCountRaw>
1111           <oneSig>1057.47</oneSig>
1112           <percentClustersPF>96.96</percentClustersPF>
1113           <signal20AsPctOf1>88.32</signal20AsPctOf1>
1114           <tileNumber>1107</tileNumber>
1115         </Tile>
1116         <Tile>
1117           <clusterCountPF>1314120</clusterCountPF>
1118           <clusterCountRaw>1359317</clusterCountRaw>
1119           <oneSig>1037.34</oneSig>
1120           <percentClustersPF>96.68</percentClustersPF>
1121           <signal20AsPctOf1>88.62</signal20AsPctOf1>
1122           <tileNumber>1108</tileNumber>
1123         </Tile>
1124         <Tile>
1125           <clusterCountPF>851437</clusterCountPF>
1126           <clusterCountRaw>877044</clusterCountRaw>
1127           <oneSig>1052.17</oneSig>
1128           <percentClustersPF>97.08</percentClustersPF>
1129           <signal20AsPctOf1>89.07</signal20AsPctOf1>
1130           <tileNumber>1201</tileNumber>
1131         </Tile>
1132         <Tile>
1133           <clusterCountPF>902614</clusterCountPF>
1134           <clusterCountRaw>929744</clusterCountRaw>
1135           <oneSig>1048.71</oneSig>
1136           <percentClustersPF>97.08</percentClustersPF>
1137           <signal20AsPctOf1>89.37</signal20AsPctOf1>
1138           <tileNumber>1202</tileNumber>
1139         </Tile>
1140         <Tile>
1141           <clusterCountPF>949659</clusterCountPF>
1142           <clusterCountRaw>980454</clusterCountRaw>
1143           <oneSig>1032.66</oneSig>
1144           <percentClustersPF>96.86</percentClustersPF>
1145           <signal20AsPctOf1>89.30</signal20AsPctOf1>
1146           <tileNumber>1203</tileNumber>
1147         </Tile>
1148         <Tile>
1149           <clusterCountPF>996961</clusterCountPF>
1150           <clusterCountRaw>1027431</clusterCountRaw>
1151           <oneSig>1032.40</oneSig>
1152           <percentClustersPF>97.03</percentClustersPF>
1153           <signal20AsPctOf1>88.61</signal20AsPctOf1>
1154           <tileNumber>1204</tileNumber>
1155         </Tile>
1156         <Tile>
1157           <clusterCountPF>1048735</clusterCountPF>
1158           <clusterCountRaw>1079763</clusterCountRaw>
1159           <oneSig>1034.55</oneSig>
1160           <percentClustersPF>97.13</percentClustersPF>
1161           <signal20AsPctOf1>88.95</signal20AsPctOf1>
1162           <tileNumber>1205</tileNumber>
1163         </Tile>
1164         <Tile>
1165           <clusterCountPF>1099193</clusterCountPF>
1166           <clusterCountRaw>1133324</clusterCountRaw>
1167           <oneSig>1056.95</oneSig>
1168           <percentClustersPF>96.99</percentClustersPF>
1169           <signal20AsPctOf1>87.36</signal20AsPctOf1>
1170           <tileNumber>1206</tileNumber>
1171         </Tile>
1172         <Tile>
1173           <clusterCountPF>1154156</clusterCountPF>
1174           <clusterCountRaw>1189090</clusterCountRaw>
1175           <oneSig>1066.43</oneSig>
1176           <percentClustersPF>97.06</percentClustersPF>
1177           <signal20AsPctOf1>86.98</signal20AsPctOf1>
1178           <tileNumber>1207</tileNumber>
1179         </Tile>
1180         <Tile>
1181           <clusterCountPF>1247937</clusterCountPF>
1182           <clusterCountRaw>1292732</clusterCountRaw>
1183           <oneSig>1055.43</oneSig>
1184           <percentClustersPF>96.53</percentClustersPF>
1185           <signal20AsPctOf1>86.71</signal20AsPctOf1>
1186           <tileNumber>1208</tileNumber>
1187         </Tile>
1188         <Tile>
1189           <clusterCountPF>841599</clusterCountPF>
1190           <clusterCountRaw>870509</clusterCountRaw>
1191           <oneSig>1130.18</oneSig>
1192           <percentClustersPF>96.68</percentClustersPF>
1193           <signal20AsPctOf1>92.61</signal20AsPctOf1>
1194           <tileNumber>2101</tileNumber>
1195         </Tile>
1196         <Tile>
1197           <clusterCountPF>892535</clusterCountPF>
1198           <clusterCountRaw>922968</clusterCountRaw>
1199           <oneSig>1130.15</oneSig>
1200           <percentClustersPF>96.70</percentClustersPF>
1201           <signal20AsPctOf1>92.15</signal20AsPctOf1>
1202           <tileNumber>2102</tileNumber>
1203         </Tile>
1204         <Tile>
1205           <clusterCountPF>941398</clusterCountPF>
1206           <clusterCountRaw>973786</clusterCountRaw>
1207           <oneSig>1120.48</oneSig>
1208           <percentClustersPF>96.67</percentClustersPF>
1209           <signal20AsPctOf1>91.88</signal20AsPctOf1>
1210           <tileNumber>2103</tileNumber>
1211         </Tile>
1212         <Tile>
1213           <clusterCountPF>992370</clusterCountPF>
1214           <clusterCountRaw>1025609</clusterCountRaw>
1215           <oneSig>1115.24</oneSig>
1216           <percentClustersPF>96.76</percentClustersPF>
1217           <signal20AsPctOf1>91.64</signal20AsPctOf1>
1218           <tileNumber>2104</tileNumber>
1219         </Tile>
1220         <Tile>
1221           <clusterCountPF>1047405</clusterCountPF>
1222           <clusterCountRaw>1081855</clusterCountRaw>
1223           <oneSig>1121.61</oneSig>
1224           <percentClustersPF>96.82</percentClustersPF>
1225           <signal20AsPctOf1>91.09</signal20AsPctOf1>
1226           <tileNumber>2105</tileNumber>
1227         </Tile>
1228         <Tile>
1229           <clusterCountPF>1103853</clusterCountPF>
1230           <clusterCountRaw>1141313</clusterCountRaw>
1231           <oneSig>1136.82</oneSig>
1232           <percentClustersPF>96.72</percentClustersPF>
1233           <signal20AsPctOf1>89.66</signal20AsPctOf1>
1234           <tileNumber>2106</tileNumber>
1235         </Tile>
1236         <Tile>
1237           <clusterCountPF>1173847</clusterCountPF>
1238           <clusterCountRaw>1211460</clusterCountRaw>
1239           <oneSig>1116.55</oneSig>
1240           <percentClustersPF>96.90</percentClustersPF>
1241           <signal20AsPctOf1>91.44</signal20AsPctOf1>
1242           <tileNumber>2107</tileNumber>
1243         </Tile>
1244         <Tile>
1245           <clusterCountPF>1294244</clusterCountPF>
1246           <clusterCountRaw>1338531</clusterCountRaw>
1247           <oneSig>1106.32</oneSig>
1248           <percentClustersPF>96.69</percentClustersPF>
1249           <signal20AsPctOf1>90.80</signal20AsPctOf1>
1250           <tileNumber>2108</tileNumber>
1251         </Tile>
1252         <Tile>
1253           <clusterCountPF>835141</clusterCountPF>
1254           <clusterCountRaw>863055</clusterCountRaw>
1255           <oneSig>1132.65</oneSig>
1256           <percentClustersPF>96.77</percentClustersPF>
1257           <signal20AsPctOf1>93.20</signal20AsPctOf1>
1258           <tileNumber>2201</tileNumber>
1259         </Tile>
1260         <Tile>
1261           <clusterCountPF>885608</clusterCountPF>
1262           <clusterCountRaw>915077</clusterCountRaw>
1263           <oneSig>1126.88</oneSig>
1264           <percentClustersPF>96.78</percentClustersPF>
1265           <signal20AsPctOf1>92.92</signal20AsPctOf1>
1266           <tileNumber>2202</tileNumber>
1267         </Tile>
1268         <Tile>
1269           <clusterCountPF>933203</clusterCountPF>
1270           <clusterCountRaw>964481</clusterCountRaw>
1271           <oneSig>1124.28</oneSig>
1272           <percentClustersPF>96.76</percentClustersPF>
1273           <signal20AsPctOf1>92.05</signal20AsPctOf1>
1274           <tileNumber>2203</tileNumber>
1275         </Tile>
1276         <Tile>
1277           <clusterCountPF>983540</clusterCountPF>
1278           <clusterCountRaw>1015083</clusterCountRaw>
1279           <oneSig>1119.65</oneSig>
1280           <percentClustersPF>96.89</percentClustersPF>
1281           <signal20AsPctOf1>91.95</signal20AsPctOf1>
1282           <tileNumber>2204</tileNumber>
1283         </Tile>
1284         <Tile>
1285           <clusterCountPF>1040344</clusterCountPF>
1286           <clusterCountRaw>1074067</clusterCountRaw>
1287           <oneSig>1114.16</oneSig>
1288           <percentClustersPF>96.86</percentClustersPF>
1289           <signal20AsPctOf1>91.45</signal20AsPctOf1>
1290           <tileNumber>2205</tileNumber>
1291         </Tile>
1292         <Tile>
1293           <clusterCountPF>1102235</clusterCountPF>
1294           <clusterCountRaw>1137704</clusterCountRaw>
1295           <oneSig>1115.08</oneSig>
1296           <percentClustersPF>96.88</percentClustersPF>
1297           <signal20AsPctOf1>90.96</signal20AsPctOf1>
1298           <tileNumber>2206</tileNumber>
1299         </Tile>
1300         <Tile>
1301           <clusterCountPF>1179195</clusterCountPF>
1302           <clusterCountRaw>1215425</clusterCountRaw>
1303           <oneSig>1119.54</oneSig>
1304           <percentClustersPF>97.02</percentClustersPF>
1305           <signal20AsPctOf1>91.51</signal20AsPctOf1>
1306           <tileNumber>2207</tileNumber>
1307         </Tile>
1308         <Tile>
1309           <clusterCountPF>1306408</clusterCountPF>
1310           <clusterCountRaw>1349652</clusterCountRaw>
1311           <oneSig>1106.97</oneSig>
1312           <percentClustersPF>96.80</percentClustersPF>
1313           <signal20AsPctOf1>91.48</signal20AsPctOf1>
1314           <tileNumber>2208</tileNumber>
1315         </Tile>
1316         <readNumber>1</readNumber>
1317       </Read>
1318       <Read>
1319         <Tile>
1320           <clusterCountPF>864327</clusterCountPF>
1321           <clusterCountRaw>890466</clusterCountRaw>
1322           <oneSig>925.57</oneSig>
1323           <percentClustersPF>97.06</percentClustersPF>
1324           <signal20AsPctOf1>88.69</signal20AsPctOf1>
1325           <tileNumber>1101</tileNumber>
1326         </Tile>
1327         <Tile>
1328           <clusterCountPF>921229</clusterCountPF>
1329           <clusterCountRaw>948242</clusterCountRaw>
1330           <oneSig>919.32</oneSig>
1331           <percentClustersPF>97.15</percentClustersPF>
1332           <signal20AsPctOf1>88.71</signal20AsPctOf1>
1333           <tileNumber>1102</tileNumber>
1334         </Tile>
1335         <Tile>
1336           <clusterCountPF>967605</clusterCountPF>
1337           <clusterCountRaw>998528</clusterCountRaw>
1338           <oneSig>946.99</oneSig>
1339           <percentClustersPF>96.90</percentClustersPF>
1340           <signal20AsPctOf1>86.99</signal20AsPctOf1>
1341           <tileNumber>1103</tileNumber>
1342         </Tile>
1343         <Tile>
1344           <clusterCountPF>1018153</clusterCountPF>
1345           <clusterCountRaw>1049719</clusterCountRaw>
1346           <oneSig>953.72</oneSig>
1347           <percentClustersPF>96.99</percentClustersPF>
1348           <signal20AsPctOf1>88.74</signal20AsPctOf1>
1349           <tileNumber>1104</tileNumber>
1350         </Tile>
1351         <Tile>
1352           <clusterCountPF>1071452</clusterCountPF>
1353           <clusterCountRaw>1104332</clusterCountRaw>
1354           <oneSig>960.89</oneSig>
1355           <percentClustersPF>97.02</percentClustersPF>
1356           <signal20AsPctOf1>88.83</signal20AsPctOf1>
1357           <tileNumber>1105</tileNumber>
1358         </Tile>
1359         <Tile>
1360           <clusterCountPF>1129842</clusterCountPF>
1361           <clusterCountRaw>1165934</clusterCountRaw>
1362           <oneSig>958.16</oneSig>
1363           <percentClustersPF>96.90</percentClustersPF>
1364           <signal20AsPctOf1>87.33</signal20AsPctOf1>
1365           <tileNumber>1106</tileNumber>
1366         </Tile>
1367         <Tile>
1368           <clusterCountPF>1200301</clusterCountPF>
1369           <clusterCountRaw>1237891</clusterCountRaw>
1370           <oneSig>962.07</oneSig>
1371           <percentClustersPF>96.96</percentClustersPF>
1372           <signal20AsPctOf1>88.28</signal20AsPctOf1>
1373           <tileNumber>1107</tileNumber>
1374         </Tile>
1375         <Tile>
1376           <clusterCountPF>1314120</clusterCountPF>
1377           <clusterCountRaw>1359317</clusterCountRaw>
1378           <oneSig>967.96</oneSig>
1379           <percentClustersPF>96.68</percentClustersPF>
1380           <signal20AsPctOf1>87.82</signal20AsPctOf1>
1381           <tileNumber>1108</tileNumber>
1382         </Tile>
1383         <Tile>
1384           <clusterCountPF>851437</clusterCountPF>
1385           <clusterCountRaw>877044</clusterCountRaw>
1386           <oneSig>926.12</oneSig>
1387           <percentClustersPF>97.08</percentClustersPF>
1388           <signal20AsPctOf1>88.39</signal20AsPctOf1>
1389           <tileNumber>1201</tileNumber>
1390         </Tile>
1391         <Tile>
1392           <clusterCountPF>902614</clusterCountPF>
1393           <clusterCountRaw>929744</clusterCountRaw>
1394           <oneSig>933.06</oneSig>
1395           <percentClustersPF>97.08</percentClustersPF>
1396           <signal20AsPctOf1>88.80</signal20AsPctOf1>
1397           <tileNumber>1202</tileNumber>
1398         </Tile>
1399         <Tile>
1400           <clusterCountPF>949659</clusterCountPF>
1401           <clusterCountRaw>980454</clusterCountRaw>
1402           <oneSig>954.15</oneSig>
1403           <percentClustersPF>96.86</percentClustersPF>
1404           <signal20AsPctOf1>88.33</signal20AsPctOf1>
1405           <tileNumber>1203</tileNumber>
1406         </Tile>
1407         <Tile>
1408           <clusterCountPF>996961</clusterCountPF>
1409           <clusterCountRaw>1027431</clusterCountRaw>
1410           <oneSig>965.38</oneSig>
1411           <percentClustersPF>97.03</percentClustersPF>
1412           <signal20AsPctOf1>88.08</signal20AsPctOf1>
1413           <tileNumber>1204</tileNumber>
1414         </Tile>
1415         <Tile>
1416           <clusterCountPF>1048735</clusterCountPF>
1417           <clusterCountRaw>1079763</clusterCountRaw>
1418           <oneSig>960.59</oneSig>
1419           <percentClustersPF>97.13</percentClustersPF>
1420           <signal20AsPctOf1>88.51</signal20AsPctOf1>
1421           <tileNumber>1205</tileNumber>
1422         </Tile>
1423         <Tile>
1424           <clusterCountPF>1099193</clusterCountPF>
1425           <clusterCountRaw>1133324</clusterCountRaw>
1426           <oneSig>969.57</oneSig>
1427           <percentClustersPF>96.99</percentClustersPF>
1428           <signal20AsPctOf1>87.38</signal20AsPctOf1>
1429           <tileNumber>1206</tileNumber>
1430         </Tile>
1431         <Tile>
1432           <clusterCountPF>1154156</clusterCountPF>
1433           <clusterCountRaw>1189090</clusterCountRaw>
1434           <oneSig>971.44</oneSig>
1435           <percentClustersPF>97.06</percentClustersPF>
1436           <signal20AsPctOf1>88.69</signal20AsPctOf1>
1437           <tileNumber>1207</tileNumber>
1438         </Tile>
1439         <Tile>
1440           <clusterCountPF>1247937</clusterCountPF>
1441           <clusterCountRaw>1292732</clusterCountRaw>
1442           <oneSig>950.14</oneSig>
1443           <percentClustersPF>96.53</percentClustersPF>
1444           <signal20AsPctOf1>89.43</signal20AsPctOf1>
1445           <tileNumber>1208</tileNumber>
1446         </Tile>
1447         <Tile>
1448           <clusterCountPF>841599</clusterCountPF>
1449           <clusterCountRaw>870509</clusterCountRaw>
1450           <oneSig>988.35</oneSig>
1451           <percentClustersPF>96.68</percentClustersPF>
1452           <signal20AsPctOf1>90.61</signal20AsPctOf1>
1453           <tileNumber>2101</tileNumber>
1454         </Tile>
1455         <Tile>
1456           <clusterCountPF>892535</clusterCountPF>
1457           <clusterCountRaw>922968</clusterCountRaw>
1458           <oneSig>992.97</oneSig>
1459           <percentClustersPF>96.70</percentClustersPF>
1460           <signal20AsPctOf1>89.91</signal20AsPctOf1>
1461           <tileNumber>2102</tileNumber>
1462         </Tile>
1463         <Tile>
1464           <clusterCountPF>941398</clusterCountPF>
1465           <clusterCountRaw>973786</clusterCountRaw>
1466           <oneSig>1008.69</oneSig>
1467           <percentClustersPF>96.67</percentClustersPF>
1468           <signal20AsPctOf1>90.06</signal20AsPctOf1>
1469           <tileNumber>2103</tileNumber>
1470         </Tile>
1471         <Tile>
1472           <clusterCountPF>992370</clusterCountPF>
1473           <clusterCountRaw>1025609</clusterCountRaw>
1474           <oneSig>1020.59</oneSig>
1475           <percentClustersPF>96.76</percentClustersPF>
1476           <signal20AsPctOf1>90.36</signal20AsPctOf1>
1477           <tileNumber>2104</tileNumber>
1478         </Tile>
1479         <Tile>
1480           <clusterCountPF>1047405</clusterCountPF>
1481           <clusterCountRaw>1081855</clusterCountRaw>
1482           <oneSig>1025.87</oneSig>
1483           <percentClustersPF>96.82</percentClustersPF>
1484           <signal20AsPctOf1>89.59</signal20AsPctOf1>
1485           <tileNumber>2105</tileNumber>
1486         </Tile>
1487         <Tile>
1488           <clusterCountPF>1103853</clusterCountPF>
1489           <clusterCountRaw>1141313</clusterCountRaw>
1490           <oneSig>1023.50</oneSig>
1491           <percentClustersPF>96.72</percentClustersPF>
1492           <signal20AsPctOf1>89.86</signal20AsPctOf1>
1493           <tileNumber>2106</tileNumber>
1494         </Tile>
1495         <Tile>
1496           <clusterCountPF>1173847</clusterCountPF>
1497           <clusterCountRaw>1211460</clusterCountRaw>
1498           <oneSig>1027.99</oneSig>
1499           <percentClustersPF>96.90</percentClustersPF>
1500           <signal20AsPctOf1>90.44</signal20AsPctOf1>
1501           <tileNumber>2107</tileNumber>
1502         </Tile>
1503         <Tile>
1504           <clusterCountPF>1294244</clusterCountPF>
1505           <clusterCountRaw>1338531</clusterCountRaw>
1506           <oneSig>1021.25</oneSig>
1507           <percentClustersPF>96.69</percentClustersPF>
1508           <signal20AsPctOf1>90.23</signal20AsPctOf1>
1509           <tileNumber>2108</tileNumber>
1510         </Tile>
1511         <Tile>
1512           <clusterCountPF>835141</clusterCountPF>
1513           <clusterCountRaw>863055</clusterCountRaw>
1514           <oneSig>988.12</oneSig>
1515           <percentClustersPF>96.77</percentClustersPF>
1516           <signal20AsPctOf1>89.68</signal20AsPctOf1>
1517           <tileNumber>2201</tileNumber>
1518         </Tile>
1519         <Tile>
1520           <clusterCountPF>885608</clusterCountPF>
1521           <clusterCountRaw>915077</clusterCountRaw>
1522           <oneSig>999.44</oneSig>
1523           <percentClustersPF>96.78</percentClustersPF>
1524           <signal20AsPctOf1>90.72</signal20AsPctOf1>
1525           <tileNumber>2202</tileNumber>
1526         </Tile>
1527         <Tile>
1528           <clusterCountPF>933203</clusterCountPF>
1529           <clusterCountRaw>964481</clusterCountRaw>
1530           <oneSig>1016.28</oneSig>
1531           <percentClustersPF>96.76</percentClustersPF>
1532           <signal20AsPctOf1>91.06</signal20AsPctOf1>
1533           <tileNumber>2203</tileNumber>
1534         </Tile>
1535         <Tile>
1536           <clusterCountPF>983540</clusterCountPF>
1537           <clusterCountRaw>1015083</clusterCountRaw>
1538           <oneSig>1027.52</oneSig>
1539           <percentClustersPF>96.89</percentClustersPF>
1540           <signal20AsPctOf1>90.32</signal20AsPctOf1>
1541           <tileNumber>2204</tileNumber>
1542         </Tile>
1543         <Tile>
1544           <clusterCountPF>1040344</clusterCountPF>
1545           <clusterCountRaw>1074067</clusterCountRaw>
1546           <oneSig>1025.23</oneSig>
1547           <percentClustersPF>96.86</percentClustersPF>
1548           <signal20AsPctOf1>89.88</signal20AsPctOf1>
1549           <tileNumber>2205</tileNumber>
1550         </Tile>
1551         <Tile>
1552           <clusterCountPF>1102235</clusterCountPF>
1553           <clusterCountRaw>1137704</clusterCountRaw>
1554           <oneSig>1028.29</oneSig>
1555           <percentClustersPF>96.88</percentClustersPF>
1556           <signal20AsPctOf1>90.42</signal20AsPctOf1>
1557           <tileNumber>2206</tileNumber>
1558         </Tile>
1559         <Tile>
1560           <clusterCountPF>1179195</clusterCountPF>
1561           <clusterCountRaw>1215425</clusterCountRaw>
1562           <oneSig>1031.63</oneSig>
1563           <percentClustersPF>97.02</percentClustersPF>
1564           <signal20AsPctOf1>90.30</signal20AsPctOf1>
1565           <tileNumber>2207</tileNumber>
1566         </Tile>
1567         <Tile>
1568           <clusterCountPF>1306408</clusterCountPF>
1569           <clusterCountRaw>1349652</clusterCountRaw>
1570           <oneSig>1018.05</oneSig>
1571           <percentClustersPF>96.80</percentClustersPF>
1572           <signal20AsPctOf1>90.32</signal20AsPctOf1>
1573           <tileNumber>2208</tileNumber>
1574         </Tile>
1575         <readNumber>2</readNumber>
1576       </Read>
1577       <laneNumber>1</laneNumber>
1578     </Lane>
1579     <Lane>
1580       <Read>
1581         <Tile>
1582           <clusterCountPF>1337606</clusterCountPF>
1583           <clusterCountRaw>1388656</clusterCountRaw>
1584           <oneSig>963.72</oneSig>
1585           <percentClustersPF>96.32</percentClustersPF>
1586           <signal20AsPctOf1>88.35</signal20AsPctOf1>
1587           <tileNumber>1101</tileNumber>
1588         </Tile>
1589         <Tile>
1590           <clusterCountPF>1485477</clusterCountPF>
1591           <clusterCountRaw>1546530</clusterCountRaw>
1592           <oneSig>967.79</oneSig>
1593           <percentClustersPF>96.05</percentClustersPF>
1594           <signal20AsPctOf1>87.77</signal20AsPctOf1>
1595           <tileNumber>1102</tileNumber>
1596         </Tile>
1597         <Tile>
1598           <clusterCountPF>1539571</clusterCountPF>
1599           <clusterCountRaw>1605226</clusterCountRaw>
1600           <oneSig>964.16</oneSig>
1601           <percentClustersPF>95.91</percentClustersPF>
1602           <signal20AsPctOf1>88.17</signal20AsPctOf1>
1603           <tileNumber>1103</tileNumber>
1604         </Tile>
1605         <Tile>
1606           <clusterCountPF>1594959</clusterCountPF>
1607           <clusterCountRaw>1661280</clusterCountRaw>
1608           <oneSig>962.08</oneSig>
1609           <percentClustersPF>96.01</percentClustersPF>
1610           <signal20AsPctOf1>88.16</signal20AsPctOf1>
1611           <tileNumber>1104</tileNumber>
1612         </Tile>
1613         <Tile>
1614           <clusterCountPF>1653107</clusterCountPF>
1615           <clusterCountRaw>1721694</clusterCountRaw>
1616           <oneSig>965.50</oneSig>
1617           <percentClustersPF>96.02</percentClustersPF>
1618           <signal20AsPctOf1>87.60</signal20AsPctOf1>
1619           <tileNumber>1105</tileNumber>
1620         </Tile>
1621         <Tile>
1622           <clusterCountPF>1684497</clusterCountPF>
1623           <clusterCountRaw>1758801</clusterCountRaw>
1624           <oneSig>962.58</oneSig>
1625           <percentClustersPF>95.78</percentClustersPF>
1626           <signal20AsPctOf1>87.06</signal20AsPctOf1>
1627           <tileNumber>1106</tileNumber>
1628         </Tile>
1629         <Tile>
1630           <clusterCountPF>1752336</clusterCountPF>
1631           <clusterCountRaw>1826077</clusterCountRaw>
1632           <oneSig>959.27</oneSig>
1633           <percentClustersPF>95.96</percentClustersPF>
1634           <signal20AsPctOf1>87.43</signal20AsPctOf1>
1635           <tileNumber>1107</tileNumber>
1636         </Tile>
1637         <Tile>
1638           <clusterCountPF>1826312</clusterCountPF>
1639           <clusterCountRaw>1913272</clusterCountRaw>
1640           <oneSig>979.20</oneSig>
1641           <percentClustersPF>95.45</percentClustersPF>
1642           <signal20AsPctOf1>86.18</signal20AsPctOf1>
1643           <tileNumber>1108</tileNumber>
1644         </Tile>
1645         <Tile>
1646           <clusterCountPF>1343865</clusterCountPF>
1647           <clusterCountRaw>1382695</clusterCountRaw>
1648           <oneSig>977.73</oneSig>
1649           <percentClustersPF>97.19</percentClustersPF>
1650           <signal20AsPctOf1>87.14</signal20AsPctOf1>
1651           <tileNumber>1201</tileNumber>
1652         </Tile>
1653         <Tile>
1654           <clusterCountPF>1482021</clusterCountPF>
1655           <clusterCountRaw>1527862</clusterCountRaw>
1656           <oneSig>981.47</oneSig>
1657           <percentClustersPF>97.00</percentClustersPF>
1658           <signal20AsPctOf1>86.54</signal20AsPctOf1>
1659           <tileNumber>1202</tileNumber>
1660         </Tile>
1661         <Tile>
1662           <clusterCountPF>1535111</clusterCountPF>
1663           <clusterCountRaw>1586665</clusterCountRaw>
1664           <oneSig>971.30</oneSig>
1665           <percentClustersPF>96.75</percentClustersPF>
1666           <signal20AsPctOf1>86.48</signal20AsPctOf1>
1667           <tileNumber>1203</tileNumber>
1668         </Tile>
1669         <Tile>
1670           <clusterCountPF>1592335</clusterCountPF>
1671           <clusterCountRaw>1643342</clusterCountRaw>
1672           <oneSig>966.48</oneSig>
1673           <percentClustersPF>96.90</percentClustersPF>
1674           <signal20AsPctOf1>86.41</signal20AsPctOf1>
1675           <tileNumber>1204</tileNumber>
1676         </Tile>
1677         <Tile>
1678           <clusterCountPF>1646159</clusterCountPF>
1679           <clusterCountRaw>1700125</clusterCountRaw>
1680           <oneSig>969.90</oneSig>
1681           <percentClustersPF>96.83</percentClustersPF>
1682           <signal20AsPctOf1>86.06</signal20AsPctOf1>
1683           <tileNumber>1205</tileNumber>
1684         </Tile>
1685         <Tile>
1686           <clusterCountPF>1694812</clusterCountPF>
1687           <clusterCountRaw>1753446</clusterCountRaw>
1688           <oneSig>978.31</oneSig>
1689           <percentClustersPF>96.66</percentClustersPF>
1690           <signal20AsPctOf1>85.02</signal20AsPctOf1>
1691           <tileNumber>1206</tileNumber>
1692         </Tile>
1693         <Tile>
1694           <clusterCountPF>1752494</clusterCountPF>
1695           <clusterCountRaw>1810010</clusterCountRaw>
1696           <oneSig>989.33</oneSig>
1697           <percentClustersPF>96.82</percentClustersPF>
1698           <signal20AsPctOf1>84.35</signal20AsPctOf1>
1699           <tileNumber>1207</tileNumber>
1700         </Tile>
1701         <Tile>
1702           <clusterCountPF>1829450</clusterCountPF>
1703           <clusterCountRaw>1900719</clusterCountRaw>
1704           <oneSig>988.81</oneSig>
1705           <percentClustersPF>96.25</percentClustersPF>
1706           <signal20AsPctOf1>84.07</signal20AsPctOf1>
1707           <tileNumber>1208</tileNumber>
1708         </Tile>
1709         <Tile>
1710           <clusterCountPF>1318331</clusterCountPF>
1711           <clusterCountRaw>1368136</clusterCountRaw>
1712           <oneSig>1034.02</oneSig>
1713           <percentClustersPF>96.36</percentClustersPF>
1714           <signal20AsPctOf1>92.77</signal20AsPctOf1>
1715           <tileNumber>2101</tileNumber>
1716         </Tile>
1717         <Tile>
1718           <clusterCountPF>1461158</clusterCountPF>
1719           <clusterCountRaw>1517825</clusterCountRaw>
1720           <oneSig>1024.80</oneSig>
1721           <percentClustersPF>96.27</percentClustersPF>
1722           <signal20AsPctOf1>93.74</signal20AsPctOf1>
1723           <tileNumber>2102</tileNumber>
1724         </Tile>
1725         <Tile>
1726           <clusterCountPF>1518820</clusterCountPF>
1727           <clusterCountRaw>1581291</clusterCountRaw>
1728           <oneSig>1031.85</oneSig>
1729           <percentClustersPF>96.05</percentClustersPF>
1730           <signal20AsPctOf1>92.88</signal20AsPctOf1>
1731           <tileNumber>2103</tileNumber>
1732         </Tile>
1733         <Tile>
1734           <clusterCountPF>1575792</clusterCountPF>
1735           <clusterCountRaw>1637516</clusterCountRaw>
1736           <oneSig>1032.21</oneSig>
1737           <percentClustersPF>96.23</percentClustersPF>
1738           <signal20AsPctOf1>92.16</signal20AsPctOf1>
1739           <tileNumber>2104</tileNumber>
1740         </Tile>
1741         <Tile>
1742           <clusterCountPF>1635973</clusterCountPF>
1743           <clusterCountRaw>1700028</clusterCountRaw>
1744           <oneSig>1027.11</oneSig>
1745           <percentClustersPF>96.23</percentClustersPF>
1746           <signal20AsPctOf1>91.95</signal20AsPctOf1>
1747           <tileNumber>2105</tileNumber>
1748         </Tile>
1749         <Tile>
1750           <clusterCountPF>1687544</clusterCountPF>
1751           <clusterCountRaw>1757545</clusterCountRaw>
1752           <oneSig>1022.08</oneSig>
1753           <percentClustersPF>96.02</percentClustersPF>
1754           <signal20AsPctOf1>91.39</signal20AsPctOf1>
1755           <tileNumber>2106</tileNumber>
1756         </Tile>
1757         <Tile>
1758           <clusterCountPF>1768782</clusterCountPF>
1759           <clusterCountRaw>1841109</clusterCountRaw>
1760           <oneSig>1014.37</oneSig>
1761           <percentClustersPF>96.07</percentClustersPF>
1762           <signal20AsPctOf1>92.33</signal20AsPctOf1>
1763           <tileNumber>2107</tileNumber>
1764         </Tile>
1765         <Tile>
1766           <clusterCountPF>1869658</clusterCountPF>
1767           <clusterCountRaw>1951566</clusterCountRaw>
1768           <oneSig>1021.41</oneSig>
1769           <percentClustersPF>95.80</percentClustersPF>
1770           <signal20AsPctOf1>91.33</signal20AsPctOf1>
1771           <tileNumber>2108</tileNumber>
1772         </Tile>
1773         <Tile>
1774           <clusterCountPF>1340275</clusterCountPF>
1775           <clusterCountRaw>1381992</clusterCountRaw>
1776           <oneSig>1057.71</oneSig>
1777           <percentClustersPF>96.98</percentClustersPF>
1778           <signal20AsPctOf1>90.55</signal20AsPctOf1>
1779           <tileNumber>2201</tileNumber>
1780         </Tile>
1781         <Tile>
1782           <clusterCountPF>1470258</clusterCountPF>
1783           <clusterCountRaw>1516954</clusterCountRaw>
1784           <oneSig>1071.51</oneSig>
1785           <percentClustersPF>96.92</percentClustersPF>
1786           <signal20AsPctOf1>90.09</signal20AsPctOf1>
1787           <tileNumber>2202</tileNumber>
1788         </Tile>
1789         <Tile>
1790           <clusterCountPF>1521761</clusterCountPF>
1791           <clusterCountRaw>1573322</clusterCountRaw>
1792           <oneSig>1066.74</oneSig>
1793           <percentClustersPF>96.72</percentClustersPF>
1794           <signal20AsPctOf1>90.27</signal20AsPctOf1>
1795           <tileNumber>2203</tileNumber>
1796         </Tile>
1797         <Tile>
1798           <clusterCountPF>1583341</clusterCountPF>
1799           <clusterCountRaw>1634252</clusterCountRaw>
1800           <oneSig>1063.41</oneSig>
1801           <percentClustersPF>96.88</percentClustersPF>
1802           <signal20AsPctOf1>89.20</signal20AsPctOf1>
1803           <tileNumber>2204</tileNumber>
1804         </Tile>
1805         <Tile>
1806           <clusterCountPF>1646210</clusterCountPF>
1807           <clusterCountRaw>1699967</clusterCountRaw>
1808           <oneSig>1059.84</oneSig>
1809           <percentClustersPF>96.84</percentClustersPF>
1810           <signal20AsPctOf1>89.25</signal20AsPctOf1>
1811           <tileNumber>2205</tileNumber>
1812         </Tile>
1813         <Tile>
1814           <clusterCountPF>1709927</clusterCountPF>
1815           <clusterCountRaw>1768271</clusterCountRaw>
1816           <oneSig>1038.61</oneSig>
1817           <percentClustersPF>96.70</percentClustersPF>
1818           <signal20AsPctOf1>90.62</signal20AsPctOf1>
1819           <tileNumber>2206</tileNumber>
1820         </Tile>
1821         <Tile>
1822           <clusterCountPF>1792372</clusterCountPF>
1823           <clusterCountRaw>1851101</clusterCountRaw>
1824           <oneSig>1046.47</oneSig>
1825           <percentClustersPF>96.83</percentClustersPF>
1826           <signal20AsPctOf1>89.97</signal20AsPctOf1>
1827           <tileNumber>2207</tileNumber>
1828         </Tile>
1829         <Tile>
1830           <clusterCountPF>1895329</clusterCountPF>
1831           <clusterCountRaw>1965967</clusterCountRaw>
1832           <oneSig>1048.23</oneSig>
1833           <percentClustersPF>96.41</percentClustersPF>
1834           <signal20AsPctOf1>89.69</signal20AsPctOf1>
1835           <tileNumber>2208</tileNumber>
1836         </Tile>
1837         <readNumber>1</readNumber>
1838       </Read>
1839       <Read>
1840         <Tile>
1841           <clusterCountPF>1337606</clusterCountPF>
1842           <clusterCountRaw>1388656</clusterCountRaw>
1843           <oneSig>886.21</oneSig>
1844           <percentClustersPF>96.32</percentClustersPF>
1845           <signal20AsPctOf1>87.94</signal20AsPctOf1>
1846           <tileNumber>1101</tileNumber>
1847         </Tile>
1848         <Tile>
1849           <clusterCountPF>1485477</clusterCountPF>
1850           <clusterCountRaw>1546530</clusterCountRaw>
1851           <oneSig>907.44</oneSig>
1852           <percentClustersPF>96.05</percentClustersPF>
1853           <signal20AsPctOf1>87.61</signal20AsPctOf1>
1854           <tileNumber>1102</tileNumber>
1855         </Tile>
1856         <Tile>
1857           <clusterCountPF>1539571</clusterCountPF>
1858           <clusterCountRaw>1605226</clusterCountRaw>
1859           <oneSig>891.18</oneSig>
1860           <percentClustersPF>95.91</percentClustersPF>
1861           <signal20AsPctOf1>88.88</signal20AsPctOf1>
1862           <tileNumber>1103</tileNumber>
1863         </Tile>
1864         <Tile>
1865           <clusterCountPF>1594959</clusterCountPF>
1866           <clusterCountRaw>1661280</clusterCountRaw>
1867           <oneSig>900.68</oneSig>
1868           <percentClustersPF>96.01</percentClustersPF>
1869           <signal20AsPctOf1>88.06</signal20AsPctOf1>
1870           <tileNumber>1104</tileNumber>
1871         </Tile>
1872         <Tile>
1873           <clusterCountPF>1653107</clusterCountPF>
1874           <clusterCountRaw>1721694</clusterCountRaw>
1875           <oneSig>893.58</oneSig>
1876           <percentClustersPF>96.02</percentClustersPF>
1877           <signal20AsPctOf1>88.08</signal20AsPctOf1>
1878           <tileNumber>1105</tileNumber>
1879         </Tile>
1880         <Tile>
1881           <clusterCountPF>1684497</clusterCountPF>
1882           <clusterCountRaw>1758801</clusterCountRaw>
1883           <oneSig>896.99</oneSig>
1884           <percentClustersPF>95.78</percentClustersPF>
1885           <signal20AsPctOf1>87.42</signal20AsPctOf1>
1886           <tileNumber>1106</tileNumber>
1887         </Tile>
1888         <Tile>
1889           <clusterCountPF>1752336</clusterCountPF>
1890           <clusterCountRaw>1826077</clusterCountRaw>
1891           <oneSig>895.20</oneSig>
1892           <percentClustersPF>95.96</percentClustersPF>
1893           <signal20AsPctOf1>88.15</signal20AsPctOf1>
1894           <tileNumber>1107</tileNumber>
1895         </Tile>
1896         <Tile>
1897           <clusterCountPF>1826312</clusterCountPF>
1898           <clusterCountRaw>1913272</clusterCountRaw>
1899           <oneSig>895.05</oneSig>
1900           <percentClustersPF>95.45</percentClustersPF>
1901           <signal20AsPctOf1>88.31</signal20AsPctOf1>
1902           <tileNumber>1108</tileNumber>
1903         </Tile>
1904         <Tile>
1905           <clusterCountPF>1343865</clusterCountPF>
1906           <clusterCountRaw>1382695</clusterCountRaw>
1907           <oneSig>868.04</oneSig>
1908           <percentClustersPF>97.19</percentClustersPF>
1909           <signal20AsPctOf1>88.61</signal20AsPctOf1>
1910           <tileNumber>1201</tileNumber>
1911         </Tile>
1912         <Tile>
1913           <clusterCountPF>1482021</clusterCountPF>
1914           <clusterCountRaw>1527862</clusterCountRaw>
1915           <oneSig>891.91</oneSig>
1916           <percentClustersPF>97.00</percentClustersPF>
1917           <signal20AsPctOf1>88.84</signal20AsPctOf1>
1918           <tileNumber>1202</tileNumber>
1919         </Tile>
1920         <Tile>
1921           <clusterCountPF>1535111</clusterCountPF>
1922           <clusterCountRaw>1586665</clusterCountRaw>
1923           <oneSig>901.62</oneSig>
1924           <percentClustersPF>96.75</percentClustersPF>
1925           <signal20AsPctOf1>89.51</signal20AsPctOf1>
1926           <tileNumber>1203</tileNumber>
1927         </Tile>
1928         <Tile>
1929           <clusterCountPF>1592335</clusterCountPF>
1930           <clusterCountRaw>1643342</clusterCountRaw>
1931           <oneSig>897.20</oneSig>
1932           <percentClustersPF>96.90</percentClustersPF>
1933           <signal20AsPctOf1>88.90</signal20AsPctOf1>
1934           <tileNumber>1204</tileNumber>
1935         </Tile>
1936         <Tile>
1937           <clusterCountPF>1646159</clusterCountPF>
1938           <clusterCountRaw>1700125</clusterCountRaw>
1939           <oneSig>896.45</oneSig>
1940           <percentClustersPF>96.83</percentClustersPF>
1941           <signal20AsPctOf1>88.77</signal20AsPctOf1>
1942           <tileNumber>1205</tileNumber>
1943         </Tile>
1944         <Tile>
1945           <clusterCountPF>1694812</clusterCountPF>
1946           <clusterCountRaw>1753446</clusterCountRaw>
1947           <oneSig>896.39</oneSig>
1948           <percentClustersPF>96.66</percentClustersPF>
1949           <signal20AsPctOf1>88.41</signal20AsPctOf1>
1950           <tileNumber>1206</tileNumber>
1951         </Tile>
1952         <Tile>
1953           <clusterCountPF>1752494</clusterCountPF>
1954           <clusterCountRaw>1810010</clusterCountRaw>
1955           <oneSig>906.67</oneSig>
1956           <percentClustersPF>96.82</percentClustersPF>
1957           <signal20AsPctOf1>88.17</signal20AsPctOf1>
1958           <tileNumber>1207</tileNumber>
1959         </Tile>
1960         <Tile>
1961           <clusterCountPF>1829450</clusterCountPF>
1962           <clusterCountRaw>1900719</clusterCountRaw>
1963           <oneSig>909.44</oneSig>
1964           <percentClustersPF>96.25</percentClustersPF>
1965           <signal20AsPctOf1>87.03</signal20AsPctOf1>
1966           <tileNumber>1208</tileNumber>
1967         </Tile>
1968         <Tile>
1969           <clusterCountPF>1318331</clusterCountPF>
1970           <clusterCountRaw>1368136</clusterCountRaw>
1971           <oneSig>945.38</oneSig>
1972           <percentClustersPF>96.36</percentClustersPF>
1973           <signal20AsPctOf1>89.98</signal20AsPctOf1>
1974           <tileNumber>2101</tileNumber>
1975         </Tile>
1976         <Tile>
1977           <clusterCountPF>1461158</clusterCountPF>
1978           <clusterCountRaw>1517825</clusterCountRaw>
1979           <oneSig>967.82</oneSig>
1980           <percentClustersPF>96.27</percentClustersPF>
1981           <signal20AsPctOf1>89.66</signal20AsPctOf1>
1982           <tileNumber>2102</tileNumber>
1983         </Tile>
1984         <Tile>
1985           <clusterCountPF>1518820</clusterCountPF>
1986           <clusterCountRaw>1581291</clusterCountRaw>
1987           <oneSig>970.19</oneSig>
1988           <percentClustersPF>96.05</percentClustersPF>
1989           <signal20AsPctOf1>89.85</signal20AsPctOf1>
1990           <tileNumber>2103</tileNumber>
1991         </Tile>
1992         <Tile>
1993           <clusterCountPF>1575792</clusterCountPF>
1994           <clusterCountRaw>1637516</clusterCountRaw>
1995           <oneSig>963.40</oneSig>
1996           <percentClustersPF>96.23</percentClustersPF>
1997           <signal20AsPctOf1>90.36</signal20AsPctOf1>
1998           <tileNumber>2104</tileNumber>
1999         </Tile>
2000         <Tile>
2001           <clusterCountPF>1635973</clusterCountPF>
2002           <clusterCountRaw>1700028</clusterCountRaw>
2003           <oneSig>960.79</oneSig>
2004           <percentClustersPF>96.23</percentClustersPF>
2005           <signal20AsPctOf1>90.42</signal20AsPctOf1>
2006           <tileNumber>2105</tileNumber>
2007         </Tile>
2008         <Tile>
2009           <clusterCountPF>1687544</clusterCountPF>
2010           <clusterCountRaw>1757545</clusterCountRaw>
2011           <oneSig>958.46</oneSig>
2012           <percentClustersPF>96.02</percentClustersPF>
2013           <signal20AsPctOf1>90.35</signal20AsPctOf1>
2014           <tileNumber>2106</tileNumber>
2015         </Tile>
2016         <Tile>
2017           <clusterCountPF>1768782</clusterCountPF>
2018           <clusterCountRaw>1841109</clusterCountRaw>
2019           <oneSig>948.93</oneSig>
2020           <percentClustersPF>96.07</percentClustersPF>
2021           <signal20AsPctOf1>90.69</signal20AsPctOf1>
2022           <tileNumber>2107</tileNumber>
2023         </Tile>
2024         <Tile>
2025           <clusterCountPF>1869658</clusterCountPF>
2026           <clusterCountRaw>1951566</clusterCountRaw>
2027           <oneSig>953.98</oneSig>
2028           <percentClustersPF>95.80</percentClustersPF>
2029           <signal20AsPctOf1>89.80</signal20AsPctOf1>
2030           <tileNumber>2108</tileNumber>
2031         </Tile>
2032         <Tile>
2033           <clusterCountPF>1340275</clusterCountPF>
2034           <clusterCountRaw>1381992</clusterCountRaw>
2035           <oneSig>928.17</oneSig>
2036           <percentClustersPF>96.98</percentClustersPF>
2037           <signal20AsPctOf1>90.00</signal20AsPctOf1>
2038           <tileNumber>2201</tileNumber>
2039         </Tile>
2040         <Tile>
2041           <clusterCountPF>1470258</clusterCountPF>
2042           <clusterCountRaw>1516954</clusterCountRaw>
2043           <oneSig>958.61</oneSig>
2044           <percentClustersPF>96.92</percentClustersPF>
2045           <signal20AsPctOf1>89.80</signal20AsPctOf1>
2046           <tileNumber>2202</tileNumber>
2047         </Tile>
2048         <Tile>
2049           <clusterCountPF>1521761</clusterCountPF>
2050           <clusterCountRaw>1573322</clusterCountRaw>
2051           <oneSig>973.63</oneSig>
2052           <percentClustersPF>96.72</percentClustersPF>
2053           <signal20AsPctOf1>89.60</signal20AsPctOf1>
2054           <tileNumber>2203</tileNumber>
2055         </Tile>
2056         <Tile>
2057           <clusterCountPF>1583341</clusterCountPF>
2058           <clusterCountRaw>1634252</clusterCountRaw>
2059           <oneSig>964.20</oneSig>
2060           <percentClustersPF>96.88</percentClustersPF>
2061           <signal20AsPctOf1>89.95</signal20AsPctOf1>
2062           <tileNumber>2204</tileNumber>
2063         </Tile>
2064         <Tile>
2065           <clusterCountPF>1646210</clusterCountPF>
2066           <clusterCountRaw>1699967</clusterCountRaw>
2067           <oneSig>961.47</oneSig>
2068           <percentClustersPF>96.84</percentClustersPF>
2069           <signal20AsPctOf1>89.56</signal20AsPctOf1>
2070           <tileNumber>2205</tileNumber>
2071         </Tile>
2072         <Tile>
2073           <clusterCountPF>1709927</clusterCountPF>
2074           <clusterCountRaw>1768271</clusterCountRaw>
2075           <oneSig>955.77</oneSig>
2076           <percentClustersPF>96.70</percentClustersPF>
2077           <signal20AsPctOf1>90.12</signal20AsPctOf1>
2078           <tileNumber>2206</tileNumber>
2079         </Tile>
2080         <Tile>
2081           <clusterCountPF>1792372</clusterCountPF>
2082           <clusterCountRaw>1851101</clusterCountRaw>
2083           <oneSig>966.71</oneSig>
2084           <percentClustersPF>96.83</percentClustersPF>
2085           <signal20AsPctOf1>89.13</signal20AsPctOf1>
2086           <tileNumber>2207</tileNumber>
2087         </Tile>
2088         <Tile>
2089           <clusterCountPF>1895329</clusterCountPF>
2090           <clusterCountRaw>1965967</clusterCountRaw>
2091           <oneSig>958.30</oneSig>
2092           <percentClustersPF>96.41</percentClustersPF>
2093           <signal20AsPctOf1>88.40</signal20AsPctOf1>
2094           <tileNumber>2208</tileNumber>
2095         </Tile>
2096         <readNumber>2</readNumber>
2097       </Read>
2098       <laneNumber>2</laneNumber>
2099     </Lane>
2100     <Lane>
2101       <Read>
2102         <Tile>
2103           <clusterCountPF>4513981</clusterCountPF>
2104           <clusterCountRaw>5575153</clusterCountRaw>
2105           <oneSig>940.67</oneSig>
2106           <percentClustersPF>80.97</percentClustersPF>
2107           <signal20AsPctOf1>87.39</signal20AsPctOf1>
2108           <tileNumber>1101</tileNumber>
2109         </Tile>
2110         <Tile>
2111           <clusterCountPF>4468761</clusterCountPF>
2112           <clusterCountRaw>5691978</clusterCountRaw>
2113           <oneSig>921.51</oneSig>
2114           <percentClustersPF>78.51</percentClustersPF>
2115           <signal20AsPctOf1>87.99</signal20AsPctOf1>
2116           <tileNumber>1102</tileNumber>
2117         </Tile>
2118         <Tile>
2119           <clusterCountPF>4412173</clusterCountPF>
2120           <clusterCountRaw>5745687</clusterCountRaw>
2121           <oneSig>911.46</oneSig>
2122           <percentClustersPF>76.79</percentClustersPF>
2123           <signal20AsPctOf1>88.24</signal20AsPctOf1>
2124           <tileNumber>1103</tileNumber>
2125         </Tile>
2126         <Tile>
2127           <clusterCountPF>4438882</clusterCountPF>
2128           <clusterCountRaw>5772335</clusterCountRaw>
2129           <oneSig>911.03</oneSig>
2130           <percentClustersPF>76.90</percentClustersPF>
2131           <signal20AsPctOf1>87.99</signal20AsPctOf1>
2132           <tileNumber>1104</tileNumber>
2133         </Tile>
2134         <Tile>
2135           <clusterCountPF>4447069</clusterCountPF>
2136           <clusterCountRaw>5816776</clusterCountRaw>
2137           <oneSig>903.06</oneSig>
2138           <percentClustersPF>76.45</percentClustersPF>
2139           <signal20AsPctOf1>87.85</signal20AsPctOf1>
2140           <tileNumber>1105</tileNumber>
2141         </Tile>
2142         <Tile>
2143           <clusterCountPF>4304475</clusterCountPF>
2144           <clusterCountRaw>5772717</clusterCountRaw>
2145           <oneSig>903.18</oneSig>
2146           <percentClustersPF>74.57</percentClustersPF>
2147           <signal20AsPctOf1>86.81</signal20AsPctOf1>
2148           <tileNumber>1106</tileNumber>
2149         </Tile>
2150         <Tile>
2151           <clusterCountPF>4306746</clusterCountPF>
2152           <clusterCountRaw>5826402</clusterCountRaw>
2153           <oneSig>896.31</oneSig>
2154           <percentClustersPF>73.92</percentClustersPF>
2155           <signal20AsPctOf1>86.91</signal20AsPctOf1>
2156           <tileNumber>1107</tileNumber>
2157         </Tile>
2158         <Tile>
2159           <clusterCountPF>3147372</clusterCountPF>
2160           <clusterCountRaw>5777867</clusterCountRaw>
2161           <oneSig>906.40</oneSig>
2162           <percentClustersPF>54.47</percentClustersPF>
2163           <signal20AsPctOf1>82.77</signal20AsPctOf1>
2164           <tileNumber>1108</tileNumber>
2165         </Tile>
2166         <Tile>
2167           <clusterCountPF>4600184</clusterCountPF>
2168           <clusterCountRaw>5654138</clusterCountRaw>
2169           <oneSig>939.40</oneSig>
2170           <percentClustersPF>81.36</percentClustersPF>
2171           <signal20AsPctOf1>87.43</signal20AsPctOf1>
2172           <tileNumber>1201</tileNumber>
2173         </Tile>
2174         <Tile>
2175           <clusterCountPF>4581437</clusterCountPF>
2176           <clusterCountRaw>5751216</clusterCountRaw>
2177           <oneSig>929.76</oneSig>
2178           <percentClustersPF>79.66</percentClustersPF>
2179           <signal20AsPctOf1>87.76</signal20AsPctOf1>
2180           <tileNumber>1202</tileNumber>
2181         </Tile>
2182         <Tile>
2183           <clusterCountPF>4528467</clusterCountPF>
2184           <clusterCountRaw>5790284</clusterCountRaw>
2185           <oneSig>920.59</oneSig>
2186           <percentClustersPF>78.21</percentClustersPF>
2187           <signal20AsPctOf1>88.09</signal20AsPctOf1>
2188           <tileNumber>1203</tileNumber>
2189         </Tile>
2190         <Tile>
2191           <clusterCountPF>4494119</clusterCountPF>
2192           <clusterCountRaw>5804527</clusterCountRaw>
2193           <oneSig>915.66</oneSig>
2194           <percentClustersPF>77.42</percentClustersPF>
2195           <signal20AsPctOf1>88.33</signal20AsPctOf1>
2196           <tileNumber>1204</tileNumber>
2197         </Tile>
2198         <Tile>
2199           <clusterCountPF>4513374</clusterCountPF>
2200           <clusterCountRaw>5862748</clusterCountRaw>
2201           <oneSig>913.83</oneSig>
2202           <percentClustersPF>76.98</percentClustersPF>
2203           <signal20AsPctOf1>87.85</signal20AsPctOf1>
2204           <tileNumber>1205</tileNumber>
2205         </Tile>
2206         <Tile>
2207           <clusterCountPF>4344170</clusterCountPF>
2208           <clusterCountRaw>5825398</clusterCountRaw>
2209           <oneSig>899.42</oneSig>
2210           <percentClustersPF>74.57</percentClustersPF>
2211           <signal20AsPctOf1>88.32</signal20AsPctOf1>
2212           <tileNumber>1206</tileNumber>
2213         </Tile>
2214         <Tile>
2215           <clusterCountPF>4393774</clusterCountPF>
2216           <clusterCountRaw>5897351</clusterCountRaw>
2217           <oneSig>904.17</oneSig>
2218           <percentClustersPF>74.50</percentClustersPF>
2219           <signal20AsPctOf1>86.85</signal20AsPctOf1>
2220           <tileNumber>1207</tileNumber>
2221         </Tile>
2222         <Tile>
2223           <clusterCountPF>4157648</clusterCountPF>
2224           <clusterCountRaw>5826309</clusterCountRaw>
2225           <oneSig>908.60</oneSig>
2226           <percentClustersPF>71.36</percentClustersPF>
2227           <signal20AsPctOf1>85.74</signal20AsPctOf1>
2228           <tileNumber>1208</tileNumber>
2229         </Tile>
2230         <Tile>
2231           <clusterCountPF>4561716</clusterCountPF>
2232           <clusterCountRaw>5570624</clusterCountRaw>
2233           <oneSig>1012.84</oneSig>
2234           <percentClustersPF>81.89</percentClustersPF>
2235           <signal20AsPctOf1>89.85</signal20AsPctOf1>
2236           <tileNumber>2101</tileNumber>
2237         </Tile>
2238         <Tile>
2239           <clusterCountPF>4532296</clusterCountPF>
2240           <clusterCountRaw>5685262</clusterCountRaw>
2241           <oneSig>1000.85</oneSig>
2242           <percentClustersPF>79.72</percentClustersPF>
2243           <signal20AsPctOf1>89.74</signal20AsPctOf1>
2244           <tileNumber>2102</tileNumber>
2245         </Tile>
2246         <Tile>
2247           <clusterCountPF>4508708</clusterCountPF>
2248           <clusterCountRaw>5776092</clusterCountRaw>
2249           <oneSig>993.00</oneSig>
2250           <percentClustersPF>78.06</percentClustersPF>
2251           <signal20AsPctOf1>90.24</signal20AsPctOf1>
2252           <tileNumber>2103</tileNumber>
2253         </Tile>
2254         <Tile>
2255           <clusterCountPF>4525525</clusterCountPF>
2256           <clusterCountRaw>5790909</clusterCountRaw>
2257           <oneSig>985.71</oneSig>
2258           <percentClustersPF>78.15</percentClustersPF>
2259           <signal20AsPctOf1>90.48</signal20AsPctOf1>
2260           <tileNumber>2104</tileNumber>
2261         </Tile>
2262         <Tile>
2263           <clusterCountPF>4556249</clusterCountPF>
2264           <clusterCountRaw>5860727</clusterCountRaw>
2265           <oneSig>984.17</oneSig>
2266           <percentClustersPF>77.74</percentClustersPF>
2267           <signal20AsPctOf1>90.10</signal20AsPctOf1>
2268           <tileNumber>2105</tileNumber>
2269         </Tile>
2270         <Tile>
2271           <clusterCountPF>4421244</clusterCountPF>
2272           <clusterCountRaw>5788895</clusterCountRaw>
2273           <oneSig>980.88</oneSig>
2274           <percentClustersPF>76.37</percentClustersPF>
2275           <signal20AsPctOf1>89.88</signal20AsPctOf1>
2276           <tileNumber>2106</tileNumber>
2277         </Tile>
2278         <Tile>
2279           <clusterCountPF>4488933</clusterCountPF>
2280           <clusterCountRaw>5877491</clusterCountRaw>
2281           <oneSig>957.43</oneSig>
2282           <percentClustersPF>76.37</percentClustersPF>
2283           <signal20AsPctOf1>90.47</signal20AsPctOf1>
2284           <tileNumber>2107</tileNumber>
2285         </Tile>
2286         <Tile>
2287           <clusterCountPF>4391559</clusterCountPF>
2288           <clusterCountRaw>5783971</clusterCountRaw>
2289           <oneSig>978.09</oneSig>
2290           <percentClustersPF>75.93</percentClustersPF>
2291           <signal20AsPctOf1>87.79</signal20AsPctOf1>
2292           <tileNumber>2108</tileNumber>
2293         </Tile>
2294         <Tile>
2295           <clusterCountPF>4598463</clusterCountPF>
2296           <clusterCountRaw>5637476</clusterCountRaw>
2297           <oneSig>1018.03</oneSig>
2298           <percentClustersPF>81.57</percentClustersPF>
2299           <signal20AsPctOf1>88.78</signal20AsPctOf1>
2300           <tileNumber>2201</tileNumber>
2301         </Tile>
2302         <Tile>
2303           <clusterCountPF>4624397</clusterCountPF>
2304           <clusterCountRaw>5756781</clusterCountRaw>
2305           <oneSig>1010.74</oneSig>
2306           <percentClustersPF>80.33</percentClustersPF>
2307           <signal20AsPctOf1>89.76</signal20AsPctOf1>
2308           <tileNumber>2202</tileNumber>
2309         </Tile>
2310         <Tile>
2311           <clusterCountPF>4509754</clusterCountPF>
2312           <clusterCountRaw>5769732</clusterCountRaw>
2313           <oneSig>1002.68</oneSig>
2314           <percentClustersPF>78.16</percentClustersPF>
2315           <signal20AsPctOf1>90.33</signal20AsPctOf1>
2316           <tileNumber>2203</tileNumber>
2317         </Tile>
2318         <Tile>
2319           <clusterCountPF>4574621</clusterCountPF>
2320           <clusterCountRaw>5840489</clusterCountRaw>
2321           <oneSig>995.68</oneSig>
2322           <percentClustersPF>78.33</percentClustersPF>
2323           <signal20AsPctOf1>90.05</signal20AsPctOf1>
2324           <tileNumber>2204</tileNumber>
2325         </Tile>
2326         <Tile>
2327           <clusterCountPF>4540321</clusterCountPF>
2328           <clusterCountRaw>5867521</clusterCountRaw>
2329           <oneSig>993.59</oneSig>
2330           <percentClustersPF>77.38</percentClustersPF>
2331           <signal20AsPctOf1>90.18</signal20AsPctOf1>
2332           <tileNumber>2205</tileNumber>
2333         </Tile>
2334         <Tile>
2335           <clusterCountPF>4422293</clusterCountPF>
2336           <clusterCountRaw>5810844</clusterCountRaw>
2337           <oneSig>986.07</oneSig>
2338           <percentClustersPF>76.10</percentClustersPF>
2339           <signal20AsPctOf1>90.16</signal20AsPctOf1>
2340           <tileNumber>2206</tileNumber>
2341         </Tile>
2342         <Tile>
2343           <clusterCountPF>4482970</clusterCountPF>
2344           <clusterCountRaw>5901536</clusterCountRaw>
2345           <oneSig>977.79</oneSig>
2346           <percentClustersPF>75.96</percentClustersPF>
2347           <signal20AsPctOf1>89.77</signal20AsPctOf1>
2348           <tileNumber>2207</tileNumber>
2349         </Tile>
2350         <Tile>
2351           <clusterCountPF>4320340</clusterCountPF>
2352           <clusterCountRaw>5802265</clusterCountRaw>
2353           <oneSig>984.21</oneSig>
2354           <percentClustersPF>74.46</percentClustersPF>
2355           <signal20AsPctOf1>88.33</signal20AsPctOf1>
2356           <tileNumber>2208</tileNumber>
2357         </Tile>
2358         <readNumber>1</readNumber>
2359       </Read>
2360       <Read>
2361         <Tile>
2362           <clusterCountPF>4513981</clusterCountPF>
2363           <clusterCountRaw>5575153</clusterCountRaw>
2364           <oneSig>865.37</oneSig>
2365           <percentClustersPF>80.97</percentClustersPF>
2366           <signal20AsPctOf1>85.03</signal20AsPctOf1>
2367           <tileNumber>1101</tileNumber>
2368         </Tile>
2369         <Tile>
2370           <clusterCountPF>4468761</clusterCountPF>
2371           <clusterCountRaw>5691978</clusterCountRaw>
2372           <oneSig>873.02</oneSig>
2373           <percentClustersPF>78.51</percentClustersPF>
2374           <signal20AsPctOf1>84.84</signal20AsPctOf1>
2375           <tileNumber>1102</tileNumber>
2376         </Tile>
2377         <Tile>
2378           <clusterCountPF>4412173</clusterCountPF>
2379           <clusterCountRaw>5745687</clusterCountRaw>
2380           <oneSig>861.42</oneSig>
2381           <percentClustersPF>76.79</percentClustersPF>
2382           <signal20AsPctOf1>85.76</signal20AsPctOf1>
2383           <tileNumber>1103</tileNumber>
2384         </Tile>
2385         <Tile>
2386           <clusterCountPF>4438882</clusterCountPF>
2387           <clusterCountRaw>5772335</clusterCountRaw>
2388           <oneSig>857.96</oneSig>
2389           <percentClustersPF>76.90</percentClustersPF>
2390           <signal20AsPctOf1>85.80</signal20AsPctOf1>
2391           <tileNumber>1104</tileNumber>
2392         </Tile>
2393         <Tile>
2394           <clusterCountPF>4447069</clusterCountPF>
2395           <clusterCountRaw>5816776</clusterCountRaw>
2396           <oneSig>840.03</oneSig>
2397           <percentClustersPF>76.45</percentClustersPF>
2398           <signal20AsPctOf1>86.27</signal20AsPctOf1>
2399           <tileNumber>1105</tileNumber>
2400         </Tile>
2401         <Tile>
2402           <clusterCountPF>4304475</clusterCountPF>
2403           <clusterCountRaw>5772717</clusterCountRaw>
2404           <oneSig>846.80</oneSig>
2405           <percentClustersPF>74.57</percentClustersPF>
2406           <signal20AsPctOf1>85.79</signal20AsPctOf1>
2407           <tileNumber>1106</tileNumber>
2408         </Tile>
2409         <Tile>
2410           <clusterCountPF>4306746</clusterCountPF>
2411           <clusterCountRaw>5826402</clusterCountRaw>
2412           <oneSig>828.06</oneSig>
2413           <percentClustersPF>73.92</percentClustersPF>
2414           <signal20AsPctOf1>85.48</signal20AsPctOf1>
2415           <tileNumber>1107</tileNumber>
2416         </Tile>
2417         <Tile>
2418           <clusterCountPF>3147372</clusterCountPF>
2419           <clusterCountRaw>5777867</clusterCountRaw>
2420           <oneSig>803.45</oneSig>
2421           <percentClustersPF>54.47</percentClustersPF>
2422           <signal20AsPctOf1>85.68</signal20AsPctOf1>
2423           <tileNumber>1108</tileNumber>
2424         </Tile>
2425         <Tile>
2426           <clusterCountPF>4600184</clusterCountPF>
2427           <clusterCountRaw>5654138</clusterCountRaw>
2428           <oneSig>820.55</oneSig>
2429           <percentClustersPF>81.36</percentClustersPF>
2430           <signal20AsPctOf1>88.63</signal20AsPctOf1>
2431           <tileNumber>1201</tileNumber>
2432         </Tile>
2433         <Tile>
2434           <clusterCountPF>4581437</clusterCountPF>
2435           <clusterCountRaw>5751216</clusterCountRaw>
2436           <oneSig>831.59</oneSig>
2437           <percentClustersPF>79.66</percentClustersPF>
2438           <signal20AsPctOf1>88.39</signal20AsPctOf1>
2439           <tileNumber>1202</tileNumber>
2440         </Tile>
2441         <Tile>
2442           <clusterCountPF>4528467</clusterCountPF>
2443           <clusterCountRaw>5790284</clusterCountRaw>
2444           <oneSig>840.08</oneSig>
2445           <percentClustersPF>78.21</percentClustersPF>
2446           <signal20AsPctOf1>88.03</signal20AsPctOf1>
2447           <tileNumber>1203</tileNumber>
2448         </Tile>
2449         <Tile>
2450           <clusterCountPF>4494119</clusterCountPF>
2451           <clusterCountRaw>5804527</clusterCountRaw>
2452           <oneSig>839.24</oneSig>
2453           <percentClustersPF>77.42</percentClustersPF>
2454           <signal20AsPctOf1>86.99</signal20AsPctOf1>
2455           <tileNumber>1204</tileNumber>
2456         </Tile>
2457         <Tile>
2458           <clusterCountPF>4513374</clusterCountPF>
2459           <clusterCountRaw>5862748</clusterCountRaw>
2460           <oneSig>828.10</oneSig>
2461           <percentClustersPF>76.98</percentClustersPF>
2462           <signal20AsPctOf1>87.65</signal20AsPctOf1>
2463           <tileNumber>1205</tileNumber>
2464         </Tile>
2465         <Tile>
2466           <clusterCountPF>4344170</clusterCountPF>
2467           <clusterCountRaw>5825398</clusterCountRaw>
2468           <oneSig>829.88</oneSig>
2469           <percentClustersPF>74.57</percentClustersPF>
2470           <signal20AsPctOf1>86.89</signal20AsPctOf1>
2471           <tileNumber>1206</tileNumber>
2472         </Tile>
2473         <Tile>
2474           <clusterCountPF>4393774</clusterCountPF>
2475           <clusterCountRaw>5897351</clusterCountRaw>
2476           <oneSig>819.58</oneSig>
2477           <percentClustersPF>74.50</percentClustersPF>
2478           <signal20AsPctOf1>86.59</signal20AsPctOf1>
2479           <tileNumber>1207</tileNumber>
2480         </Tile>
2481         <Tile>
2482           <clusterCountPF>4157648</clusterCountPF>
2483           <clusterCountRaw>5826309</clusterCountRaw>
2484           <oneSig>782.96</oneSig>
2485           <percentClustersPF>71.36</percentClustersPF>
2486           <signal20AsPctOf1>89.68</signal20AsPctOf1>
2487           <tileNumber>1208</tileNumber>
2488         </Tile>
2489         <Tile>
2490           <clusterCountPF>4561716</clusterCountPF>
2491           <clusterCountRaw>5570624</clusterCountRaw>
2492           <oneSig>917.93</oneSig>
2493           <percentClustersPF>81.89</percentClustersPF>
2494           <signal20AsPctOf1>86.70</signal20AsPctOf1>
2495           <tileNumber>2101</tileNumber>
2496         </Tile>
2497         <Tile>
2498           <clusterCountPF>4532296</clusterCountPF>
2499           <clusterCountRaw>5685262</clusterCountRaw>
2500           <oneSig>930.54</oneSig>
2501           <percentClustersPF>79.72</percentClustersPF>
2502           <signal20AsPctOf1>86.94</signal20AsPctOf1>
2503           <tileNumber>2102</tileNumber>
2504         </Tile>
2505         <Tile>
2506           <clusterCountPF>4508708</clusterCountPF>
2507           <clusterCountRaw>5776092</clusterCountRaw>
2508           <oneSig>926.32</oneSig>
2509           <percentClustersPF>78.06</percentClustersPF>
2510           <signal20AsPctOf1>87.57</signal20AsPctOf1>
2511           <tileNumber>2103</tileNumber>
2512         </Tile>
2513         <Tile>
2514           <clusterCountPF>4525525</clusterCountPF>
2515           <clusterCountRaw>5790909</clusterCountRaw>
2516           <oneSig>920.14</oneSig>
2517           <percentClustersPF>78.15</percentClustersPF>
2518           <signal20AsPctOf1>86.96</signal20AsPctOf1>
2519           <tileNumber>2104</tileNumber>
2520         </Tile>
2521         <Tile>
2522           <clusterCountPF>4556249</clusterCountPF>
2523           <clusterCountRaw>5860727</clusterCountRaw>
2524           <oneSig>902.94</oneSig>
2525           <percentClustersPF>77.74</percentClustersPF>
2526           <signal20AsPctOf1>87.29</signal20AsPctOf1>
2527           <tileNumber>2105</tileNumber>
2528         </Tile>
2529         <Tile>
2530           <clusterCountPF>4421244</clusterCountPF>
2531           <clusterCountRaw>5788895</clusterCountRaw>
2532           <oneSig>905.97</oneSig>
2533           <percentClustersPF>76.37</percentClustersPF>
2534           <signal20AsPctOf1>87.20</signal20AsPctOf1>
2535           <tileNumber>2106</tileNumber>
2536         </Tile>
2537         <Tile>
2538           <clusterCountPF>4488933</clusterCountPF>
2539           <clusterCountRaw>5877491</clusterCountRaw>
2540           <oneSig>880.28</oneSig>
2541           <percentClustersPF>76.37</percentClustersPF>
2542           <signal20AsPctOf1>87.92</signal20AsPctOf1>
2543           <tileNumber>2107</tileNumber>
2544         </Tile>
2545         <Tile>
2546           <clusterCountPF>4391559</clusterCountPF>
2547           <clusterCountRaw>5783971</clusterCountRaw>
2548           <oneSig>886.17</oneSig>
2549           <percentClustersPF>75.93</percentClustersPF>
2550           <signal20AsPctOf1>87.53</signal20AsPctOf1>
2551           <tileNumber>2108</tileNumber>
2552         </Tile>
2553         <Tile>
2554           <clusterCountPF>4598463</clusterCountPF>
2555           <clusterCountRaw>5637476</clusterCountRaw>
2556           <oneSig>892.87</oneSig>
2557           <percentClustersPF>81.57</percentClustersPF>
2558           <signal20AsPctOf1>87.90</signal20AsPctOf1>
2559           <tileNumber>2201</tileNumber>
2560         </Tile>
2561         <Tile>
2562           <clusterCountPF>4624397</clusterCountPF>
2563           <clusterCountRaw>5756781</clusterCountRaw>
2564           <oneSig>906.12</oneSig>
2565           <percentClustersPF>80.33</percentClustersPF>
2566           <signal20AsPctOf1>88.26</signal20AsPctOf1>
2567           <tileNumber>2202</tileNumber>
2568         </Tile>
2569         <Tile>
2570           <clusterCountPF>4509754</clusterCountPF>
2571           <clusterCountRaw>5769732</clusterCountRaw>
2572           <oneSig>914.04</oneSig>
2573           <percentClustersPF>78.16</percentClustersPF>
2574           <signal20AsPctOf1>87.45</signal20AsPctOf1>
2575           <tileNumber>2203</tileNumber>
2576         </Tile>
2577         <Tile>
2578           <clusterCountPF>4574621</clusterCountPF>
2579           <clusterCountRaw>5840489</clusterCountRaw>
2580           <oneSig>908.04</oneSig>
2581           <percentClustersPF>78.33</percentClustersPF>
2582           <signal20AsPctOf1>87.62</signal20AsPctOf1>
2583           <tileNumber>2204</tileNumber>
2584         </Tile>
2585         <Tile>
2586           <clusterCountPF>4540321</clusterCountPF>
2587           <clusterCountRaw>5867521</clusterCountRaw>
2588           <oneSig>897.96</oneSig>
2589           <percentClustersPF>77.38</percentClustersPF>
2590           <signal20AsPctOf1>87.23</signal20AsPctOf1>
2591           <tileNumber>2205</tileNumber>
2592         </Tile>
2593         <Tile>
2594           <clusterCountPF>4422293</clusterCountPF>
2595           <clusterCountRaw>5810844</clusterCountRaw>
2596           <oneSig>877.17</oneSig>
2597           <percentClustersPF>76.10</percentClustersPF>
2598           <signal20AsPctOf1>89.20</signal20AsPctOf1>
2599           <tileNumber>2206</tileNumber>
2600         </Tile>
2601         <Tile>
2602           <clusterCountPF>4482970</clusterCountPF>
2603           <clusterCountRaw>5901536</clusterCountRaw>
2604           <oneSig>877.60</oneSig>
2605           <percentClustersPF>75.96</percentClustersPF>
2606           <signal20AsPctOf1>87.26</signal20AsPctOf1>
2607           <tileNumber>2207</tileNumber>
2608         </Tile>
2609         <Tile>
2610           <clusterCountPF>4320340</clusterCountPF>
2611           <clusterCountRaw>5802265</clusterCountRaw>
2612           <oneSig>864.54</oneSig>
2613           <percentClustersPF>74.46</percentClustersPF>
2614           <signal20AsPctOf1>89.32</signal20AsPctOf1>
2615           <tileNumber>2208</tileNumber>
2616         </Tile>
2617         <readNumber>2</readNumber>
2618       </Read>
2619       <laneNumber>3</laneNumber>
2620     </Lane>
2621     <Lane>
2622       <Read>
2623         <Tile>
2624           <clusterCountPF>1936097</clusterCountPF>
2625           <clusterCountRaw>2024432</clusterCountRaw>
2626           <oneSig>989.84</oneSig>
2627           <percentClustersPF>95.64</percentClustersPF>
2628           <signal20AsPctOf1>90.13</signal20AsPctOf1>
2629           <tileNumber>1101</tileNumber>
2630         </Tile>
2631         <Tile>
2632           <clusterCountPF>2033806</clusterCountPF>
2633           <clusterCountRaw>2136218</clusterCountRaw>
2634           <oneSig>977.07</oneSig>
2635           <percentClustersPF>95.21</percentClustersPF>
2636           <signal20AsPctOf1>90.67</signal20AsPctOf1>
2637           <tileNumber>1102</tileNumber>
2638         </Tile>
2639         <Tile>
2640           <clusterCountPF>2128235</clusterCountPF>
2641           <clusterCountRaw>2236343</clusterCountRaw>
2642           <oneSig>970.92</oneSig>
2643           <percentClustersPF>95.17</percentClustersPF>
2644           <signal20AsPctOf1>90.37</signal20AsPctOf1>
2645           <tileNumber>1103</tileNumber>
2646         </Tile>
2647         <Tile>
2648           <clusterCountPF>2219946</clusterCountPF>
2649           <clusterCountRaw>2334411</clusterCountRaw>
2650           <oneSig>966.58</oneSig>
2651           <percentClustersPF>95.10</percentClustersPF>
2652           <signal20AsPctOf1>90.06</signal20AsPctOf1>
2653           <tileNumber>1104</tileNumber>
2654         </Tile>
2655         <Tile>
2656           <clusterCountPF>2318300</clusterCountPF>
2657           <clusterCountRaw>2442963</clusterCountRaw>
2658           <oneSig>972.95</oneSig>
2659           <percentClustersPF>94.90</percentClustersPF>
2660           <signal20AsPctOf1>89.21</signal20AsPctOf1>
2661           <tileNumber>1105</tileNumber>
2662         </Tile>
2663         <Tile>
2664           <clusterCountPF>2395647</clusterCountPF>
2665           <clusterCountRaw>2535046</clusterCountRaw>
2666           <oneSig>963.77</oneSig>
2667           <percentClustersPF>94.50</percentClustersPF>
2668           <signal20AsPctOf1>88.93</signal20AsPctOf1>
2669           <tileNumber>1106</tileNumber>
2670         </Tile>
2671         <Tile>
2672           <clusterCountPF>2531317</clusterCountPF>
2673           <clusterCountRaw>2677087</clusterCountRaw>
2674           <oneSig>955.86</oneSig>
2675           <percentClustersPF>94.55</percentClustersPF>
2676           <signal20AsPctOf1>88.87</signal20AsPctOf1>
2677           <tileNumber>1107</tileNumber>
2678         </Tile>
2679         <Tile>
2680           <clusterCountPF>2712534</clusterCountPF>
2681           <clusterCountRaw>2894528</clusterCountRaw>
2682           <oneSig>956.14</oneSig>
2683           <percentClustersPF>93.71</percentClustersPF>
2684           <signal20AsPctOf1>87.75</signal20AsPctOf1>
2685           <tileNumber>1108</tileNumber>
2686         </Tile>
2687         <Tile>
2688           <clusterCountPF>1939172</clusterCountPF>
2689           <clusterCountRaw>2011740</clusterCountRaw>
2690           <oneSig>985.73</oneSig>
2691           <percentClustersPF>96.39</percentClustersPF>
2692           <signal20AsPctOf1>90.84</signal20AsPctOf1>
2693           <tileNumber>1201</tileNumber>
2694         </Tile>
2695         <Tile>
2696           <clusterCountPF>2037448</clusterCountPF>
2697           <clusterCountRaw>2117298</clusterCountRaw>
2698           <oneSig>973.89</oneSig>
2699           <percentClustersPF>96.23</percentClustersPF>
2700           <signal20AsPctOf1>90.63</signal20AsPctOf1>
2701           <tileNumber>1202</tileNumber>
2702         </Tile>
2703         <Tile>
2704           <clusterCountPF>2125308</clusterCountPF>
2705           <clusterCountRaw>2216615</clusterCountRaw>
2706           <oneSig>972.67</oneSig>
2707           <percentClustersPF>95.88</percentClustersPF>
2708           <signal20AsPctOf1>89.48</signal20AsPctOf1>
2709           <tileNumber>1203</tileNumber>
2710         </Tile>
2711         <Tile>
2712           <clusterCountPF>2222682</clusterCountPF>
2713           <clusterCountRaw>2316733</clusterCountRaw>
2714           <oneSig>967.67</oneSig>
2715           <percentClustersPF>95.94</percentClustersPF>
2716           <signal20AsPctOf1>89.66</signal20AsPctOf1>
2717           <tileNumber>1204</tileNumber>
2718         </Tile>
2719         <Tile>
2720           <clusterCountPF>2319401</clusterCountPF>
2721           <clusterCountRaw>2420230</clusterCountRaw>
2722           <oneSig>970.55</oneSig>
2723           <percentClustersPF>95.83</percentClustersPF>
2724           <signal20AsPctOf1>88.17</signal20AsPctOf1>
2725           <tileNumber>1205</tileNumber>
2726         </Tile>
2727         <Tile>
2728           <clusterCountPF>2390705</clusterCountPF>
2729           <clusterCountRaw>2509774</clusterCountRaw>
2730           <oneSig>958.38</oneSig>
2731           <percentClustersPF>95.26</percentClustersPF>
2732           <signal20AsPctOf1>88.62</signal20AsPctOf1>
2733           <tileNumber>1206</tileNumber>
2734         </Tile>
2735         <Tile>
2736           <clusterCountPF>2539629</clusterCountPF>
2737           <clusterCountRaw>2659795</clusterCountRaw>
2738           <oneSig>965.58</oneSig>
2739           <percentClustersPF>95.48</percentClustersPF>
2740           <signal20AsPctOf1>88.27</signal20AsPctOf1>
2741           <tileNumber>1207</tileNumber>
2742         </Tile>
2743         <Tile>
2744           <clusterCountPF>2722387</clusterCountPF>
2745           <clusterCountRaw>2884722</clusterCountRaw>
2746           <oneSig>948.32</oneSig>
2747           <percentClustersPF>94.37</percentClustersPF>
2748           <signal20AsPctOf1>87.05</signal20AsPctOf1>
2749           <tileNumber>1208</tileNumber>
2750         </Tile>
2751         <Tile>
2752           <clusterCountPF>1910128</clusterCountPF>
2753           <clusterCountRaw>2006024</clusterCountRaw>
2754           <oneSig>1073.87</oneSig>
2755           <percentClustersPF>95.22</percentClustersPF>
2756           <signal20AsPctOf1>92.63</signal20AsPctOf1>
2757           <tileNumber>2101</tileNumber>
2758         </Tile>
2759         <Tile>
2760           <clusterCountPF>2015816</clusterCountPF>
2761           <clusterCountRaw>2123454</clusterCountRaw>
2762           <oneSig>1065.21</oneSig>
2763           <percentClustersPF>94.93</percentClustersPF>
2764           <signal20AsPctOf1>91.91</signal20AsPctOf1>
2765           <tileNumber>2102</tileNumber>
2766         </Tile>
2767         <Tile>
2768           <clusterCountPF>2114372</clusterCountPF>
2769           <clusterCountRaw>2232132</clusterCountRaw>
2770           <oneSig>1062.11</oneSig>
2771           <percentClustersPF>94.72</percentClustersPF>
2772           <signal20AsPctOf1>91.23</signal20AsPctOf1>
2773           <tileNumber>2103</tileNumber>
2774         </Tile>
2775         <Tile>
2776           <clusterCountPF>2221391</clusterCountPF>
2777           <clusterCountRaw>2342715</clusterCountRaw>
2778           <oneSig>1065.88</oneSig>
2779           <percentClustersPF>94.82</percentClustersPF>
2780           <signal20AsPctOf1>91.14</signal20AsPctOf1>
2781           <tileNumber>2104</tileNumber>
2782         </Tile>
2783         <Tile>
2784           <clusterCountPF>2327890</clusterCountPF>
2785           <clusterCountRaw>2460684</clusterCountRaw>
2786           <oneSig>1058.27</oneSig>
2787           <percentClustersPF>94.60</percentClustersPF>
2788           <signal20AsPctOf1>91.50</signal20AsPctOf1>
2789           <tileNumber>2105</tileNumber>
2790         </Tile>
2791         <Tile>
2792           <clusterCountPF>2418954</clusterCountPF>
2793           <clusterCountRaw>2566826</clusterCountRaw>
2794           <oneSig>1037.87</oneSig>
2795           <percentClustersPF>94.24</percentClustersPF>
2796           <signal20AsPctOf1>91.54</signal20AsPctOf1>
2797           <tileNumber>2106</tileNumber>
2798         </Tile>
2799         <Tile>
2800           <clusterCountPF>2569352</clusterCountPF>
2801           <clusterCountRaw>2728854</clusterCountRaw>
2802           <oneSig>1028.66</oneSig>
2803           <percentClustersPF>94.15</percentClustersPF>
2804           <signal20AsPctOf1>90.41</signal20AsPctOf1>
2805           <tileNumber>2107</tileNumber>
2806         </Tile>
2807         <Tile>
2808           <clusterCountPF>2755428</clusterCountPF>
2809           <clusterCountRaw>2957110</clusterCountRaw>
2810           <oneSig>1017.54</oneSig>
2811           <percentClustersPF>93.18</percentClustersPF>
2812           <signal20AsPctOf1>90.71</signal20AsPctOf1>
2813           <tileNumber>2108</tileNumber>
2814         </Tile>
2815         <Tile>
2816           <clusterCountPF>1918561</clusterCountPF>
2817           <clusterCountRaw>1998620</clusterCountRaw>
2818           <oneSig>1072.42</oneSig>
2819           <percentClustersPF>95.99</percentClustersPF>
2820           <signal20AsPctOf1>91.83</signal20AsPctOf1>
2821           <tileNumber>2201</tileNumber>
2822         </Tile>
2823         <Tile>
2824           <clusterCountPF>2021331</clusterCountPF>
2825           <clusterCountRaw>2111672</clusterCountRaw>
2826           <oneSig>1070.92</oneSig>
2827           <percentClustersPF>95.72</percentClustersPF>
2828           <signal20AsPctOf1>91.84</signal20AsPctOf1>
2829           <tileNumber>2202</tileNumber>
2830         </Tile>
2831         <Tile>
2832           <clusterCountPF>2112214</clusterCountPF>
2833           <clusterCountRaw>2215331</clusterCountRaw>
2834           <oneSig>1062.60</oneSig>
2835           <percentClustersPF>95.35</percentClustersPF>
2836           <signal20AsPctOf1>91.18</signal20AsPctOf1>
2837           <tileNumber>2203</tileNumber>
2838         </Tile>
2839         <Tile>
2840           <clusterCountPF>2214318</clusterCountPF>
2841           <clusterCountRaw>2319051</clusterCountRaw>
2842           <oneSig>1061.01</oneSig>
2843           <percentClustersPF>95.48</percentClustersPF>
2844           <signal20AsPctOf1>91.86</signal20AsPctOf1>
2845           <tileNumber>2204</tileNumber>
2846         </Tile>
2847         <Tile>
2848           <clusterCountPF>2315144</clusterCountPF>
2849           <clusterCountRaw>2430957</clusterCountRaw>
2850           <oneSig>1061.96</oneSig>
2851           <percentClustersPF>95.24</percentClustersPF>
2852           <signal20AsPctOf1>90.85</signal20AsPctOf1>
2853           <tileNumber>2205</tileNumber>
2854         </Tile>
2855         <Tile>
2856           <clusterCountPF>2412014</clusterCountPF>
2857           <clusterCountRaw>2543907</clusterCountRaw>
2858           <oneSig>1045.60</oneSig>
2859           <percentClustersPF>94.82</percentClustersPF>
2860           <signal20AsPctOf1>90.82</signal20AsPctOf1>
2861           <tileNumber>2206</tileNumber>
2862         </Tile>
2863         <Tile>
2864           <clusterCountPF>2577875</clusterCountPF>
2865           <clusterCountRaw>2717125</clusterCountRaw>
2866           <oneSig>1037.50</oneSig>
2867           <percentClustersPF>94.88</percentClustersPF>
2868           <signal20AsPctOf1>91.44</signal20AsPctOf1>
2869           <tileNumber>2207</tileNumber>
2870         </Tile>
2871         <Tile>
2872           <clusterCountPF>2797495</clusterCountPF>
2873           <clusterCountRaw>2980635</clusterCountRaw>
2874           <oneSig>1023.66</oneSig>
2875           <percentClustersPF>93.86</percentClustersPF>
2876           <signal20AsPctOf1>91.28</signal20AsPctOf1>
2877           <tileNumber>2208</tileNumber>
2878         </Tile>
2879         <readNumber>1</readNumber>
2880       </Read>
2881       <Read>
2882         <Tile>
2883           <clusterCountPF>1936097</clusterCountPF>
2884           <clusterCountRaw>2024432</clusterCountRaw>
2885           <oneSig>921.46</oneSig>
2886           <percentClustersPF>95.64</percentClustersPF>
2887           <signal20AsPctOf1>89.82</signal20AsPctOf1>
2888           <tileNumber>1101</tileNumber>
2889         </Tile>
2890         <Tile>
2891           <clusterCountPF>2033806</clusterCountPF>
2892           <clusterCountRaw>2136218</clusterCountRaw>
2893           <oneSig>934.42</oneSig>
2894           <percentClustersPF>95.21</percentClustersPF>
2895           <signal20AsPctOf1>89.21</signal20AsPctOf1>
2896           <tileNumber>1102</tileNumber>
2897         </Tile>
2898         <Tile>
2899           <clusterCountPF>2128235</clusterCountPF>
2900           <clusterCountRaw>2236343</clusterCountRaw>
2901           <oneSig>932.51</oneSig>
2902           <percentClustersPF>95.17</percentClustersPF>
2903           <signal20AsPctOf1>88.33</signal20AsPctOf1>
2904           <tileNumber>1103</tileNumber>
2905         </Tile>
2906         <Tile>
2907           <clusterCountPF>2219946</clusterCountPF>
2908           <clusterCountRaw>2334411</clusterCountRaw>
2909           <oneSig>929.87</oneSig>
2910           <percentClustersPF>95.10</percentClustersPF>
2911           <signal20AsPctOf1>89.25</signal20AsPctOf1>
2912           <tileNumber>1104</tileNumber>
2913         </Tile>
2914         <Tile>
2915           <clusterCountPF>2318300</clusterCountPF>
2916           <clusterCountRaw>2442963</clusterCountRaw>
2917           <oneSig>927.86</oneSig>
2918           <percentClustersPF>94.90</percentClustersPF>
2919           <signal20AsPctOf1>88.59</signal20AsPctOf1>
2920           <tileNumber>1105</tileNumber>
2921         </Tile>
2922         <Tile>
2923           <clusterCountPF>2395647</clusterCountPF>
2924           <clusterCountRaw>2535046</clusterCountRaw>
2925           <oneSig>920.23</oneSig>
2926           <percentClustersPF>94.50</percentClustersPF>
2927           <signal20AsPctOf1>89.07</signal20AsPctOf1>
2928           <tileNumber>1106</tileNumber>
2929         </Tile>
2930         <Tile>
2931           <clusterCountPF>2531317</clusterCountPF>
2932           <clusterCountRaw>2677087</clusterCountRaw>
2933           <oneSig>912.77</oneSig>
2934           <percentClustersPF>94.55</percentClustersPF>
2935           <signal20AsPctOf1>88.54</signal20AsPctOf1>
2936           <tileNumber>1107</tileNumber>
2937         </Tile>
2938         <Tile>
2939           <clusterCountPF>2712534</clusterCountPF>
2940           <clusterCountRaw>2894528</clusterCountRaw>
2941           <oneSig>899.78</oneSig>
2942           <percentClustersPF>93.71</percentClustersPF>
2943           <signal20AsPctOf1>89.90</signal20AsPctOf1>
2944           <tileNumber>1108</tileNumber>
2945         </Tile>
2946         <Tile>
2947           <clusterCountPF>1939172</clusterCountPF>
2948           <clusterCountRaw>2011740</clusterCountRaw>
2949           <oneSig>917.06</oneSig>
2950           <percentClustersPF>96.39</percentClustersPF>
2951           <signal20AsPctOf1>87.38</signal20AsPctOf1>
2952           <tileNumber>1201</tileNumber>
2953         </Tile>
2954         <Tile>
2955           <clusterCountPF>2037448</clusterCountPF>
2956           <clusterCountRaw>2117298</clusterCountRaw>
2957           <oneSig>935.62</oneSig>
2958           <percentClustersPF>96.23</percentClustersPF>
2959           <signal20AsPctOf1>87.72</signal20AsPctOf1>
2960           <tileNumber>1202</tileNumber>
2961         </Tile>
2962         <Tile>
2963           <clusterCountPF>2125308</clusterCountPF>
2964           <clusterCountRaw>2216615</clusterCountRaw>
2965           <oneSig>926.87</oneSig>
2966           <percentClustersPF>95.88</percentClustersPF>
2967           <signal20AsPctOf1>88.66</signal20AsPctOf1>
2968           <tileNumber>1203</tileNumber>
2969         </Tile>
2970         <Tile>
2971           <clusterCountPF>2222682</clusterCountPF>
2972           <clusterCountRaw>2316733</clusterCountRaw>
2973           <oneSig>939.68</oneSig>
2974           <percentClustersPF>95.94</percentClustersPF>
2975           <signal20AsPctOf1>87.27</signal20AsPctOf1>
2976           <tileNumber>1204</tileNumber>
2977         </Tile>
2978         <Tile>
2979           <clusterCountPF>2319401</clusterCountPF>
2980           <clusterCountRaw>2420230</clusterCountRaw>
2981           <oneSig>925.49</oneSig>
2982           <percentClustersPF>95.83</percentClustersPF>
2983           <signal20AsPctOf1>88.46</signal20AsPctOf1>
2984           <tileNumber>1205</tileNumber>
2985         </Tile>
2986         <Tile>
2987           <clusterCountPF>2390705</clusterCountPF>
2988           <clusterCountRaw>2509774</clusterCountRaw>
2989           <oneSig>925.60</oneSig>
2990           <percentClustersPF>95.26</percentClustersPF>
2991           <signal20AsPctOf1>87.49</signal20AsPctOf1>
2992           <tileNumber>1206</tileNumber>
2993         </Tile>
2994         <Tile>
2995           <clusterCountPF>2539629</clusterCountPF>
2996           <clusterCountRaw>2659795</clusterCountRaw>
2997           <oneSig>919.00</oneSig>
2998           <percentClustersPF>95.48</percentClustersPF>
2999           <signal20AsPctOf1>88.17</signal20AsPctOf1>
3000           <tileNumber>1207</tileNumber>
3001         </Tile>
3002         <Tile>
3003           <clusterCountPF>2722387</clusterCountPF>
3004           <clusterCountRaw>2884722</clusterCountRaw>
3005           <oneSig>912.76</oneSig>
3006           <percentClustersPF>94.37</percentClustersPF>
3007           <signal20AsPctOf1>86.39</signal20AsPctOf1>
3008           <tileNumber>1208</tileNumber>
3009         </Tile>
3010         <Tile>
3011           <clusterCountPF>1910128</clusterCountPF>
3012           <clusterCountRaw>2006024</clusterCountRaw>
3013           <oneSig>1001.19</oneSig>
3014           <percentClustersPF>95.22</percentClustersPF>
3015           <signal20AsPctOf1>89.80</signal20AsPctOf1>
3016           <tileNumber>2101</tileNumber>
3017         </Tile>
3018         <Tile>
3019           <clusterCountPF>2015816</clusterCountPF>
3020           <clusterCountRaw>2123454</clusterCountRaw>
3021           <oneSig>1016.07</oneSig>
3022           <percentClustersPF>94.93</percentClustersPF>
3023           <signal20AsPctOf1>89.03</signal20AsPctOf1>
3024           <tileNumber>2102</tileNumber>
3025         </Tile>
3026         <Tile>
3027           <clusterCountPF>2114372</clusterCountPF>
3028           <clusterCountRaw>2232132</clusterCountRaw>
3029           <oneSig>1006.29</oneSig>
3030           <percentClustersPF>94.72</percentClustersPF>
3031           <signal20AsPctOf1>89.06</signal20AsPctOf1>
3032           <tileNumber>2103</tileNumber>
3033         </Tile>
3034         <Tile>
3035           <clusterCountPF>2221391</clusterCountPF>
3036           <clusterCountRaw>2342715</clusterCountRaw>
3037           <oneSig>1013.09</oneSig>
3038           <percentClustersPF>94.82</percentClustersPF>
3039           <signal20AsPctOf1>89.49</signal20AsPctOf1>
3040           <tileNumber>2104</tileNumber>
3041         </Tile>
3042         <Tile>
3043           <clusterCountPF>2327890</clusterCountPF>
3044           <clusterCountRaw>2460684</clusterCountRaw>
3045           <oneSig>1009.18</oneSig>
3046           <percentClustersPF>94.60</percentClustersPF>
3047           <signal20AsPctOf1>89.39</signal20AsPctOf1>
3048           <tileNumber>2105</tileNumber>
3049         </Tile>
3050         <Tile>
3051           <clusterCountPF>2418954</clusterCountPF>
3052           <clusterCountRaw>2566826</clusterCountRaw>
3053           <oneSig>997.81</oneSig>
3054           <percentClustersPF>94.24</percentClustersPF>
3055           <signal20AsPctOf1>89.31</signal20AsPctOf1>
3056           <tileNumber>2106</tileNumber>
3057         </Tile>
3058         <Tile>
3059           <clusterCountPF>2569352</clusterCountPF>
3060           <clusterCountRaw>2728854</clusterCountRaw>
3061           <oneSig>986.36</oneSig>
3062           <percentClustersPF>94.15</percentClustersPF>
3063           <signal20AsPctOf1>88.73</signal20AsPctOf1>
3064           <tileNumber>2107</tileNumber>
3065         </Tile>
3066         <Tile>
3067           <clusterCountPF>2755428</clusterCountPF>
3068           <clusterCountRaw>2957110</clusterCountRaw>
3069           <oneSig>977.88</oneSig>
3070           <percentClustersPF>93.18</percentClustersPF>
3071           <signal20AsPctOf1>89.17</signal20AsPctOf1>
3072           <tileNumber>2108</tileNumber>
3073         </Tile>
3074         <Tile>
3075           <clusterCountPF>1918561</clusterCountPF>
3076           <clusterCountRaw>1998620</clusterCountRaw>
3077           <oneSig>978.47</oneSig>
3078           <percentClustersPF>95.99</percentClustersPF>
3079           <signal20AsPctOf1>88.31</signal20AsPctOf1>
3080           <tileNumber>2201</tileNumber>
3081         </Tile>
3082         <Tile>
3083           <clusterCountPF>2021331</clusterCountPF>
3084           <clusterCountRaw>2111672</clusterCountRaw>
3085           <oneSig>1001.20</oneSig>
3086           <percentClustersPF>95.72</percentClustersPF>
3087           <signal20AsPctOf1>88.67</signal20AsPctOf1>
3088           <tileNumber>2202</tileNumber>
3089         </Tile>
3090         <Tile>
3091           <clusterCountPF>2112214</clusterCountPF>
3092           <clusterCountRaw>2215331</clusterCountRaw>
3093           <oneSig>1011.24</oneSig>
3094           <percentClustersPF>95.35</percentClustersPF>
3095           <signal20AsPctOf1>88.88</signal20AsPctOf1>
3096           <tileNumber>2203</tileNumber>
3097         </Tile>
3098         <Tile>
3099           <clusterCountPF>2214318</clusterCountPF>
3100           <clusterCountRaw>2319051</clusterCountRaw>
3101           <oneSig>1007.40</oneSig>
3102           <percentClustersPF>95.48</percentClustersPF>
3103           <signal20AsPctOf1>89.50</signal20AsPctOf1>
3104           <tileNumber>2204</tileNumber>
3105         </Tile>
3106         <Tile>
3107           <clusterCountPF>2315144</clusterCountPF>
3108           <clusterCountRaw>2430957</clusterCountRaw>
3109           <oneSig>1002.02</oneSig>
3110           <percentClustersPF>95.24</percentClustersPF>
3111           <signal20AsPctOf1>89.27</signal20AsPctOf1>
3112           <tileNumber>2205</tileNumber>
3113         </Tile>
3114         <Tile>
3115           <clusterCountPF>2412014</clusterCountPF>
3116           <clusterCountRaw>2543907</clusterCountRaw>
3117           <oneSig>985.25</oneSig>
3118           <percentClustersPF>94.82</percentClustersPF>
3119           <signal20AsPctOf1>89.05</signal20AsPctOf1>
3120           <tileNumber>2206</tileNumber>
3121         </Tile>
3122         <Tile>
3123           <clusterCountPF>2577875</clusterCountPF>
3124           <clusterCountRaw>2717125</clusterCountRaw>
3125           <oneSig>983.61</oneSig>
3126           <percentClustersPF>94.88</percentClustersPF>
3127           <signal20AsPctOf1>88.73</signal20AsPctOf1>
3128           <tileNumber>2207</tileNumber>
3129         </Tile>
3130         <Tile>
3131           <clusterCountPF>2797495</clusterCountPF>
3132           <clusterCountRaw>2980635</clusterCountRaw>
3133           <oneSig>971.80</oneSig>
3134           <percentClustersPF>93.86</percentClustersPF>
3135           <signal20AsPctOf1>89.08</signal20AsPctOf1>
3136           <tileNumber>2208</tileNumber>
3137         </Tile>
3138         <readNumber>2</readNumber>
3139       </Read>
3140       <laneNumber>4</laneNumber>
3141     </Lane>
3142     <Lane>
3143       <Read>
3144         <Tile>
3145           <clusterCountPF>1762914</clusterCountPF>
3146           <clusterCountRaw>1821416</clusterCountRaw>
3147           <oneSig>1076.48</oneSig>
3148           <percentClustersPF>96.79</percentClustersPF>
3149           <signal20AsPctOf1>89.20</signal20AsPctOf1>
3150           <tileNumber>1101</tileNumber>
3151         </Tile>
3152         <Tile>
3153           <clusterCountPF>1855510</clusterCountPF>
3154           <clusterCountRaw>1920732</clusterCountRaw>
3155           <oneSig>1068.75</oneSig>
3156           <percentClustersPF>96.60</percentClustersPF>
3157           <signal20AsPctOf1>88.69</signal20AsPctOf1>
3158           <tileNumber>1102</tileNumber>
3159         </Tile>
3160         <Tile>
3161           <clusterCountPF>1940256</clusterCountPF>
3162           <clusterCountRaw>2011793</clusterCountRaw>
3163           <oneSig>1059.38</oneSig>
3164           <percentClustersPF>96.44</percentClustersPF>
3165           <signal20AsPctOf1>88.31</signal20AsPctOf1>
3166           <tileNumber>1103</tileNumber>
3167         </Tile>
3168         <Tile>
3169           <clusterCountPF>2021898</clusterCountPF>
3170           <clusterCountRaw>2094868</clusterCountRaw>
3171           <oneSig>1064.25</oneSig>
3172           <percentClustersPF>96.52</percentClustersPF>
3173           <signal20AsPctOf1>88.83</signal20AsPctOf1>
3174           <tileNumber>1104</tileNumber>
3175         </Tile>
3176         <Tile>
3177           <clusterCountPF>2110178</clusterCountPF>
3178           <clusterCountRaw>2189413</clusterCountRaw>
3179           <oneSig>1060.98</oneSig>
3180           <percentClustersPF>96.38</percentClustersPF>
3181           <signal20AsPctOf1>88.76</signal20AsPctOf1>
3182           <tileNumber>1105</tileNumber>
3183         </Tile>
3184         <Tile>
3185           <clusterCountPF>2155730</clusterCountPF>
3186           <clusterCountRaw>2242409</clusterCountRaw>
3187           <oneSig>1072.15</oneSig>
3188           <percentClustersPF>96.13</percentClustersPF>
3189           <signal20AsPctOf1>88.18</signal20AsPctOf1>
3190           <tileNumber>1106</tileNumber>
3191         </Tile>
3192         <Tile>
3193           <clusterCountPF>2310172</clusterCountPF>
3194           <clusterCountRaw>2404698</clusterCountRaw>
3195           <oneSig>1070.74</oneSig>
3196           <percentClustersPF>96.07</percentClustersPF>
3197           <signal20AsPctOf1>88.75</signal20AsPctOf1>
3198           <tileNumber>1107</tileNumber>
3199         </Tile>
3200         <Tile>
3201           <clusterCountPF>2502834</clusterCountPF>
3202           <clusterCountRaw>2619966</clusterCountRaw>
3203           <oneSig>1070.14</oneSig>
3204           <percentClustersPF>95.53</percentClustersPF>
3205           <signal20AsPctOf1>87.01</signal20AsPctOf1>
3206           <tileNumber>1108</tileNumber>
3207         </Tile>
3208         <Tile>
3209           <clusterCountPF>1783540</clusterCountPF>
3210           <clusterCountRaw>1835999</clusterCountRaw>
3211           <oneSig>1067.43</oneSig>
3212           <percentClustersPF>97.14</percentClustersPF>
3213           <signal20AsPctOf1>89.59</signal20AsPctOf1>
3214           <tileNumber>1201</tileNumber>
3215         </Tile>
3216         <Tile>
3217           <clusterCountPF>1869878</clusterCountPF>
3218           <clusterCountRaw>1927259</clusterCountRaw>
3219           <oneSig>1060.89</oneSig>
3220           <percentClustersPF>97.02</percentClustersPF>
3221           <signal20AsPctOf1>89.12</signal20AsPctOf1>
3222           <tileNumber>1202</tileNumber>
3223         </Tile>
3224         <Tile>
3225           <clusterCountPF>1953653</clusterCountPF>
3226           <clusterCountRaw>2018518</clusterCountRaw>
3227           <oneSig>1050.82</oneSig>
3228           <percentClustersPF>96.79</percentClustersPF>
3229           <signal20AsPctOf1>88.29</signal20AsPctOf1>
3230           <tileNumber>1203</tileNumber>
3231         </Tile>
3232         <Tile>
3233           <clusterCountPF>2043181</clusterCountPF>
3234           <clusterCountRaw>2108952</clusterCountRaw>
3235           <oneSig>1048.41</oneSig>
3236           <percentClustersPF>96.88</percentClustersPF>
3237           <signal20AsPctOf1>88.85</signal20AsPctOf1>
3238           <tileNumber>1204</tileNumber>
3239         </Tile>
3240         <Tile>
3241           <clusterCountPF>2138464</clusterCountPF>
3242           <clusterCountRaw>2211399</clusterCountRaw>
3243           <oneSig>1053.18</oneSig>
3244           <percentClustersPF>96.70</percentClustersPF>
3245           <signal20AsPctOf1>88.16</signal20AsPctOf1>
3246           <tileNumber>1205</tileNumber>
3247         </Tile>
3248         <Tile>
3249           <clusterCountPF>2211489</clusterCountPF>
3250           <clusterCountRaw>2294363</clusterCountRaw>
3251           <oneSig>1064.96</oneSig>
3252           <percentClustersPF>96.39</percentClustersPF>
3253           <signal20AsPctOf1>87.74</signal20AsPctOf1>
3254           <tileNumber>1206</tileNumber>
3255         </Tile>
3256         <Tile>
3257           <clusterCountPF>2363076</clusterCountPF>
3258           <clusterCountRaw>2456661</clusterCountRaw>
3259           <oneSig>1060.87</oneSig>
3260           <percentClustersPF>96.19</percentClustersPF>
3261           <signal20AsPctOf1>87.63</signal20AsPctOf1>
3262           <tileNumber>1207</tileNumber>
3263         </Tile>
3264         <Tile>
3265           <clusterCountPF>2561395</clusterCountPF>
3266           <clusterCountRaw>2676956</clusterCountRaw>
3267           <oneSig>1044.30</oneSig>
3268           <percentClustersPF>95.68</percentClustersPF>
3269           <signal20AsPctOf1>87.77</signal20AsPctOf1>
3270           <tileNumber>1208</tileNumber>
3271         </Tile>
3272         <Tile>
3273           <clusterCountPF>1746006</clusterCountPF>
3274           <clusterCountRaw>1808087</clusterCountRaw>
3275           <oneSig>1144.56</oneSig>
3276           <percentClustersPF>96.57</percentClustersPF>
3277           <signal20AsPctOf1>92.34</signal20AsPctOf1>
3278           <tileNumber>2101</tileNumber>
3279         </Tile>
3280         <Tile>
3281           <clusterCountPF>1832932</clusterCountPF>
3282           <clusterCountRaw>1903820</clusterCountRaw>
3283           <oneSig>1125.08</oneSig>
3284           <percentClustersPF>96.28</percentClustersPF>
3285           <signal20AsPctOf1>91.62</signal20AsPctOf1>
3286           <tileNumber>2102</tileNumber>
3287         </Tile>
3288         <Tile>
3289           <clusterCountPF>1919795</clusterCountPF>
3290           <clusterCountRaw>1998228</clusterCountRaw>
3291           <oneSig>1118.76</oneSig>
3292           <percentClustersPF>96.07</percentClustersPF>
3293           <signal20AsPctOf1>92.12</signal20AsPctOf1>
3294           <tileNumber>2103</tileNumber>
3295         </Tile>
3296         <Tile>
3297           <clusterCountPF>2010518</clusterCountPF>
3298           <clusterCountRaw>2094004</clusterCountRaw>
3299           <oneSig>1117.43</oneSig>
3300           <percentClustersPF>96.01</percentClustersPF>
3301           <signal20AsPctOf1>91.35</signal20AsPctOf1>
3302           <tileNumber>2104</tileNumber>
3303         </Tile>
3304         <Tile>
3305           <clusterCountPF>2116606</clusterCountPF>
3306           <clusterCountRaw>2206952</clusterCountRaw>
3307           <oneSig>1118.25</oneSig>
3308           <percentClustersPF>95.91</percentClustersPF>
3309           <signal20AsPctOf1>91.56</signal20AsPctOf1>
3310           <tileNumber>2105</tileNumber>
3311         </Tile>
3312         <Tile>
3313           <clusterCountPF>2190095</clusterCountPF>
3314           <clusterCountRaw>2292351</clusterCountRaw>
3315           <oneSig>1128.24</oneSig>
3316           <percentClustersPF>95.54</percentClustersPF>
3317           <signal20AsPctOf1>90.35</signal20AsPctOf1>
3318           <tileNumber>2106</tileNumber>
3319         </Tile>
3320         <Tile>
3321           <clusterCountPF>2418033</clusterCountPF>
3322           <clusterCountRaw>2534268</clusterCountRaw>
3323           <oneSig>1120.00</oneSig>
3324           <percentClustersPF>95.41</percentClustersPF>
3325           <signal20AsPctOf1>90.44</signal20AsPctOf1>
3326           <tileNumber>2107</tileNumber>
3327         </Tile>
3328         <Tile>
3329           <clusterCountPF>2701162</clusterCountPF>
3330           <clusterCountRaw>2857713</clusterCountRaw>
3331           <oneSig>1094.91</oneSig>
3332           <percentClustersPF>94.52</percentClustersPF>
3333           <signal20AsPctOf1>90.21</signal20AsPctOf1>
3334           <tileNumber>2108</tileNumber>
3335         </Tile>
3336         <Tile>
3337           <clusterCountPF>1765152</clusterCountPF>
3338           <clusterCountRaw>1821250</clusterCountRaw>
3339           <oneSig>1131.30</oneSig>
3340           <percentClustersPF>96.92</percentClustersPF>
3341           <signal20AsPctOf1>93.02</signal20AsPctOf1>
3342           <tileNumber>2201</tileNumber>
3343         </Tile>
3344         <Tile>
3345           <clusterCountPF>1859478</clusterCountPF>
3346           <clusterCountRaw>1918657</clusterCountRaw>
3347           <oneSig>1123.29</oneSig>
3348           <percentClustersPF>96.92</percentClustersPF>
3349           <signal20AsPctOf1>92.27</signal20AsPctOf1>
3350           <tileNumber>2202</tileNumber>
3351         </Tile>
3352         <Tile>
3353           <clusterCountPF>1947112</clusterCountPF>
3354           <clusterCountRaw>2013942</clusterCountRaw>
3355           <oneSig>1120.18</oneSig>
3356           <percentClustersPF>96.68</percentClustersPF>
3357           <signal20AsPctOf1>92.35</signal20AsPctOf1>
3358           <tileNumber>2203</tileNumber>
3359         </Tile>
3360         <Tile>
3361           <clusterCountPF>2043455</clusterCountPF>
3362           <clusterCountRaw>2113298</clusterCountRaw>
3363           <oneSig>1107.59</oneSig>
3364           <percentClustersPF>96.70</percentClustersPF>
3365           <signal20AsPctOf1>92.56</signal20AsPctOf1>
3366           <tileNumber>2204</tileNumber>
3367         </Tile>
3368         <Tile>
3369           <clusterCountPF>2145521</clusterCountPF>
3370           <clusterCountRaw>2221579</clusterCountRaw>
3371           <oneSig>1119.13</oneSig>
3372           <percentClustersPF>96.58</percentClustersPF>
3373           <signal20AsPctOf1>91.57</signal20AsPctOf1>
3374           <tileNumber>2205</tileNumber>
3375         </Tile>
3376         <Tile>
3377           <clusterCountPF>2240153</clusterCountPF>
3378           <clusterCountRaw>2326467</clusterCountRaw>
3379           <oneSig>1125.66</oneSig>
3380           <percentClustersPF>96.29</percentClustersPF>
3381           <signal20AsPctOf1>90.72</signal20AsPctOf1>
3382           <tileNumber>2206</tileNumber>
3383         </Tile>
3384         <Tile>
3385           <clusterCountPF>2441694</clusterCountPF>
3386           <clusterCountRaw>2538236</clusterCountRaw>
3387           <oneSig>1123.09</oneSig>
3388           <percentClustersPF>96.20</percentClustersPF>
3389           <signal20AsPctOf1>90.93</signal20AsPctOf1>
3390           <tileNumber>2207</tileNumber>
3391         </Tile>
3392         <Tile>
3393           <clusterCountPF>2703938</clusterCountPF>
3394           <clusterCountRaw>2837514</clusterCountRaw>
3395           <oneSig>1110.02</oneSig>
3396           <percentClustersPF>95.29</percentClustersPF>
3397           <signal20AsPctOf1>90.32</signal20AsPctOf1>
3398           <tileNumber>2208</tileNumber>
3399         </Tile>
3400         <readNumber>1</readNumber>
3401       </Read>
3402       <Read>
3403         <Tile>
3404           <clusterCountPF>1762914</clusterCountPF>
3405           <clusterCountRaw>1821416</clusterCountRaw>
3406           <oneSig>923.48</oneSig>
3407           <percentClustersPF>96.79</percentClustersPF>
3408           <signal20AsPctOf1>90.62</signal20AsPctOf1>
3409           <tileNumber>1101</tileNumber>
3410         </Tile>
3411         <Tile>
3412           <clusterCountPF>1855510</clusterCountPF>
3413           <clusterCountRaw>1920732</clusterCountRaw>
3414           <oneSig>928.66</oneSig>
3415           <percentClustersPF>96.60</percentClustersPF>
3416           <signal20AsPctOf1>90.70</signal20AsPctOf1>
3417           <tileNumber>1102</tileNumber>
3418         </Tile>
3419         <Tile>
3420           <clusterCountPF>1940256</clusterCountPF>
3421           <clusterCountRaw>2011793</clusterCountRaw>
3422           <oneSig>936.52</oneSig>
3423           <percentClustersPF>96.44</percentClustersPF>
3424           <signal20AsPctOf1>91.49</signal20AsPctOf1>
3425           <tileNumber>1103</tileNumber>
3426         </Tile>
3427         <Tile>
3428           <clusterCountPF>2021898</clusterCountPF>
3429           <clusterCountRaw>2094868</clusterCountRaw>
3430           <oneSig>943.90</oneSig>
3431           <percentClustersPF>96.52</percentClustersPF>
3432           <signal20AsPctOf1>91.23</signal20AsPctOf1>
3433           <tileNumber>1104</tileNumber>
3434         </Tile>
3435         <Tile>
3436           <clusterCountPF>2110178</clusterCountPF>
3437           <clusterCountRaw>2189413</clusterCountRaw>
3438           <oneSig>943.08</oneSig>
3439           <percentClustersPF>96.38</percentClustersPF>
3440           <signal20AsPctOf1>91.18</signal20AsPctOf1>
3441           <tileNumber>1105</tileNumber>
3442         </Tile>
3443         <Tile>
3444           <clusterCountPF>2155730</clusterCountPF>
3445           <clusterCountRaw>2242409</clusterCountRaw>
3446           <oneSig>950.84</oneSig>
3447           <percentClustersPF>96.13</percentClustersPF>
3448           <signal20AsPctOf1>91.24</signal20AsPctOf1>
3449           <tileNumber>1106</tileNumber>
3450         </Tile>
3451         <Tile>
3452           <clusterCountPF>2310172</clusterCountPF>
3453           <clusterCountRaw>2404698</clusterCountRaw>
3454           <oneSig>948.47</oneSig>
3455           <percentClustersPF>96.07</percentClustersPF>
3456           <signal20AsPctOf1>91.10</signal20AsPctOf1>
3457           <tileNumber>1107</tileNumber>
3458         </Tile>
3459         <Tile>
3460           <clusterCountPF>2502834</clusterCountPF>
3461           <clusterCountRaw>2619966</clusterCountRaw>
3462           <oneSig>935.49</oneSig>
3463           <percentClustersPF>95.53</percentClustersPF>
3464           <signal20AsPctOf1>92.58</signal20AsPctOf1>
3465           <tileNumber>1108</tileNumber>
3466         </Tile>
3467         <Tile>
3468           <clusterCountPF>1783540</clusterCountPF>
3469           <clusterCountRaw>1835999</clusterCountRaw>
3470           <oneSig>931.01</oneSig>
3471           <percentClustersPF>97.14</percentClustersPF>
3472           <signal20AsPctOf1>89.89</signal20AsPctOf1>
3473           <tileNumber>1201</tileNumber>
3474         </Tile>
3475         <Tile>
3476           <clusterCountPF>1869878</clusterCountPF>
3477           <clusterCountRaw>1927259</clusterCountRaw>
3478           <oneSig>924.56</oneSig>
3479           <percentClustersPF>97.02</percentClustersPF>
3480           <signal20AsPctOf1>90.25</signal20AsPctOf1>
3481           <tileNumber>1202</tileNumber>
3482         </Tile>
3483         <Tile>
3484           <clusterCountPF>1953653</clusterCountPF>
3485           <clusterCountRaw>2018518</clusterCountRaw>
3486           <oneSig>944.34</oneSig>
3487           <percentClustersPF>96.79</percentClustersPF>
3488           <signal20AsPctOf1>90.18</signal20AsPctOf1>
3489           <tileNumber>1203</tileNumber>
3490         </Tile>
3491         <Tile>
3492           <clusterCountPF>2043181</clusterCountPF>
3493           <clusterCountRaw>2108952</clusterCountRaw>
3494           <oneSig>950.08</oneSig>
3495           <percentClustersPF>96.88</percentClustersPF>
3496           <signal20AsPctOf1>90.33</signal20AsPctOf1>
3497           <tileNumber>1204</tileNumber>
3498         </Tile>
3499         <Tile>
3500           <clusterCountPF>2138464</clusterCountPF>
3501           <clusterCountRaw>2211399</clusterCountRaw>
3502           <oneSig>944.58</oneSig>
3503           <percentClustersPF>96.70</percentClustersPF>
3504           <signal20AsPctOf1>90.40</signal20AsPctOf1>
3505           <tileNumber>1205</tileNumber>
3506         </Tile>
3507         <Tile>
3508           <clusterCountPF>2211489</clusterCountPF>
3509           <clusterCountRaw>2294363</clusterCountRaw>
3510           <oneSig>950.57</oneSig>
3511           <percentClustersPF>96.39</percentClustersPF>
3512           <signal20AsPctOf1>90.32</signal20AsPctOf1>
3513           <tileNumber>1206</tileNumber>
3514         </Tile>
3515         <Tile>
3516           <clusterCountPF>2363076</clusterCountPF>
3517           <clusterCountRaw>2456661</clusterCountRaw>
3518           <oneSig>942.33</oneSig>
3519           <percentClustersPF>96.19</percentClustersPF>
3520           <signal20AsPctOf1>90.67</signal20AsPctOf1>
3521           <tileNumber>1207</tileNumber>
3522         </Tile>
3523         <Tile>
3524           <clusterCountPF>2561395</clusterCountPF>
3525           <clusterCountRaw>2676956</clusterCountRaw>
3526           <oneSig>928.31</oneSig>
3527           <percentClustersPF>95.68</percentClustersPF>
3528           <signal20AsPctOf1>91.47</signal20AsPctOf1>
3529           <tileNumber>1208</tileNumber>
3530         </Tile>
3531         <Tile>
3532           <clusterCountPF>1746006</clusterCountPF>
3533           <clusterCountRaw>1808087</clusterCountRaw>
3534           <oneSig>1013.89</oneSig>
3535           <percentClustersPF>96.57</percentClustersPF>
3536           <signal20AsPctOf1>89.69</signal20AsPctOf1>
3537           <tileNumber>2101</tileNumber>
3538         </Tile>
3539         <Tile>
3540           <clusterCountPF>1832932</clusterCountPF>
3541           <clusterCountRaw>1903820</clusterCountRaw>
3542           <oneSig>1013.30</oneSig>
3543           <percentClustersPF>96.28</percentClustersPF>
3544           <signal20AsPctOf1>89.73</signal20AsPctOf1>
3545           <tileNumber>2102</tileNumber>
3546         </Tile>
3547         <Tile>
3548           <clusterCountPF>1919795</clusterCountPF>
3549           <clusterCountRaw>1998228</clusterCountRaw>
3550           <oneSig>1021.82</oneSig>
3551           <percentClustersPF>96.07</percentClustersPF>
3552           <signal20AsPctOf1>89.56</signal20AsPctOf1>
3553           <tileNumber>2103</tileNumber>
3554         </Tile>
3555         <Tile>
3556           <clusterCountPF>2010518</clusterCountPF>
3557           <clusterCountRaw>2094004</clusterCountRaw>
3558           <oneSig>1026.89</oneSig>
3559           <percentClustersPF>96.01</percentClustersPF>
3560           <signal20AsPctOf1>90.63</signal20AsPctOf1>
3561           <tileNumber>2104</tileNumber>
3562         </Tile>
3563         <Tile>
3564           <clusterCountPF>2116606</clusterCountPF>
3565           <clusterCountRaw>2206952</clusterCountRaw>
3566           <oneSig>1024.20</oneSig>
3567           <percentClustersPF>95.91</percentClustersPF>
3568           <signal20AsPctOf1>90.71</signal20AsPctOf1>
3569           <tileNumber>2105</tileNumber>
3570         </Tile>
3571         <Tile>
3572           <clusterCountPF>2190095</clusterCountPF>
3573           <clusterCountRaw>2292351</clusterCountRaw>
3574           <oneSig>1025.19</oneSig>
3575           <percentClustersPF>95.54</percentClustersPF>
3576           <signal20AsPctOf1>89.43</signal20AsPctOf1>
3577           <tileNumber>2106</tileNumber>
3578         </Tile>
3579         <Tile>
3580           <clusterCountPF>2418033</clusterCountPF>
3581           <clusterCountRaw>2534268</clusterCountRaw>
3582           <oneSig>1022.36</oneSig>
3583           <percentClustersPF>95.41</percentClustersPF>
3584           <signal20AsPctOf1>90.51</signal20AsPctOf1>
3585           <tileNumber>2107</tileNumber>
3586         </Tile>
3587         <Tile>
3588           <clusterCountPF>2701162</clusterCountPF>
3589           <clusterCountRaw>2857713</clusterCountRaw>
3590           <oneSig>1011.53</oneSig>
3591           <percentClustersPF>94.52</percentClustersPF>
3592           <signal20AsPctOf1>89.84</signal20AsPctOf1>
3593           <tileNumber>2108</tileNumber>
3594         </Tile>
3595         <Tile>
3596           <clusterCountPF>1765152</clusterCountPF>
3597           <clusterCountRaw>1821250</clusterCountRaw>
3598           <oneSig>1016.24</oneSig>
3599           <percentClustersPF>96.92</percentClustersPF>
3600           <signal20AsPctOf1>88.95</signal20AsPctOf1>
3601           <tileNumber>2201</tileNumber>
3602         </Tile>
3603         <Tile>
3604           <clusterCountPF>1859478</clusterCountPF>
3605           <clusterCountRaw>1918657</clusterCountRaw>
3606           <oneSig>1010.50</oneSig>
3607           <percentClustersPF>96.92</percentClustersPF>
3608           <signal20AsPctOf1>89.79</signal20AsPctOf1>
3609           <tileNumber>2202</tileNumber>
3610         </Tile>
3611         <Tile>
3612           <clusterCountPF>1947112</clusterCountPF>
3613           <clusterCountRaw>2013942</clusterCountRaw>
3614           <oneSig>1031.89</oneSig>
3615           <percentClustersPF>96.68</percentClustersPF>
3616           <signal20AsPctOf1>89.96</signal20AsPctOf1>
3617           <tileNumber>2203</tileNumber>
3618         </Tile>
3619         <Tile>
3620           <clusterCountPF>2043455</clusterCountPF>
3621           <clusterCountRaw>2113298</clusterCountRaw>
3622           <oneSig>1038.07</oneSig>
3623           <percentClustersPF>96.70</percentClustersPF>
3624           <signal20AsPctOf1>89.51</signal20AsPctOf1>
3625           <tileNumber>2204</tileNumber>
3626         </Tile>
3627         <Tile>
3628           <clusterCountPF>2145521</clusterCountPF>
3629           <clusterCountRaw>2221579</clusterCountRaw>
3630           <oneSig>1036.06</oneSig>
3631           <percentClustersPF>96.58</percentClustersPF>
3632           <signal20AsPctOf1>89.77</signal20AsPctOf1>
3633           <tileNumber>2205</tileNumber>
3634         </Tile>
3635         <Tile>
3636           <clusterCountPF>2240153</clusterCountPF>
3637           <clusterCountRaw>2326467</clusterCountRaw>
3638           <oneSig>1039.71</oneSig>
3639           <percentClustersPF>96.29</percentClustersPF>
3640           <signal20AsPctOf1>89.50</signal20AsPctOf1>
3641           <tileNumber>2206</tileNumber>
3642         </Tile>
3643         <Tile>
3644           <clusterCountPF>2441694</clusterCountPF>
3645           <clusterCountRaw>2538236</clusterCountRaw>
3646           <oneSig>1030.72</oneSig>
3647           <percentClustersPF>96.20</percentClustersPF>
3648           <signal20AsPctOf1>89.72</signal20AsPctOf1>
3649           <tileNumber>2207</tileNumber>
3650         </Tile>
3651         <Tile>
3652           <clusterCountPF>2703938</clusterCountPF>
3653           <clusterCountRaw>2837514</clusterCountRaw>
3654           <oneSig>1016.93</oneSig>
3655           <percentClustersPF>95.29</percentClustersPF>
3656           <signal20AsPctOf1>88.91</signal20AsPctOf1>
3657           <tileNumber>2208</tileNumber>
3658         </Tile>
3659         <readNumber>2</readNumber>
3660       </Read>
3661       <laneNumber>5</laneNumber>
3662     </Lane>
3663     <Lane>
3664       <Read>
3665         <Tile>
3666           <clusterCountPF>2170127</clusterCountPF>
3667           <clusterCountRaw>2264928</clusterCountRaw>
3668           <oneSig>998.83</oneSig>
3669           <percentClustersPF>95.81</percentClustersPF>
3670           <signal20AsPctOf1>95.72</signal20AsPctOf1>
3671           <tileNumber>1101</tileNumber>
3672         </Tile>
3673         <Tile>
3674           <clusterCountPF>2291592</clusterCountPF>
3675           <clusterCountRaw>2394191</clusterCountRaw>
3676           <oneSig>988.89</oneSig>
3677           <percentClustersPF>95.71</percentClustersPF>
3678           <signal20AsPctOf1>96.07</signal20AsPctOf1>
3679           <tileNumber>1102</tileNumber>
3680         </Tile>
3681         <Tile>
3682           <clusterCountPF>2397259</clusterCountPF>
3683           <clusterCountRaw>2512751</clusterCountRaw>
3684           <oneSig>999.62</oneSig>
3685           <percentClustersPF>95.40</percentClustersPF>
3686           <signal20AsPctOf1>94.44</signal20AsPctOf1>
3687           <tileNumber>1103</tileNumber>
3688         </Tile>
3689         <Tile>
3690           <clusterCountPF>2505089</clusterCountPF>
3691           <clusterCountRaw>2625855</clusterCountRaw>
3692           <oneSig>1017.64</oneSig>
3693           <percentClustersPF>95.40</percentClustersPF>
3694           <signal20AsPctOf1>92.64</signal20AsPctOf1>
3695           <tileNumber>1104</tileNumber>
3696         </Tile>
3697         <Tile>
3698           <clusterCountPF>2617510</clusterCountPF>
3699           <clusterCountRaw>2748569</clusterCountRaw>
3700           <oneSig>1032.44</oneSig>
3701           <percentClustersPF>95.23</percentClustersPF>
3702           <signal20AsPctOf1>90.77</signal20AsPctOf1>
3703           <tileNumber>1105</tileNumber>
3704         </Tile>
3705         <Tile>
3706           <clusterCountPF>2676695</clusterCountPF>
3707           <clusterCountRaw>2824944</clusterCountRaw>
3708           <oneSig>1030.22</oneSig>
3709           <percentClustersPF>94.75</percentClustersPF>
3710           <signal20AsPctOf1>90.15</signal20AsPctOf1>
3711           <tileNumber>1106</tileNumber>
3712         </Tile>
3713         <Tile>
3714           <clusterCountPF>2849185</clusterCountPF>
3715           <clusterCountRaw>3006630</clusterCountRaw>
3716           <oneSig>1025.14</oneSig>
3717           <percentClustersPF>94.76</percentClustersPF>
3718           <signal20AsPctOf1>89.10</signal20AsPctOf1>
3719           <tileNumber>1107</tileNumber>
3720         </Tile>
3721         <Tile>
3722           <clusterCountPF>3027277</clusterCountPF>
3723           <clusterCountRaw>3221714</clusterCountRaw>
3724           <oneSig>1026.51</oneSig>
3725           <percentClustersPF>93.96</percentClustersPF>
3726           <signal20AsPctOf1>89.52</signal20AsPctOf1>
3727           <tileNumber>1108</tileNumber>
3728         </Tile>
3729         <Tile>
3730           <clusterCountPF>2196755</clusterCountPF>
3731           <clusterCountRaw>2277440</clusterCountRaw>
3732           <oneSig>973.66</oneSig>
3733           <percentClustersPF>96.46</percentClustersPF>
3734           <signal20AsPctOf1>96.14</signal20AsPctOf1>
3735           <tileNumber>1201</tileNumber>
3736         </Tile>
3737         <Tile>
3738           <clusterCountPF>2310871</clusterCountPF>
3739           <clusterCountRaw>2397569</clusterCountRaw>
3740           <oneSig>972.78</oneSig>
3741           <percentClustersPF>96.38</percentClustersPF>
3742           <signal20AsPctOf1>95.71</signal20AsPctOf1>
3743           <tileNumber>1202</tileNumber>
3744         </Tile>
3745         <Tile>
3746           <clusterCountPF>2415026</clusterCountPF>
3747           <clusterCountRaw>2515538</clusterCountRaw>
3748           <oneSig>985.89</oneSig>
3749           <percentClustersPF>96.00</percentClustersPF>
3750           <signal20AsPctOf1>93.62</signal20AsPctOf1>
3751           <tileNumber>1203</tileNumber>
3752         </Tile>
3753         <Tile>
3754           <clusterCountPF>2528273</clusterCountPF>
3755           <clusterCountRaw>2632895</clusterCountRaw>
3756           <oneSig>1001.38</oneSig>
3757           <percentClustersPF>96.03</percentClustersPF>
3758           <signal20AsPctOf1>92.27</signal20AsPctOf1>
3759           <tileNumber>1204</tileNumber>
3760         </Tile>
3761         <Tile>
3762           <clusterCountPF>2646529</clusterCountPF>
3763           <clusterCountRaw>2764389</clusterCountRaw>
3764           <oneSig>1011.48</oneSig>
3765           <percentClustersPF>95.74</percentClustersPF>
3766           <signal20AsPctOf1>90.62</signal20AsPctOf1>
3767           <tileNumber>1205</tileNumber>
3768         </Tile>
3769         <Tile>
3770           <clusterCountPF>2736937</clusterCountPF>
3771           <clusterCountRaw>2870631</clusterCountRaw>
3772           <oneSig>1009.75</oneSig>
3773           <percentClustersPF>95.34</percentClustersPF>
3774           <signal20AsPctOf1>89.61</signal20AsPctOf1>
3775           <tileNumber>1206</tileNumber>
3776         </Tile>
3777         <Tile>
3778           <clusterCountPF>2900012</clusterCountPF>
3779           <clusterCountRaw>3045240</clusterCountRaw>
3780           <oneSig>1001.04</oneSig>
3781           <percentClustersPF>95.23</percentClustersPF>
3782           <signal20AsPctOf1>90.31</signal20AsPctOf1>
3783           <tileNumber>1207</tileNumber>
3784         </Tile>
3785         <Tile>
3786           <clusterCountPF>3141622</clusterCountPF>
3787           <clusterCountRaw>3341229</clusterCountRaw>
3788           <oneSig>993.88</oneSig>
3789           <percentClustersPF>94.03</percentClustersPF>
3790           <signal20AsPctOf1>89.74</signal20AsPctOf1>
3791           <tileNumber>1208</tileNumber>
3792         </Tile>
3793         <Tile>
3794           <clusterCountPF>2162201</clusterCountPF>
3795           <clusterCountRaw>2252035</clusterCountRaw>
3796           <oneSig>1140.67</oneSig>
3797           <percentClustersPF>96.01</percentClustersPF>
3798           <signal20AsPctOf1>92.37</signal20AsPctOf1>
3799           <tileNumber>2101</tileNumber>
3800         </Tile>
3801         <Tile>
3802           <clusterCountPF>2278853</clusterCountPF>
3803           <clusterCountRaw>2379672</clusterCountRaw>
3804           <oneSig>1128.29</oneSig>
3805           <percentClustersPF>95.76</percentClustersPF>
3806           <signal20AsPctOf1>91.53</signal20AsPctOf1>
3807           <tileNumber>2102</tileNumber>
3808         </Tile>
3809         <Tile>
3810           <clusterCountPF>2391977</clusterCountPF>
3811           <clusterCountRaw>2506128</clusterCountRaw>
3812           <oneSig>1123.79</oneSig>
3813           <percentClustersPF>95.45</percentClustersPF>
3814           <signal20AsPctOf1>92.59</signal20AsPctOf1>
3815           <tileNumber>2103</tileNumber>
3816         </Tile>
3817         <Tile>
3818           <clusterCountPF>2514350</clusterCountPF>
3819           <clusterCountRaw>2633099</clusterCountRaw>
3820           <oneSig>1119.83</oneSig>
3821           <percentClustersPF>95.49</percentClustersPF>
3822           <signal20AsPctOf1>91.84</signal20AsPctOf1>
3823           <tileNumber>2104</tileNumber>
3824         </Tile>
3825         <Tile>
3826           <clusterCountPF>2633814</clusterCountPF>
3827           <clusterCountRaw>2764356</clusterCountRaw>
3828           <oneSig>1106.11</oneSig>
3829           <percentClustersPF>95.28</percentClustersPF>
3830           <signal20AsPctOf1>91.58</signal20AsPctOf1>
3831           <tileNumber>2105</tileNumber>
3832         </Tile>
3833         <Tile>
3834           <clusterCountPF>2714106</clusterCountPF>
3835           <clusterCountRaw>2858161</clusterCountRaw>
3836           <oneSig>1112.56</oneSig>
3837           <percentClustersPF>94.96</percentClustersPF>
3838           <signal20AsPctOf1>90.87</signal20AsPctOf1>
3839           <tileNumber>2106</tileNumber>
3840         </Tile>
3841         <Tile>
3842           <clusterCountPF>2911855</clusterCountPF>
3843           <clusterCountRaw>3073126</clusterCountRaw>
3844           <oneSig>1085.15</oneSig>
3845           <percentClustersPF>94.75</percentClustersPF>
3846           <signal20AsPctOf1>90.94</signal20AsPctOf1>
3847           <tileNumber>2107</tileNumber>
3848         </Tile>
3849         <Tile>
3850           <clusterCountPF>3129378</clusterCountPF>
3851           <clusterCountRaw>3340152</clusterCountRaw>
3852           <oneSig>1080.39</oneSig>
3853           <percentClustersPF>93.69</percentClustersPF>
3854           <signal20AsPctOf1>90.62</signal20AsPctOf1>
3855           <tileNumber>2108</tileNumber>
3856         </Tile>
3857         <Tile>
3858           <clusterCountPF>2187361</clusterCountPF>
3859           <clusterCountRaw>2266248</clusterCountRaw>
3860           <oneSig>1125.49</oneSig>
3861           <percentClustersPF>96.52</percentClustersPF>
3862           <signal20AsPctOf1>93.00</signal20AsPctOf1>
3863           <tileNumber>2201</tileNumber>
3864         </Tile>
3865         <Tile>
3866           <clusterCountPF>2304472</clusterCountPF>
3867           <clusterCountRaw>2394561</clusterCountRaw>
3868           <oneSig>1124.01</oneSig>
3869           <percentClustersPF>96.24</percentClustersPF>
3870           <signal20AsPctOf1>92.06</signal20AsPctOf1>
3871           <tileNumber>2202</tileNumber>
3872         </Tile>
3873         <Tile>
3874           <clusterCountPF>2417648</clusterCountPF>
3875           <clusterCountRaw>2520658</clusterCountRaw>
3876           <oneSig>1114.22</oneSig>
3877           <percentClustersPF>95.91</percentClustersPF>
3878           <signal20AsPctOf1>92.39</signal20AsPctOf1>
3879           <tileNumber>2203</tileNumber>
3880         </Tile>
3881         <Tile>
3882           <clusterCountPF>2541147</clusterCountPF>
3883           <clusterCountRaw>2647119</clusterCountRaw>
3884           <oneSig>1108.67</oneSig>
3885           <percentClustersPF>96.00</percentClustersPF>
3886           <signal20AsPctOf1>91.92</signal20AsPctOf1>
3887           <tileNumber>2204</tileNumber>
3888         </Tile>
3889         <Tile>
3890           <clusterCountPF>2661696</clusterCountPF>
3891           <clusterCountRaw>2776502</clusterCountRaw>
3892           <oneSig>1109.33</oneSig>
3893           <percentClustersPF>95.87</percentClustersPF>
3894           <signal20AsPctOf1>91.32</signal20AsPctOf1>
3895           <tileNumber>2205</tileNumber>
3896         </Tile>
3897         <Tile>
3898           <clusterCountPF>2749621</clusterCountPF>
3899           <clusterCountRaw>2883926</clusterCountRaw>
3900           <oneSig>1106.61</oneSig>
3901           <percentClustersPF>95.34</percentClustersPF>
3902           <signal20AsPctOf1>90.91</signal20AsPctOf1>
3903           <tileNumber>2206</tileNumber>
3904         </Tile>
3905         <Tile>
3906           <clusterCountPF>2933641</clusterCountPF>
3907           <clusterCountRaw>3075612</clusterCountRaw>
3908           <oneSig>1092.78</oneSig>
3909           <percentClustersPF>95.38</percentClustersPF>
3910           <signal20AsPctOf1>90.87</signal20AsPctOf1>
3911           <tileNumber>2207</tileNumber>
3912         </Tile>
3913         <Tile>
3914           <clusterCountPF>3189797</clusterCountPF>
3915           <clusterCountRaw>3387241</clusterCountRaw>
3916           <oneSig>1081.47</oneSig>
3917           <percentClustersPF>94.17</percentClustersPF>
3918           <signal20AsPctOf1>90.68</signal20AsPctOf1>
3919           <tileNumber>2208</tileNumber>
3920         </Tile>
3921         <readNumber>1</readNumber>
3922       </Read>
3923       <Read>
3924         <Tile>
3925           <clusterCountPF>2170127</clusterCountPF>
3926           <clusterCountRaw>2264928</clusterCountRaw>
3927           <oneSig>959.91</oneSig>
3928           <percentClustersPF>95.81</percentClustersPF>
3929           <signal20AsPctOf1>88.32</signal20AsPctOf1>
3930           <tileNumber>1101</tileNumber>
3931         </Tile>
3932         <Tile>
3933           <clusterCountPF>2291592</clusterCountPF>
3934           <clusterCountRaw>2394191</clusterCountRaw>
3935           <oneSig>964.58</oneSig>
3936           <percentClustersPF>95.71</percentClustersPF>
3937           <signal20AsPctOf1>90.28</signal20AsPctOf1>
3938           <tileNumber>1102</tileNumber>
3939         </Tile>
3940         <Tile>
3941           <clusterCountPF>2397259</clusterCountPF>
3942           <clusterCountRaw>2512751</clusterCountRaw>
3943           <oneSig>968.52</oneSig>
3944           <percentClustersPF>95.40</percentClustersPF>
3945           <signal20AsPctOf1>89.98</signal20AsPctOf1>
3946           <tileNumber>1103</tileNumber>
3947         </Tile>
3948         <Tile>
3949           <clusterCountPF>2505089</clusterCountPF>
3950           <clusterCountRaw>2625855</clusterCountRaw>
3951           <oneSig>976.11</oneSig>
3952           <percentClustersPF>95.40</percentClustersPF>
3953           <signal20AsPctOf1>89.80</signal20AsPctOf1>
3954           <tileNumber>1104</tileNumber>
3955         </Tile>
3956         <Tile>
3957           <clusterCountPF>2617510</clusterCountPF>
3958           <clusterCountRaw>2748569</clusterCountRaw>
3959           <oneSig>969.50</oneSig>
3960           <percentClustersPF>95.23</percentClustersPF>
3961           <signal20AsPctOf1>89.91</signal20AsPctOf1>
3962           <tileNumber>1105</tileNumber>
3963         </Tile>
3964         <Tile>
3965           <clusterCountPF>2676695</clusterCountPF>
3966           <clusterCountRaw>2824944</clusterCountRaw>
3967           <oneSig>965.06</oneSig>
3968           <percentClustersPF>94.75</percentClustersPF>
3969           <signal20AsPctOf1>90.00</signal20AsPctOf1>
3970           <tileNumber>1106</tileNumber>
3971         </Tile>
3972         <Tile>
3973           <clusterCountPF>2849185</clusterCountPF>
3974           <clusterCountRaw>3006630</clusterCountRaw>
3975           <oneSig>959.11</oneSig>
3976           <percentClustersPF>94.76</percentClustersPF>
3977           <signal20AsPctOf1>90.09</signal20AsPctOf1>
3978           <tileNumber>1107</tileNumber>
3979         </Tile>
3980         <Tile>
3981           <clusterCountPF>3027277</clusterCountPF>
3982           <clusterCountRaw>3221714</clusterCountRaw>
3983           <oneSig>946.13</oneSig>
3984           <percentClustersPF>93.96</percentClustersPF>
3985           <signal20AsPctOf1>91.41</signal20AsPctOf1>
3986           <tileNumber>1108</tileNumber>
3987         </Tile>
3988         <Tile>
3989           <clusterCountPF>2196755</clusterCountPF>
3990           <clusterCountRaw>2277440</clusterCountRaw>
3991           <oneSig>931.42</oneSig>
3992           <percentClustersPF>96.46</percentClustersPF>
3993           <signal20AsPctOf1>88.40</signal20AsPctOf1>
3994           <tileNumber>1201</tileNumber>
3995         </Tile>
3996         <Tile>
3997           <clusterCountPF>2310871</clusterCountPF>
3998           <clusterCountRaw>2397569</clusterCountRaw>
3999           <oneSig>946.28</oneSig>
4000           <percentClustersPF>96.38</percentClustersPF>
4001           <signal20AsPctOf1>89.61</signal20AsPctOf1>
4002           <tileNumber>1202</tileNumber>
4003         </Tile>
4004         <Tile>
4005           <clusterCountPF>2415026</clusterCountPF>
4006           <clusterCountRaw>2515538</clusterCountRaw>
4007           <oneSig>957.15</oneSig>
4008           <percentClustersPF>96.00</percentClustersPF>
4009           <signal20AsPctOf1>89.54</signal20AsPctOf1>
4010           <tileNumber>1203</tileNumber>
4011         </Tile>
4012         <Tile>
4013           <clusterCountPF>2528273</clusterCountPF>
4014           <clusterCountRaw>2632895</clusterCountRaw>
4015           <oneSig>963.21</oneSig>
4016           <percentClustersPF>96.03</percentClustersPF>
4017           <signal20AsPctOf1>89.64</signal20AsPctOf1>
4018           <tileNumber>1204</tileNumber>
4019         </Tile>
4020         <Tile>
4021           <clusterCountPF>2646529</clusterCountPF>
4022           <clusterCountRaw>2764389</clusterCountRaw>
4023           <oneSig>953.91</oneSig>
4024           <percentClustersPF>95.74</percentClustersPF>
4025           <signal20AsPctOf1>89.48</signal20AsPctOf1>
4026           <tileNumber>1205</tileNumber>
4027         </Tile>
4028         <Tile>
4029           <clusterCountPF>2736937</clusterCountPF>
4030           <clusterCountRaw>2870631</clusterCountRaw>
4031           <oneSig>948.11</oneSig>
4032           <percentClustersPF>95.34</percentClustersPF>
4033           <signal20AsPctOf1>89.81</signal20AsPctOf1>
4034           <tileNumber>1206</tileNumber>
4035         </Tile>
4036         <Tile>
4037           <clusterCountPF>2900012</clusterCountPF>
4038           <clusterCountRaw>3045240</clusterCountRaw>
4039           <oneSig>941.17</oneSig>
4040           <percentClustersPF>95.23</percentClustersPF>
4041           <signal20AsPctOf1>90.39</signal20AsPctOf1>
4042           <tileNumber>1207</tileNumber>
4043         </Tile>
4044         <Tile>
4045           <clusterCountPF>3141622</clusterCountPF>
4046           <clusterCountRaw>3341229</clusterCountRaw>
4047           <oneSig>936.61</oneSig>
4048           <percentClustersPF>94.03</percentClustersPF>
4049           <signal20AsPctOf1>89.99</signal20AsPctOf1>
4050           <tileNumber>1208</tileNumber>
4051         </Tile>
4052         <Tile>
4053           <clusterCountPF>2162201</clusterCountPF>
4054           <clusterCountRaw>2252035</clusterCountRaw>
4055           <oneSig>1042.08</oneSig>
4056           <percentClustersPF>96.01</percentClustersPF>
4057           <signal20AsPctOf1>89.72</signal20AsPctOf1>
4058           <tileNumber>2101</tileNumber>
4059         </Tile>
4060         <Tile>
4061           <clusterCountPF>2278853</clusterCountPF>
4062           <clusterCountRaw>2379672</clusterCountRaw>
4063           <oneSig>1057.10</oneSig>
4064           <percentClustersPF>95.76</percentClustersPF>
4065           <signal20AsPctOf1>90.43</signal20AsPctOf1>
4066           <tileNumber>2102</tileNumber>
4067         </Tile>
4068         <Tile>
4069           <clusterCountPF>2391977</clusterCountPF>
4070           <clusterCountRaw>2506128</clusterCountRaw>
4071           <oneSig>1060.07</oneSig>
4072           <percentClustersPF>95.45</percentClustersPF>
4073           <signal20AsPctOf1>89.40</signal20AsPctOf1>
4074           <tileNumber>2103</tileNumber>
4075         </Tile>
4076         <Tile>
4077           <clusterCountPF>2514350</clusterCountPF>
4078           <clusterCountRaw>2633099</clusterCountRaw>
4079           <oneSig>1062.08</oneSig>
4080           <percentClustersPF>95.49</percentClustersPF>
4081           <signal20AsPctOf1>89.94</signal20AsPctOf1>
4082           <tileNumber>2104</tileNumber>
4083         </Tile>
4084         <Tile>
4085           <clusterCountPF>2633814</clusterCountPF>
4086           <clusterCountRaw>2764356</clusterCountRaw>
4087           <oneSig>1051.94</oneSig>
4088           <percentClustersPF>95.28</percentClustersPF>
4089           <signal20AsPctOf1>89.43</signal20AsPctOf1>
4090           <tileNumber>2105</tileNumber>
4091         </Tile>
4092         <Tile>
4093           <clusterCountPF>2714106</clusterCountPF>
4094           <clusterCountRaw>2858161</clusterCountRaw>
4095           <oneSig>1050.13</oneSig>
4096           <percentClustersPF>94.96</percentClustersPF>
4097           <signal20AsPctOf1>89.40</signal20AsPctOf1>
4098           <tileNumber>2106</tileNumber>
4099         </Tile>
4100         <Tile>
4101           <clusterCountPF>2911855</clusterCountPF>
4102           <clusterCountRaw>3073126</clusterCountRaw>
4103           <oneSig>1032.95</oneSig>
4104           <percentClustersPF>94.75</percentClustersPF>
4105           <signal20AsPctOf1>89.59</signal20AsPctOf1>
4106           <tileNumber>2107</tileNumber>
4107         </Tile>
4108         <Tile>
4109           <clusterCountPF>3129378</clusterCountPF>
4110           <clusterCountRaw>3340152</clusterCountRaw>
4111           <oneSig>1023.57</oneSig>
4112           <percentClustersPF>93.69</percentClustersPF>
4113           <signal20AsPctOf1>89.53</signal20AsPctOf1>
4114           <tileNumber>2108</tileNumber>
4115         </Tile>
4116         <Tile>
4117           <clusterCountPF>2187361</clusterCountPF>
4118           <clusterCountRaw>2266248</clusterCountRaw>
4119           <oneSig>1028.76</oneSig>
4120           <percentClustersPF>96.52</percentClustersPF>
4121           <signal20AsPctOf1>89.24</signal20AsPctOf1>
4122           <tileNumber>2201</tileNumber>
4123         </Tile>
4124         <Tile>
4125           <clusterCountPF>2304472</clusterCountPF>
4126           <clusterCountRaw>2394561</clusterCountRaw>
4127           <oneSig>1041.50</oneSig>
4128           <percentClustersPF>96.24</percentClustersPF>
4129           <signal20AsPctOf1>90.11</signal20AsPctOf1>
4130           <tileNumber>2202</tileNumber>
4131         </Tile>
4132         <Tile>
4133           <clusterCountPF>2417648</clusterCountPF>
4134           <clusterCountRaw>2520658</clusterCountRaw>
4135           <oneSig>1058.15</oneSig>
4136           <percentClustersPF>95.91</percentClustersPF>
4137           <signal20AsPctOf1>88.79</signal20AsPctOf1>
4138           <tileNumber>2203</tileNumber>
4139         </Tile>
4140         <Tile>
4141           <clusterCountPF>2541147</clusterCountPF>
4142           <clusterCountRaw>2647119</clusterCountRaw>
4143           <oneSig>1053.09</oneSig>
4144           <percentClustersPF>96.00</percentClustersPF>
4145           <signal20AsPctOf1>89.60</signal20AsPctOf1>
4146           <tileNumber>2204</tileNumber>
4147         </Tile>
4148         <Tile>
4149           <clusterCountPF>2661696</clusterCountPF>
4150           <clusterCountRaw>2776502</clusterCountRaw>
4151           <oneSig>1045.28</oneSig>
4152           <percentClustersPF>95.87</percentClustersPF>
4153           <signal20AsPctOf1>89.78</signal20AsPctOf1>
4154           <tileNumber>2205</tileNumber>
4155         </Tile>
4156         <Tile>
4157           <clusterCountPF>2749621</clusterCountPF>
4158           <clusterCountRaw>2883926</clusterCountRaw>
4159           <oneSig>1043.28</oneSig>
4160           <percentClustersPF>95.34</percentClustersPF>
4161           <signal20AsPctOf1>89.72</signal20AsPctOf1>
4162           <tileNumber>2206</tileNumber>
4163         </Tile>
4164         <Tile>
4165           <clusterCountPF>2933641</clusterCountPF>
4166           <clusterCountRaw>3075612</clusterCountRaw>
4167           <oneSig>1035.34</oneSig>
4168           <percentClustersPF>95.38</percentClustersPF>
4169           <signal20AsPctOf1>89.62</signal20AsPctOf1>
4170           <tileNumber>2207</tileNumber>
4171         </Tile>
4172         <Tile>
4173           <clusterCountPF>3189797</clusterCountPF>
4174           <clusterCountRaw>3387241</clusterCountRaw>
4175           <oneSig>1022.31</oneSig>
4176           <percentClustersPF>94.17</percentClustersPF>
4177           <signal20AsPctOf1>88.78</signal20AsPctOf1>
4178           <tileNumber>2208</tileNumber>
4179         </Tile>
4180         <readNumber>2</readNumber>
4181       </Read>
4182       <laneNumber>6</laneNumber>
4183     </Lane>
4184     <Lane>
4185       <Read>
4186         <Tile>
4187           <clusterCountPF>1967451</clusterCountPF>
4188           <clusterCountRaw>2121389</clusterCountRaw>
4189           <oneSig>0.00</oneSig>
4190           <percentClustersPF>92.74</percentClustersPF>
4191           <signal20AsPctOf1>N/A</signal20AsPctOf1>
4192           <tileNumber>1101</tileNumber>
4193         </Tile>
4194         <Tile>
4195           <clusterCountPF>2109974</clusterCountPF>
4196           <clusterCountRaw>2284519</clusterCountRaw>
4197           <oneSig>0.00</oneSig>
4198           <percentClustersPF>92.36</percentClustersPF>
4199           <signal20AsPctOf1>N/A</signal20AsPctOf1>
4200           <tileNumber>1102</tileNumber>
4201         </Tile>
4202         <Tile>
4203           <clusterCountPF>2196617</clusterCountPF>
4204           <clusterCountRaw>2395104</clusterCountRaw>
4205           <oneSig>0.00</oneSig>
4206           <percentClustersPF>91.71</percentClustersPF>
4207           <signal20AsPctOf1>N/A</signal20AsPctOf1>
4208           <tileNumber>1103</tileNumber>
4209         </Tile>
4210         <Tile>
4211           <clusterCountPF>2152394</clusterCountPF>
4212           <clusterCountRaw>2458399</clusterCountRaw>
4213           <oneSig>0.00</oneSig>
4214           <percentClustersPF>87.55</percentClustersPF>
4215           <signal20AsPctOf1>N/A</signal20AsPctOf1>
4216           <tileNumber>1104</tileNumber>
4217         </Tile>
4218         <Tile>
4219           <clusterCountPF>2156028</clusterCountPF>
4220           <clusterCountRaw>2552485</clusterCountRaw>
4221           <oneSig>0.00</oneSig>
4222           <percentClustersPF>84.47</percentClustersPF>
4223           <signal20AsPctOf1>N/A</signal20AsPctOf1>
4224           <tileNumber>1105</tileNumber>
4225         </Tile>
4226         <Tile>
4227           <clusterCountPF>2323818</clusterCountPF>
4228           <clusterCountRaw>2696559</clusterCountRaw>
4229           <oneSig>0.00</oneSig>
4230           <percentClustersPF>86.18</percentClustersPF>
4231           <signal20AsPctOf1>N/A</signal20AsPctOf1>
4232           <tileNumber>1106</tileNumber>
4233         </Tile>
4234         <Tile>
4235           <clusterCountPF>2497381</clusterCountPF>
4236           <clusterCountRaw>2822533</clusterCountRaw>
4237           <oneSig>0.00</oneSig>
4238           <percentClustersPF>88.48</percentClustersPF>
4239           <signal20AsPctOf1>N/A</signal20AsPctOf1>
4240           <tileNumber>1107</tileNumber>
4241         </Tile>
4242         <Tile>
4243           <clusterCountPF>2732898</clusterCountPF>
4244           <clusterCountRaw>3039195</clusterCountRaw>
4245           <oneSig>103.79</oneSig>
4246           <percentClustersPF>89.92</percentClustersPF>
4247           <signal20AsPctOf1>838.53</signal20AsPctOf1>
4248           <tileNumber>1108</tileNumber>
4249         </Tile>
4250         <Tile>
4251           <clusterCountPF>1943785</clusterCountPF>
4252           <clusterCountRaw>2082305</clusterCountRaw>
4253           <oneSig>0.00</oneSig>
4254           <percentClustersPF>93.35</percentClustersPF>
4255           <signal20AsPctOf1>N/A</signal20AsPctOf1>
4256           <tileNumber>1201</tileNumber>
4257         </Tile>
4258         <Tile>
4259           <clusterCountPF>2095722</clusterCountPF>
4260           <clusterCountRaw>2257403</clusterCountRaw>
4261           <oneSig>0.00</oneSig>
4262           <percentClustersPF>92.84</percentClustersPF>
4263           <signal20AsPctOf1>N/A</signal20AsPctOf1>
4264           <tileNumber>1202</tileNumber>
4265         </Tile>
4266         <Tile>
4267           <clusterCountPF>2194825</clusterCountPF>
4268           <clusterCountRaw>2378702</clusterCountRaw>
4269           <oneSig>0.00</oneSig>
4270           <percentClustersPF>92.27</percentClustersPF>
4271           <signal20AsPctOf1>N/A</signal20AsPctOf1>
4272           <tileNumber>1203</tileNumber>
4273         </Tile>
4274         <Tile>
4275           <clusterCountPF>2131982</clusterCountPF>
4276           <clusterCountRaw>2442442</clusterCountRaw>
4277           <oneSig>0.00</oneSig>
4278           <percentClustersPF>87.29</percentClustersPF>
4279           <signal20AsPctOf1>N/A</signal20AsPctOf1>
4280           <tileNumber>1204</tileNumber>
4281         </Tile>
4282         <Tile>
4283           <clusterCountPF>2127300</clusterCountPF>
4284           <clusterCountRaw>2533088</clusterCountRaw>
4285           <oneSig>0.00</oneSig>
4286           <percentClustersPF>83.98</percentClustersPF>
4287           <signal20AsPctOf1>N/A</signal20AsPctOf1>
4288           <tileNumber>1205</tileNumber>
4289         </Tile>
4290         <Tile>
4291           <clusterCountPF>2289642</clusterCountPF>
4292           <clusterCountRaw>2651864</clusterCountRaw>
4293           <oneSig>0.00</oneSig>
4294           <percentClustersPF>86.34</percentClustersPF>
4295           <signal20AsPctOf1>N/A</signal20AsPctOf1>
4296           <tileNumber>1206</tileNumber>
4297         </Tile>
4298         <Tile>
4299           <clusterCountPF>2506085</clusterCountPF>
4300           <clusterCountRaw>2836608</clusterCountRaw>
4301           <oneSig>0.00</oneSig>
4302           <percentClustersPF>88.35</percentClustersPF>
4303           <signal20AsPctOf1>N/A</signal20AsPctOf1>
4304           <tileNumber>1207</tileNumber>
4305         </Tile>
4306         <Tile>
4307           <clusterCountPF>2781990</clusterCountPF>
4308           <clusterCountRaw>3092834</clusterCountRaw>
4309           <oneSig>83.15</oneSig>
4310           <percentClustersPF>89.95</percentClustersPF>
4311           <signal20AsPctOf1>1037.58</signal20AsPctOf1>
4312           <tileNumber>1208</tileNumber>
4313         </Tile>
4314         <Tile>
4315           <clusterCountPF>1970928</clusterCountPF>
4316           <clusterCountRaw>2119489</clusterCountRaw>
4317           <oneSig>0.00</oneSig>
4318           <percentClustersPF>92.99</percentClustersPF>
4319           <signal20AsPctOf1>N/A</signal20AsPctOf1>
4320           <tileNumber>2101</tileNumber>
4321         </Tile>
4322         <Tile>
4323           <clusterCountPF>2101673</clusterCountPF>
4324           <clusterCountRaw>2271655</clusterCountRaw>
4325           <oneSig>0.00</oneSig>
4326           <percentClustersPF>92.52</percentClustersPF>
4327           <signal20AsPctOf1>N/A</signal20AsPctOf1>
4328           <tileNumber>2102</tileNumber>
4329         </Tile>
4330         <Tile>
4331           <clusterCountPF>2201990</clusterCountPF>
4332           <clusterCountRaw>2399043</clusterCountRaw>
4333           <oneSig>0.00</oneSig>
4334           <percentClustersPF>91.79</percentClustersPF>
4335           <signal20AsPctOf1>N/A</signal20AsPctOf1>
4336           <tileNumber>2103</tileNumber>
4337         </Tile>
4338         <Tile>
4339           <clusterCountPF>2173174</clusterCountPF>
4340           <clusterCountRaw>2471614</clusterCountRaw>
4341           <oneSig>0.00</oneSig>
4342           <percentClustersPF>87.93</percentClustersPF>
4343           <signal20AsPctOf1>N/A</signal20AsPctOf1>
4344           <tileNumber>2104</tileNumber>
4345         </Tile>
4346         <Tile>
4347           <clusterCountPF>2183818</clusterCountPF>
4348           <clusterCountRaw>2560763</clusterCountRaw>
4349           <oneSig>0.00</oneSig>
4350           <percentClustersPF>85.28</percentClustersPF>
4351           <signal20AsPctOf1>N/A</signal20AsPctOf1>
4352           <tileNumber>2105</tileNumber>
4353         </Tile>
4354         <Tile>
4355           <clusterCountPF>2466804</clusterCountPF>
4356           <clusterCountRaw>2716874</clusterCountRaw>
4357           <oneSig>155.43</oneSig>
4358           <percentClustersPF>90.80</percentClustersPF>
4359           <signal20AsPctOf1>631.74</signal20AsPctOf1>
4360           <tileNumber>2106</tileNumber>
4361         </Tile>
4362         <Tile>
4363           <clusterCountPF>2683279</clusterCountPF>
4364           <clusterCountRaw>2914221</clusterCountRaw>
4365           <oneSig>93.16</oneSig>
4366           <percentClustersPF>92.08</percentClustersPF>
4367           <signal20AsPctOf1>1040.56</signal20AsPctOf1>
4368           <tileNumber>2107</tileNumber>
4369         </Tile>
4370         <Tile>
4371           <clusterCountPF>2883924</clusterCountPF>
4372           <clusterCountRaw>3200820</clusterCountRaw>
4373           <oneSig>101.26</oneSig>
4374           <percentClustersPF>90.10</percentClustersPF>
4375           <signal20AsPctOf1>945.90</signal20AsPctOf1>
4376           <tileNumber>2108</tileNumber>
4377         </Tile>
4378         <Tile>
4379           <clusterCountPF>1945051</clusterCountPF>
4380           <clusterCountRaw>2078610</clusterCountRaw>
4381           <oneSig>0.00</oneSig>
4382           <percentClustersPF>93.57</percentClustersPF>
4383           <signal20AsPctOf1>N/A</signal20AsPctOf1>
4384           <tileNumber>2201</tileNumber>
4385         </Tile>
4386         <Tile>
4387           <clusterCountPF>2089910</clusterCountPF>
4388           <clusterCountRaw>2240662</clusterCountRaw>
4389           <oneSig>0.00</oneSig>
4390           <percentClustersPF>93.27</percentClustersPF>
4391           <signal20AsPctOf1>N/A</signal20AsPctOf1>
4392           <tileNumber>2202</tileNumber>
4393         </Tile>
4394         <Tile>
4395           <clusterCountPF>2185003</clusterCountPF>
4396           <clusterCountRaw>2366049</clusterCountRaw>
4397           <oneSig>0.00</oneSig>
4398           <percentClustersPF>92.35</percentClustersPF>
4399           <signal20AsPctOf1>N/A</signal20AsPctOf1>
4400           <tileNumber>2203</tileNumber>
4401         </Tile>
4402         <Tile>
4403           <clusterCountPF>2140748</clusterCountPF>
4404           <clusterCountRaw>2438393</clusterCountRaw>
4405           <oneSig>0.00</oneSig>
4406           <percentClustersPF>87.79</percentClustersPF>
4407           <signal20AsPctOf1>N/A</signal20AsPctOf1>
4408           <tileNumber>2204</tileNumber>
4409         </Tile>
4410         <Tile>
4411           <clusterCountPF>2138276</clusterCountPF>
4412           <clusterCountRaw>2517750</clusterCountRaw>
4413           <oneSig>0.00</oneSig>
4414           <percentClustersPF>84.93</percentClustersPF>
4415           <signal20AsPctOf1>N/A</signal20AsPctOf1>
4416           <tileNumber>2205</tileNumber>
4417         </Tile>
4418         <Tile>
4419           <clusterCountPF>2426808</clusterCountPF>
4420           <clusterCountRaw>2666994</clusterCountRaw>
4421           <oneSig>112.58</oneSig>
4422           <percentClustersPF>90.99</percentClustersPF>
4423           <signal20AsPctOf1>851.74</signal20AsPctOf1>
4424           <tileNumber>2206</tileNumber>
4425         </Tile>
4426         <Tile>
4427           <clusterCountPF>2645656</clusterCountPF>
4428           <clusterCountRaw>2859844</clusterCountRaw>
4429           <oneSig>105.01</oneSig>
4430           <percentClustersPF>92.51</percentClustersPF>
4431           <signal20AsPctOf1>914.45</signal20AsPctOf1>
4432           <tileNumber>2207</tileNumber>
4433         </Tile>
4434         <Tile>
4435           <clusterCountPF>2833650</clusterCountPF>
4436           <clusterCountRaw>3126977</clusterCountRaw>
4437           <oneSig>102.44</oneSig>
4438           <percentClustersPF>90.62</percentClustersPF>
4439           <signal20AsPctOf1>923.13</signal20AsPctOf1>
4440           <tileNumber>2208</tileNumber>
4441         </Tile>
4442         <readNumber>1</readNumber>
4443       </Read>
4444       <Read>
4445         <Tile>
4446           <clusterCountPF>1967451</clusterCountPF>
4447           <clusterCountRaw>2121389</clusterCountRaw>
4448           <oneSig>914.95</oneSig>
4449           <percentClustersPF>92.74</percentClustersPF>
4450           <signal20AsPctOf1>88.71</signal20AsPctOf1>
4451           <tileNumber>1101</tileNumber>
4452         </Tile>
4453         <Tile>
4454           <clusterCountPF>2109974</clusterCountPF>
4455           <clusterCountRaw>2284519</clusterCountRaw>
4456           <oneSig>924.65</oneSig>
4457           <percentClustersPF>92.36</percentClustersPF>
4458           <signal20AsPctOf1>89.20</signal20AsPctOf1>
4459           <tileNumber>1102</tileNumber>
4460         </Tile>
4461         <Tile>
4462           <clusterCountPF>2196617</clusterCountPF>
4463           <clusterCountRaw>2395104</clusterCountRaw>
4464           <oneSig>940.86</oneSig>
4465           <percentClustersPF>91.71</percentClustersPF>
4466           <signal20AsPctOf1>88.77</signal20AsPctOf1>
4467           <tileNumber>1103</tileNumber>
4468         </Tile>
4469         <Tile>
4470           <clusterCountPF>2152394</clusterCountPF>
4471           <clusterCountRaw>2458399</clusterCountRaw>
4472           <oneSig>949.23</oneSig>
4473           <percentClustersPF>87.55</percentClustersPF>
4474           <signal20AsPctOf1>89.97</signal20AsPctOf1>
4475           <tileNumber>1104</tileNumber>
4476         </Tile>
4477         <Tile>
4478           <clusterCountPF>2156028</clusterCountPF>
4479           <clusterCountRaw>2552485</clusterCountRaw>
4480           <oneSig>947.55</oneSig>
4481           <percentClustersPF>84.47</percentClustersPF>
4482           <signal20AsPctOf1>89.79</signal20AsPctOf1>
4483           <tileNumber>1105</tileNumber>
4484         </Tile>
4485         <Tile>
4486           <clusterCountPF>2323818</clusterCountPF>
4487           <clusterCountRaw>2696559</clusterCountRaw>
4488           <oneSig>945.08</oneSig>
4489           <percentClustersPF>86.18</percentClustersPF>
4490           <signal20AsPctOf1>90.43</signal20AsPctOf1>
4491           <tileNumber>1106</tileNumber>
4492         </Tile>
4493         <Tile>
4494           <clusterCountPF>2497381</clusterCountPF>
4495           <clusterCountRaw>2822533</clusterCountRaw>
4496           <oneSig>939.16</oneSig>
4497           <percentClustersPF>88.48</percentClustersPF>
4498           <signal20AsPctOf1>90.97</signal20AsPctOf1>
4499           <tileNumber>1107</tileNumber>
4500         </Tile>
4501         <Tile>
4502           <clusterCountPF>2732898</clusterCountPF>
4503           <clusterCountRaw>3039195</clusterCountRaw>
4504           <oneSig>929.88</oneSig>
4505           <percentClustersPF>89.92</percentClustersPF>
4506           <signal20AsPctOf1>90.09</signal20AsPctOf1>
4507           <tileNumber>1108</tileNumber>
4508         </Tile>
4509         <Tile>
4510           <clusterCountPF>1943785</clusterCountPF>
4511           <clusterCountRaw>2082305</clusterCountRaw>
4512           <oneSig>897.16</oneSig>
4513           <percentClustersPF>93.35</percentClustersPF>
4514           <signal20AsPctOf1>88.40</signal20AsPctOf1>
4515           <tileNumber>1201</tileNumber>
4516         </Tile>
4517         <Tile>
4518           <clusterCountPF>2095722</clusterCountPF>
4519           <clusterCountRaw>2257403</clusterCountRaw>
4520           <oneSig>900.69</oneSig>
4521           <percentClustersPF>92.84</percentClustersPF>
4522           <signal20AsPctOf1>88.99</signal20AsPctOf1>
4523           <tileNumber>1202</tileNumber>
4524         </Tile>
4525         <Tile>
4526           <clusterCountPF>2194825</clusterCountPF>
4527           <clusterCountRaw>2378702</clusterCountRaw>
4528           <oneSig>935.99</oneSig>
4529           <percentClustersPF>92.27</percentClustersPF>
4530           <signal20AsPctOf1>89.44</signal20AsPctOf1>
4531           <tileNumber>1203</tileNumber>
4532         </Tile>
4533         <Tile>
4534           <clusterCountPF>2131982</clusterCountPF>
4535           <clusterCountRaw>2442442</clusterCountRaw>
4536           <oneSig>935.06</oneSig>
4537           <percentClustersPF>87.29</percentClustersPF>
4538           <signal20AsPctOf1>89.72</signal20AsPctOf1>
4539           <tileNumber>1204</tileNumber>
4540         </Tile>
4541         <Tile>
4542           <clusterCountPF>2127300</clusterCountPF>
4543           <clusterCountRaw>2533088</clusterCountRaw>
4544           <oneSig>928.64</oneSig>
4545           <percentClustersPF>83.98</percentClustersPF>
4546           <signal20AsPctOf1>90.58</signal20AsPctOf1>
4547           <tileNumber>1205</tileNumber>
4548         </Tile>
4549         <Tile>
4550           <clusterCountPF>2289642</clusterCountPF>
4551           <clusterCountRaw>2651864</clusterCountRaw>
4552           <oneSig>923.46</oneSig>
4553           <percentClustersPF>86.34</percentClustersPF>
4554           <signal20AsPctOf1>89.27</signal20AsPctOf1>
4555           <tileNumber>1206</tileNumber>
4556         </Tile>
4557         <Tile>
4558           <clusterCountPF>2506085</clusterCountPF>
4559           <clusterCountRaw>2836608</clusterCountRaw>
4560           <oneSig>917.96</oneSig>
4561           <percentClustersPF>88.35</percentClustersPF>
4562           <signal20AsPctOf1>90.75</signal20AsPctOf1>
4563           <tileNumber>1207</tileNumber>
4564         </Tile>
4565         <Tile>
4566           <clusterCountPF>2781990</clusterCountPF>
4567           <clusterCountRaw>3092834</clusterCountRaw>
4568           <oneSig>910.54</oneSig>
4569           <percentClustersPF>89.95</percentClustersPF>
4570           <signal20AsPctOf1>89.81</signal20AsPctOf1>
4571           <tileNumber>1208</tileNumber>
4572         </Tile>
4573         <Tile>
4574           <clusterCountPF>1970928</clusterCountPF>
4575           <clusterCountRaw>2119489</clusterCountRaw>
4576           <oneSig>1015.73</oneSig>
4577           <percentClustersPF>92.99</percentClustersPF>
4578           <signal20AsPctOf1>88.92</signal20AsPctOf1>
4579           <tileNumber>2101</tileNumber>
4580         </Tile>
4581         <Tile>
4582           <clusterCountPF>2101673</clusterCountPF>
4583           <clusterCountRaw>2271655</clusterCountRaw>
4584           <oneSig>1020.15</oneSig>
4585           <percentClustersPF>92.52</percentClustersPF>
4586           <signal20AsPctOf1>89.54</signal20AsPctOf1>
4587           <tileNumber>2102</tileNumber>
4588         </Tile>
4589         <Tile>
4590           <clusterCountPF>2201990</clusterCountPF>
4591           <clusterCountRaw>2399043</clusterCountRaw>
4592           <oneSig>1035.37</oneSig>
4593           <percentClustersPF>91.79</percentClustersPF>
4594           <signal20AsPctOf1>90.49</signal20AsPctOf1>
4595           <tileNumber>2103</tileNumber>
4596         </Tile>
4597         <Tile>
4598           <clusterCountPF>2173174</clusterCountPF>
4599           <clusterCountRaw>2471614</clusterCountRaw>
4600           <oneSig>1055.25</oneSig>
4601           <percentClustersPF>87.93</percentClustersPF>
4602           <signal20AsPctOf1>89.15</signal20AsPctOf1>
4603           <tileNumber>2104</tileNumber>
4604         </Tile>
4605         <Tile>
4606           <clusterCountPF>2183818</clusterCountPF>
4607           <clusterCountRaw>2560763</clusterCountRaw>
4608           <oneSig>1040.61</oneSig>
4609           <percentClustersPF>85.28</percentClustersPF>
4610           <signal20AsPctOf1>90.07</signal20AsPctOf1>
4611           <tileNumber>2105</tileNumber>
4612         </Tile>
4613         <Tile>
4614           <clusterCountPF>2466804</clusterCountPF>
4615           <clusterCountRaw>2716874</clusterCountRaw>
4616           <oneSig>1031.41</oneSig>
4617           <percentClustersPF>90.80</percentClustersPF>
4618           <signal20AsPctOf1>89.82</signal20AsPctOf1>
4619           <tileNumber>2106</tileNumber>
4620         </Tile>
4621         <Tile>
4622           <clusterCountPF>2683279</clusterCountPF>
4623           <clusterCountRaw>2914221</clusterCountRaw>
4624           <oneSig>1023.93</oneSig>
4625           <percentClustersPF>92.08</percentClustersPF>
4626           <signal20AsPctOf1>89.71</signal20AsPctOf1>
4627           <tileNumber>2107</tileNumber>
4628         </Tile>
4629         <Tile>
4630           <clusterCountPF>2883924</clusterCountPF>
4631           <clusterCountRaw>3200820</clusterCountRaw>
4632           <oneSig>1018.44</oneSig>
4633           <percentClustersPF>90.10</percentClustersPF>
4634           <signal20AsPctOf1>89.70</signal20AsPctOf1>
4635           <tileNumber>2108</tileNumber>
4636         </Tile>
4637         <Tile>
4638           <clusterCountPF>1945051</clusterCountPF>
4639           <clusterCountRaw>2078610</clusterCountRaw>
4640           <oneSig>1002.48</oneSig>
4641           <percentClustersPF>93.57</percentClustersPF>
4642           <signal20AsPctOf1>88.69</signal20AsPctOf1>
4643           <tileNumber>2201</tileNumber>
4644         </Tile>
4645         <Tile>
4646           <clusterCountPF>2089910</clusterCountPF>
4647           <clusterCountRaw>2240662</clusterCountRaw>
4648           <oneSig>1007.97</oneSig>
4649           <percentClustersPF>93.27</percentClustersPF>
4650           <signal20AsPctOf1>89.27</signal20AsPctOf1>
4651           <tileNumber>2202</tileNumber>
4652         </Tile>
4653         <Tile>
4654           <clusterCountPF>2185003</clusterCountPF>
4655           <clusterCountRaw>2366049</clusterCountRaw>
4656           <oneSig>1036.23</oneSig>
4657           <percentClustersPF>92.35</percentClustersPF>
4658           <signal20AsPctOf1>89.30</signal20AsPctOf1>
4659           <tileNumber>2203</tileNumber>
4660         </Tile>
4661         <Tile>
4662           <clusterCountPF>2140748</clusterCountPF>
4663           <clusterCountRaw>2438393</clusterCountRaw>
4664           <oneSig>1031.41</oneSig>
4665           <percentClustersPF>87.79</percentClustersPF>
4666           <signal20AsPctOf1>90.29</signal20AsPctOf1>
4667           <tileNumber>2204</tileNumber>
4668         </Tile>
4669         <Tile>
4670           <clusterCountPF>2138276</clusterCountPF>
4671           <clusterCountRaw>2517750</clusterCountRaw>
4672           <oneSig>1031.21</oneSig>
4673           <percentClustersPF>84.93</percentClustersPF>
4674           <signal20AsPctOf1>89.16</signal20AsPctOf1>
4675           <tileNumber>2205</tileNumber>
4676         </Tile>
4677         <Tile>
4678           <clusterCountPF>2426808</clusterCountPF>
4679           <clusterCountRaw>2666994</clusterCountRaw>
4680           <oneSig>1013.14</oneSig>
4681           <percentClustersPF>90.99</percentClustersPF>
4682           <signal20AsPctOf1>89.82</signal20AsPctOf1>
4683           <tileNumber>2206</tileNumber>
4684         </Tile>
4685         <Tile>
4686           <clusterCountPF>2645656</clusterCountPF>
4687           <clusterCountRaw>2859844</clusterCountRaw>
4688           <oneSig>1011.64</oneSig>
4689           <percentClustersPF>92.51</percentClustersPF>
4690           <signal20AsPctOf1>89.41</signal20AsPctOf1>
4691           <tileNumber>2207</tileNumber>
4692         </Tile>
4693         <Tile>
4694           <clusterCountPF>2833650</clusterCountPF>
4695           <clusterCountRaw>3126977</clusterCountRaw>
4696           <oneSig>993.72</oneSig>
4697           <percentClustersPF>90.62</percentClustersPF>
4698           <signal20AsPctOf1>90.63</signal20AsPctOf1>
4699           <tileNumber>2208</tileNumber>
4700         </Tile>
4701         <readNumber>2</readNumber>
4702       </Read>
4703       <laneNumber>7</laneNumber>
4704     </Lane>
4705     <Lane>
4706       <Read>
4707         <Tile>
4708           <clusterCountPF>1872634</clusterCountPF>
4709           <clusterCountRaw>1937248</clusterCountRaw>
4710           <oneSig>903.87</oneSig>
4711           <percentClustersPF>96.66</percentClustersPF>
4712           <signal20AsPctOf1>91.81</signal20AsPctOf1>
4713           <tileNumber>1101</tileNumber>
4714         </Tile>
4715         <Tile>
4716           <clusterCountPF>1981371</clusterCountPF>
4717           <clusterCountRaw>2052502</clusterCountRaw>
4718           <oneSig>907.46</oneSig>
4719           <percentClustersPF>96.53</percentClustersPF>
4720           <signal20AsPctOf1>91.13</signal20AsPctOf1>
4721           <tileNumber>1102</tileNumber>
4722         </Tile>
4723         <Tile>
4724           <clusterCountPF>2060467</clusterCountPF>
4725           <clusterCountRaw>2137866</clusterCountRaw>
4726           <oneSig>920.21</oneSig>
4727           <percentClustersPF>96.38</percentClustersPF>
4728           <signal20AsPctOf1>89.96</signal20AsPctOf1>
4729           <tileNumber>1103</tileNumber>
4730         </Tile>
4731         <Tile>
4732           <clusterCountPF>2143673</clusterCountPF>
4733           <clusterCountRaw>2221024</clusterCountRaw>
4734           <oneSig>912.79</oneSig>
4735           <percentClustersPF>96.52</percentClustersPF>
4736           <signal20AsPctOf1>91.65</signal20AsPctOf1>
4737           <tileNumber>1104</tileNumber>
4738         </Tile>
4739         <Tile>
4740           <clusterCountPF>2212086</clusterCountPF>
4741           <clusterCountRaw>2296652</clusterCountRaw>
4742           <oneSig>922.77</oneSig>
4743           <percentClustersPF>96.32</percentClustersPF>
4744           <signal20AsPctOf1>90.07</signal20AsPctOf1>
4745           <tileNumber>1105</tileNumber>
4746         </Tile>
4747         <Tile>
4748           <clusterCountPF>2215069</clusterCountPF>
4749           <clusterCountRaw>2304253</clusterCountRaw>
4750           <oneSig>921.38</oneSig>
4751           <percentClustersPF>96.13</percentClustersPF>
4752           <signal20AsPctOf1>89.30</signal20AsPctOf1>
4753           <tileNumber>1106</tileNumber>
4754         </Tile>
4755         <Tile>
4756           <clusterCountPF>2331296</clusterCountPF>
4757           <clusterCountRaw>2424938</clusterCountRaw>
4758           <oneSig>917.46</oneSig>
4759           <percentClustersPF>96.14</percentClustersPF>
4760           <signal20AsPctOf1>89.89</signal20AsPctOf1>
4761           <tileNumber>1107</tileNumber>
4762         </Tile>
4763         <Tile>
4764           <clusterCountPF>2448615</clusterCountPF>
4765           <clusterCountRaw>2560648</clusterCountRaw>
4766           <oneSig>914.15</oneSig>
4767           <percentClustersPF>95.62</percentClustersPF>
4768           <signal20AsPctOf1>88.02</signal20AsPctOf1>
4769           <tileNumber>1108</tileNumber>
4770         </Tile>
4771         <Tile>
4772           <clusterCountPF>1888686</clusterCountPF>
4773           <clusterCountRaw>1944863</clusterCountRaw>
4774           <oneSig>874.49</oneSig>
4775           <percentClustersPF>97.11</percentClustersPF>
4776           <signal20AsPctOf1>92.46</signal20AsPctOf1>
4777           <tileNumber>1201</tileNumber>
4778         </Tile>
4779         <Tile>
4780           <clusterCountPF>2012044</clusterCountPF>
4781           <clusterCountRaw>2074625</clusterCountRaw>
4782           <oneSig>884.63</oneSig>
4783           <percentClustersPF>96.98</percentClustersPF>
4784           <signal20AsPctOf1>91.32</signal20AsPctOf1>
4785           <tileNumber>1202</tileNumber>
4786         </Tile>
4787         <Tile>
4788           <clusterCountPF>2094064</clusterCountPF>
4789           <clusterCountRaw>2163325</clusterCountRaw>
4790           <oneSig>891.96</oneSig>
4791           <percentClustersPF>96.80</percentClustersPF>
4792           <signal20AsPctOf1>90.72</signal20AsPctOf1>
4793           <tileNumber>1203</tileNumber>
4794         </Tile>
4795         <Tile>
4796           <clusterCountPF>2183035</clusterCountPF>
4797           <clusterCountRaw>2254179</clusterCountRaw>
4798           <oneSig>870.81</oneSig>
4799           <percentClustersPF>96.84</percentClustersPF>
4800           <signal20AsPctOf1>93.54</signal20AsPctOf1>
4801           <tileNumber>1204</tileNumber>
4802         </Tile>
4803         <Tile>
4804           <clusterCountPF>2262962</clusterCountPF>
4805           <clusterCountRaw>2341144</clusterCountRaw>
4806           <oneSig>870.62</oneSig>
4807           <percentClustersPF>96.66</percentClustersPF>
4808           <signal20AsPctOf1>93.05</signal20AsPctOf1>
4809           <tileNumber>1205</tileNumber>
4810         </Tile>
4811         <Tile>
4812           <clusterCountPF>2290008</clusterCountPF>
4813           <clusterCountRaw>2373224</clusterCountRaw>
4814           <oneSig>876.61</oneSig>
4815           <percentClustersPF>96.49</percentClustersPF>
4816           <signal20AsPctOf1>92.00</signal20AsPctOf1>
4817           <tileNumber>1206</tileNumber>
4818         </Tile>
4819         <Tile>
4820           <clusterCountPF>2425572</clusterCountPF>
4821           <clusterCountRaw>2514852</clusterCountRaw>
4822           <oneSig>872.75</oneSig>
4823           <percentClustersPF>96.45</percentClustersPF>
4824           <signal20AsPctOf1>92.37</signal20AsPctOf1>
4825           <tileNumber>1207</tileNumber>
4826         </Tile>
4827         <Tile>
4828           <clusterCountPF>2563442</clusterCountPF>
4829           <clusterCountRaw>2678482</clusterCountRaw>
4830           <oneSig>872.59</oneSig>
4831           <percentClustersPF>95.71</percentClustersPF>
4832           <signal20AsPctOf1>90.30</signal20AsPctOf1>
4833           <tileNumber>1208</tileNumber>
4834         </Tile>
4835         <Tile>
4836           <clusterCountPF>1869875</clusterCountPF>
4837           <clusterCountRaw>1935576</clusterCountRaw>
4838           <oneSig>1011.10</oneSig>
4839           <percentClustersPF>96.61</percentClustersPF>
4840           <signal20AsPctOf1>92.58</signal20AsPctOf1>
4841           <tileNumber>2101</tileNumber>
4842         </Tile>
4843         <Tile>
4844           <clusterCountPF>1974289</clusterCountPF>
4845           <clusterCountRaw>2044626</clusterCountRaw>
4846           <oneSig>1014.34</oneSig>
4847           <percentClustersPF>96.56</percentClustersPF>
4848           <signal20AsPctOf1>91.29</signal20AsPctOf1>
4849           <tileNumber>2102</tileNumber>
4850         </Tile>
4851         <Tile>
4852           <clusterCountPF>2067745</clusterCountPF>
4853           <clusterCountRaw>2149604</clusterCountRaw>
4854           <oneSig>1010.65</oneSig>
4855           <percentClustersPF>96.19</percentClustersPF>
4856           <signal20AsPctOf1>92.71</signal20AsPctOf1>
4857           <tileNumber>2103</tileNumber>
4858         </Tile>
4859         <Tile>
4860           <clusterCountPF>2173184</clusterCountPF>
4861           <clusterCountRaw>2254582</clusterCountRaw>
4862           <oneSig>1008.48</oneSig>
4863           <percentClustersPF>96.39</percentClustersPF>
4864           <signal20AsPctOf1>93.17</signal20AsPctOf1>
4865           <tileNumber>2104</tileNumber>
4866         </Tile>
4867         <Tile>
4868           <clusterCountPF>2267374</clusterCountPF>
4869           <clusterCountRaw>2355581</clusterCountRaw>
4870           <oneSig>1007.02</oneSig>
4871           <percentClustersPF>96.26</percentClustersPF>
4872           <signal20AsPctOf1>92.79</signal20AsPctOf1>
4873           <tileNumber>2105</tileNumber>
4874         </Tile>
4875         <Tile>
4876           <clusterCountPF>2294027</clusterCountPF>
4877           <clusterCountRaw>2387511</clusterCountRaw>
4878           <oneSig>1016.03</oneSig>
4879           <percentClustersPF>96.08</percentClustersPF>
4880           <signal20AsPctOf1>91.86</signal20AsPctOf1>
4881           <tileNumber>2106</tileNumber>
4882         </Tile>
4883         <Tile>
4884           <clusterCountPF>2465253</clusterCountPF>
4885           <clusterCountRaw>2567890</clusterCountRaw>
4886           <oneSig>1004.45</oneSig>
4887           <percentClustersPF>96.00</percentClustersPF>
4888           <signal20AsPctOf1>91.57</signal20AsPctOf1>
4889           <tileNumber>2107</tileNumber>
4890         </Tile>
4891         <Tile>
4892           <clusterCountPF>2640034</clusterCountPF>
4893           <clusterCountRaw>2766309</clusterCountRaw>
4894           <oneSig>1000.59</oneSig>
4895           <percentClustersPF>95.44</percentClustersPF>
4896           <signal20AsPctOf1>91.71</signal20AsPctOf1>
4897           <tileNumber>2108</tileNumber>
4898         </Tile>
4899         <Tile>
4900           <clusterCountPF>1860320</clusterCountPF>
4901           <clusterCountRaw>1914720</clusterCountRaw>
4902           <oneSig>977.72</oneSig>
4903           <percentClustersPF>97.16</percentClustersPF>
4904           <signal20AsPctOf1>92.55</signal20AsPctOf1>
4905           <tileNumber>2201</tileNumber>
4906         </Tile>
4907         <Tile>
4908           <clusterCountPF>1976534</clusterCountPF>
4909           <clusterCountRaw>2036425</clusterCountRaw>
4910           <oneSig>984.21</oneSig>
4911           <percentClustersPF>97.06</percentClustersPF>
4912           <signal20AsPctOf1>91.57</signal20AsPctOf1>
4913           <tileNumber>2202</tileNumber>
4914         </Tile>
4915         <Tile>
4916           <clusterCountPF>2072742</clusterCountPF>
4917           <clusterCountRaw>2144782</clusterCountRaw>
4918           <oneSig>977.78</oneSig>
4919           <percentClustersPF>96.64</percentClustersPF>
4920           <signal20AsPctOf1>92.10</signal20AsPctOf1>
4921           <tileNumber>2203</tileNumber>
4922         </Tile>
4923         <Tile>
4924           <clusterCountPF>2182534</clusterCountPF>
4925           <clusterCountRaw>2253067</clusterCountRaw>
4926           <oneSig>971.02</oneSig>
4927           <percentClustersPF>96.87</percentClustersPF>
4928           <signal20AsPctOf1>93.51</signal20AsPctOf1>
4929           <tileNumber>2204</tileNumber>
4930         </Tile>
4931         <Tile>
4932           <clusterCountPF>2270453</clusterCountPF>
4933           <clusterCountRaw>2346984</clusterCountRaw>
4934           <oneSig>975.28</oneSig>
4935           <percentClustersPF>96.74</percentClustersPF>
4936           <signal20AsPctOf1>92.07</signal20AsPctOf1>
4937           <tileNumber>2205</tileNumber>
4938         </Tile>
4939         <Tile>
4940           <clusterCountPF>2288709</clusterCountPF>
4941           <clusterCountRaw>2366295</clusterCountRaw>
4942           <oneSig>974.67</oneSig>
4943           <percentClustersPF>96.72</percentClustersPF>
4944           <signal20AsPctOf1>91.98</signal20AsPctOf1>
4945           <tileNumber>2206</tileNumber>
4946         </Tile>
4947         <Tile>
4948           <clusterCountPF>2435520</clusterCountPF>
4949           <clusterCountRaw>2520904</clusterCountRaw>
4950           <oneSig>973.53</oneSig>
4951           <percentClustersPF>96.61</percentClustersPF>
4952           <signal20AsPctOf1>90.63</signal20AsPctOf1>
4953           <tileNumber>2207</tileNumber>
4954         </Tile>
4955         <Tile>
4956           <clusterCountPF>2596242</clusterCountPF>
4957           <clusterCountRaw>2704438</clusterCountRaw>
4958           <oneSig>958.63</oneSig>
4959           <percentClustersPF>96.00</percentClustersPF>
4960           <signal20AsPctOf1>91.67</signal20AsPctOf1>
4961           <tileNumber>2208</tileNumber>
4962         </Tile>
4963         <readNumber>1</readNumber>
4964       </Read>
4965       <Read>
4966         <Tile>
4967           <clusterCountPF>1872634</clusterCountPF>
4968           <clusterCountRaw>1937248</clusterCountRaw>
4969           <oneSig>796.05</oneSig>
4970           <percentClustersPF>96.66</percentClustersPF>
4971           <signal20AsPctOf1>89.61</signal20AsPctOf1>
4972           <tileNumber>1101</tileNumber>
4973         </Tile>
4974         <Tile>
4975           <clusterCountPF>1981371</clusterCountPF>
4976           <clusterCountRaw>2052502</clusterCountRaw>
4977           <oneSig>786.48</oneSig>
4978           <percentClustersPF>96.53</percentClustersPF>
4979           <signal20AsPctOf1>90.54</signal20AsPctOf1>
4980           <tileNumber>1102</tileNumber>
4981         </Tile>
4982         <Tile>
4983           <clusterCountPF>2060467</clusterCountPF>
4984           <clusterCountRaw>2137866</clusterCountRaw>
4985           <oneSig>818.00</oneSig>
4986           <percentClustersPF>96.38</percentClustersPF>
4987           <signal20AsPctOf1>90.64</signal20AsPctOf1>
4988           <tileNumber>1103</tileNumber>
4989         </Tile>
4990         <Tile>
4991           <clusterCountPF>2143673</clusterCountPF>
4992           <clusterCountRaw>2221024</clusterCountRaw>
4993           <oneSig>827.10</oneSig>
4994           <percentClustersPF>96.52</percentClustersPF>
4995           <signal20AsPctOf1>90.65</signal20AsPctOf1>
4996           <tileNumber>1104</tileNumber>
4997         </Tile>
4998         <Tile>
4999           <clusterCountPF>2212086</clusterCountPF>
5000           <clusterCountRaw>2296652</clusterCountRaw>
5001           <oneSig>832.02</oneSig>
5002           <percentClustersPF>96.32</percentClustersPF>
5003           <signal20AsPctOf1>89.73</signal20AsPctOf1>
5004           <tileNumber>1105</tileNumber>
5005         </Tile>
5006         <Tile>
5007           <clusterCountPF>2215069</clusterCountPF>
5008           <clusterCountRaw>2304253</clusterCountRaw>
5009           <oneSig>824.89</oneSig>
5010           <percentClustersPF>96.13</percentClustersPF>
5011           <signal20AsPctOf1>89.77</signal20AsPctOf1>
5012           <tileNumber>1106</tileNumber>
5013         </Tile>
5014         <Tile>
5015           <clusterCountPF>2331296</clusterCountPF>
5016           <clusterCountRaw>2424938</clusterCountRaw>
5017           <oneSig>811.60</oneSig>
5018           <percentClustersPF>96.14</percentClustersPF>
5019           <signal20AsPctOf1>90.44</signal20AsPctOf1>
5020           <tileNumber>1107</tileNumber>
5021         </Tile>
5022         <Tile>
5023           <clusterCountPF>2448615</clusterCountPF>
5024           <clusterCountRaw>2560648</clusterCountRaw>
5025           <oneSig>804.85</oneSig>
5026           <percentClustersPF>95.62</percentClustersPF>
5027           <signal20AsPctOf1>90.23</signal20AsPctOf1>
5028           <tileNumber>1108</tileNumber>
5029         </Tile>
5030         <Tile>
5031           <clusterCountPF>1888686</clusterCountPF>
5032           <clusterCountRaw>1944863</clusterCountRaw>
5033           <oneSig>788.07</oneSig>
5034           <percentClustersPF>97.11</percentClustersPF>
5035           <signal20AsPctOf1>89.40</signal20AsPctOf1>
5036           <tileNumber>1201</tileNumber>
5037         </Tile>
5038         <Tile>
5039           <clusterCountPF>2012044</clusterCountPF>
5040           <clusterCountRaw>2074625</clusterCountRaw>
5041           <oneSig>769.08</oneSig>
5042           <percentClustersPF>96.98</percentClustersPF>
5043           <signal20AsPctOf1>89.73</signal20AsPctOf1>
5044           <tileNumber>1202</tileNumber>
5045         </Tile>
5046         <Tile>
5047           <clusterCountPF>2094064</clusterCountPF>
5048           <clusterCountRaw>2163325</clusterCountRaw>
5049           <oneSig>789.06</oneSig>
5050           <percentClustersPF>96.80</percentClustersPF>
5051           <signal20AsPctOf1>89.94</signal20AsPctOf1>
5052           <tileNumber>1203</tileNumber>
5053         </Tile>
5054         <Tile>
5055           <clusterCountPF>2183035</clusterCountPF>
5056           <clusterCountRaw>2254179</clusterCountRaw>
5057           <oneSig>817.25</oneSig>
5058           <percentClustersPF>96.84</percentClustersPF>
5059           <signal20AsPctOf1>89.90</signal20AsPctOf1>
5060           <tileNumber>1204</tileNumber>
5061         </Tile>
5062         <Tile>
5063           <clusterCountPF>2262962</clusterCountPF>
5064           <clusterCountRaw>2341144</clusterCountRaw>
5065           <oneSig>814.21</oneSig>
5066           <percentClustersPF>96.66</percentClustersPF>
5067           <signal20AsPctOf1>89.10</signal20AsPctOf1>
5068           <tileNumber>1205</tileNumber>
5069         </Tile>
5070         <Tile>
5071           <clusterCountPF>2290008</clusterCountPF>
5072           <clusterCountRaw>2373224</clusterCountRaw>
5073           <oneSig>805.91</oneSig>
5074           <percentClustersPF>96.49</percentClustersPF>
5075           <signal20AsPctOf1>90.82</signal20AsPctOf1>
5076           <tileNumber>1206</tileNumber>
5077         </Tile>
5078         <Tile>
5079           <clusterCountPF>2425572</clusterCountPF>
5080           <clusterCountRaw>2514852</clusterCountRaw>
5081           <oneSig>800.79</oneSig>
5082           <percentClustersPF>96.45</percentClustersPF>
5083           <signal20AsPctOf1>90.71</signal20AsPctOf1>
5084           <tileNumber>1207</tileNumber>
5085         </Tile>
5086         <Tile>
5087           <clusterCountPF>2563442</clusterCountPF>
5088           <clusterCountRaw>2678482</clusterCountRaw>
5089           <oneSig>790.10</oneSig>
5090           <percentClustersPF>95.71</percentClustersPF>
5091           <signal20AsPctOf1>89.88</signal20AsPctOf1>
5092           <tileNumber>1208</tileNumber>
5093         </Tile>
5094         <Tile>
5095           <clusterCountPF>1869875</clusterCountPF>
5096           <clusterCountRaw>1935576</clusterCountRaw>
5097           <oneSig>889.86</oneSig>
5098           <percentClustersPF>96.61</percentClustersPF>
5099           <signal20AsPctOf1>88.78</signal20AsPctOf1>
5100           <tileNumber>2101</tileNumber>
5101         </Tile>
5102         <Tile>
5103           <clusterCountPF>1974289</clusterCountPF>
5104           <clusterCountRaw>2044626</clusterCountRaw>
5105           <oneSig>886.56</oneSig>
5106           <percentClustersPF>96.56</percentClustersPF>
5107           <signal20AsPctOf1>89.74</signal20AsPctOf1>
5108           <tileNumber>2102</tileNumber>
5109         </Tile>
5110         <Tile>
5111           <clusterCountPF>2067745</clusterCountPF>
5112           <clusterCountRaw>2149604</clusterCountRaw>
5113           <oneSig>908.17</oneSig>
5114           <percentClustersPF>96.19</percentClustersPF>
5115           <signal20AsPctOf1>91.45</signal20AsPctOf1>
5116           <tileNumber>2103</tileNumber>
5117         </Tile>
5118         <Tile>
5119           <clusterCountPF>2173184</clusterCountPF>
5120           <clusterCountRaw>2254582</clusterCountRaw>
5121           <oneSig>933.09</oneSig>
5122           <percentClustersPF>96.39</percentClustersPF>
5123           <signal20AsPctOf1>90.49</signal20AsPctOf1>
5124           <tileNumber>2104</tileNumber>
5125         </Tile>
5126         <Tile>
5127           <clusterCountPF>2267374</clusterCountPF>
5128           <clusterCountRaw>2355581</clusterCountRaw>
5129           <oneSig>923.97</oneSig>
5130           <percentClustersPF>96.26</percentClustersPF>
5131           <signal20AsPctOf1>90.26</signal20AsPctOf1>
5132           <tileNumber>2105</tileNumber>
5133         </Tile>
5134         <Tile>
5135           <clusterCountPF>2294027</clusterCountPF>
5136           <clusterCountRaw>2387511</clusterCountRaw>
5137           <oneSig>915.97</oneSig>
5138           <percentClustersPF>96.08</percentClustersPF>
5139           <signal20AsPctOf1>90.39</signal20AsPctOf1>
5140           <tileNumber>2106</tileNumber>
5141         </Tile>
5142         <Tile>
5143           <clusterCountPF>2465253</clusterCountPF>
5144           <clusterCountRaw>2567890</clusterCountRaw>
5145           <oneSig>912.86</oneSig>
5146           <percentClustersPF>96.00</percentClustersPF>
5147           <signal20AsPctOf1>89.23</signal20AsPctOf1>
5148           <tileNumber>2107</tileNumber>
5149         </Tile>
5150         <Tile>
5151           <clusterCountPF>2640034</clusterCountPF>
5152           <clusterCountRaw>2766309</clusterCountRaw>
5153           <oneSig>895.52</oneSig>
5154           <percentClustersPF>95.44</percentClustersPF>
5155           <signal20AsPctOf1>90.30</signal20AsPctOf1>
5156           <tileNumber>2108</tileNumber>
5157         </Tile>
5158         <Tile>
5159           <clusterCountPF>1860320</clusterCountPF>
5160           <clusterCountRaw>1914720</clusterCountRaw>
5161           <oneSig>883.17</oneSig>
5162           <percentClustersPF>97.16</percentClustersPF>
5163           <signal20AsPctOf1>90.16</signal20AsPctOf1>
5164           <tileNumber>2201</tileNumber>
5165         </Tile>
5166         <Tile>
5167           <clusterCountPF>1976534</clusterCountPF>
5168           <clusterCountRaw>2036425</clusterCountRaw>
5169           <oneSig>865.27</oneSig>
5170           <percentClustersPF>97.06</percentClustersPF>
5171           <signal20AsPctOf1>89.72</signal20AsPctOf1>
5172           <tileNumber>2202</tileNumber>
5173         </Tile>
5174         <Tile>
5175           <clusterCountPF>2072742</clusterCountPF>
5176           <clusterCountRaw>2144782</clusterCountRaw>
5177           <oneSig>880.48</oneSig>
5178           <percentClustersPF>96.64</percentClustersPF>
5179           <signal20AsPctOf1>90.29</signal20AsPctOf1>
5180           <tileNumber>2203</tileNumber>
5181         </Tile>
5182         <Tile>
5183           <clusterCountPF>2182534</clusterCountPF>
5184           <clusterCountRaw>2253067</clusterCountRaw>
5185           <oneSig>913.65</oneSig>
5186           <percentClustersPF>96.87</percentClustersPF>
5187           <signal20AsPctOf1>90.13</signal20AsPctOf1>
5188           <tileNumber>2204</tileNumber>
5189         </Tile>
5190         <Tile>
5191           <clusterCountPF>2270453</clusterCountPF>
5192           <clusterCountRaw>2346984</clusterCountRaw>
5193           <oneSig>909.16</oneSig>
5194           <percentClustersPF>96.74</percentClustersPF>
5195           <signal20AsPctOf1>89.65</signal20AsPctOf1>
5196           <tileNumber>2205</tileNumber>
5197         </Tile>
5198         <Tile>
5199           <clusterCountPF>2288709</clusterCountPF>
5200           <clusterCountRaw>2366295</clusterCountRaw>
5201           <oneSig>901.54</oneSig>
5202           <percentClustersPF>96.72</percentClustersPF>
5203           <signal20AsPctOf1>90.08</signal20AsPctOf1>
5204           <tileNumber>2206</tileNumber>
5205         </Tile>
5206         <Tile>
5207           <clusterCountPF>2435520</clusterCountPF>
5208           <clusterCountRaw>2520904</clusterCountRaw>
5209           <oneSig>890.07</oneSig>
5210           <percentClustersPF>96.61</percentClustersPF>
5211           <signal20AsPctOf1>90.15</signal20AsPctOf1>
5212           <tileNumber>2207</tileNumber>
5213         </Tile>
5214         <Tile>
5215           <clusterCountPF>2596242</clusterCountPF>
5216           <clusterCountRaw>2704438</clusterCountRaw>
5217           <oneSig>883.58</oneSig>
5218           <percentClustersPF>96.00</percentClustersPF>
5219           <signal20AsPctOf1>88.39</signal20AsPctOf1>
5220           <tileNumber>2208</tileNumber>
5221         </Tile>
5222         <readNumber>2</readNumber>
5223       </Read>
5224       <laneNumber>8</laneNumber>
5225     </Lane>
5226   </TileResultsByLane>
5227 </BustardSummary>