htsworkflow/pipelines/test/testdata/demultiplexed_summary_1.12.4.2.xml

   1 <?xml version="1.0"?>
   2 <BustardSummary>
   3   <ChipResultsSummary>
   4     <clusterCountPF>454185731</clusterCountPF>
   5     <clusterCountRaw>781064977</clusterCountRaw>
   6     <yield>25888586667</yield>
   7   </ChipResultsSummary>
   8   <ChipSummary>
   9     <ChipID>unknown</ChipID>
  10     <Machine>HWI-ST0787</Machine>
  11     <RunFolder>110815_SN787_0101_AD07K6ACXX</RunFolder>
  12   </ChipSummary>
  13   <Date>2011-08-18 20:18:19</Date>
  14   <ExpandedLaneSummary>
  15     <Read>
  16       <Lane>
  17         <clusterCountRaw>
  18           <mean>3707807.14</mean>
  19           <stdev>573671.11</stdev>
  20           <sumsq>393825007132852.00</sumsq>
  21         </clusterCountRaw>
  22         <laneNumber>1</laneNumber>
  23         <percentClustersPF>
  24           <mean>47.64</mean>
  25           <stdev>19.64</stdev>
  26           <sumsq>73957.00</sumsq>
  27         </percentClustersPF>
  28         <phasingApplied>0.3810</phasingApplied>
  29         <prephasingApplied>0.0844</prephasingApplied>
  30         <signalAverage1to3>
  31           <mean>677.00</mean>
  32           <stdev>148.48</stdev>
  33           <sumsq>13428576.43</sumsq>
  34         </signalAverage1to3>
  35         <signalAverage2to4>
  36           <mean>908.15</mean>
  37           <stdev>81.51</stdev>
  38           <sumsq>23271897.61</sumsq>
  39         </signalAverage2to4>
  40         <signalLoss10to20>
  41           <mean>-0.30</mean>
  42           <stdev>0.38</stdev>
  43           <sumsq>6.33</sumsq>
  44         </signalLoss10to20>
  45         <signalLoss2to10>
  46           <mean>-34.61</mean>
  47           <stdev>26.97</stdev>
  48           <sumsq>53175.44</sumsq>
  49         </signalLoss2to10>
  50       </Lane>
  51       <Lane>
  52         <clusterCountRaw>
  53           <mean>3329777.81</mean>
  54           <stdev>1102200.81</stdev>
  55           <sumsq>318644092316267.00</sumsq>
  56         </clusterCountRaw>
  57         <laneNumber>2</laneNumber>
  58         <percentClustersPF>
  59           <mean>24.71</mean>
  60           <stdev>17.39</stdev>
  61           <sumsq>23436.66</sumsq>
  62         </percentClustersPF>
  63         <phasingApplied>0.3694</phasingApplied>
  64         <prephasingApplied>0.2507</prephasingApplied>
  65         <signalAverage1to3>
  66           <mean>820.85</mean>
  67           <stdev>175.96</stdev>
  68           <sumsq>18292849.43</sumsq>
  69         </signalAverage1to3>
  70         <signalAverage2to4>
  71           <mean>864.16</mean>
  72           <stdev>95.34</stdev>
  73           <sumsq>19643349.08</sumsq>
  74         </signalAverage2to4>
  75         <signalLoss10to20>
  76           <mean>-5.69</mean>
  77           <stdev>12.59</stdev>
  78           <sumsq>4807.74</sumsq>
  79         </signalLoss10to20>
  80         <signalLoss2to10>
  81           <mean>-34.31</mean>
  82           <stdev>22.59</stdev>
  83           <sumsq>43354.50</sumsq>
  84         </signalLoss2to10>
  85       </Lane>
  86       <Lane>
  87         <clusterCountRaw>
  88           <mean>6268934.50</mean>
  89           <stdev>241767.87</stdev>
  90           <sumsq>314805480030044.00</sumsq>
  91         </clusterCountRaw>
  92         <laneNumber>3</laneNumber>
  93         <percentClustersPF>
  94           <mean>36.04</mean>
  95           <stdev>12.81</stdev>
  96           <sumsq>11541.60</sumsq>
  97         </percentClustersPF>
  98         <phasingApplied>0.2469</phasingApplied>
  99         <prephasingApplied>0.2002</prephasingApplied>
 100         <signalAverage1to3>
 101           <mean>1094.84</mean>
 102           <stdev>135.96</stdev>
 103           <sumsq>9718779.89</sumsq>
 104         </signalAverage1to3>
 105         <signalAverage2to4>
 106           <mean>1114.24</mean>
 107           <stdev>57.49</stdev>
 108           <sumsq>9955389.55</sumsq>
 109         </signalAverage2to4>
 110         <signalLoss10to20>
 111           <mean>-4.20</mean>
 112           <stdev>13.18</stdev>
 113           <sumsq>1357.57</sumsq>
 114         </signalLoss10to20>
 115         <signalLoss2to10>
 116           <mean>-53.53</mean>
 117           <stdev>38.21</stdev>
 118           <sumsq>33143.61</sumsq>
 119         </signalLoss2to10>
 120       </Lane>
 121       <Lane>
 122         <clusterCountRaw>
 123           <mean>6055508.12</mean>
 124           <stdev>166741.39</stdev>
 125           <sumsq>293548048051419.00</sumsq>
 126         </clusterCountRaw>
 127         <laneNumber>4</laneNumber>
 128         <percentClustersPF>
 129           <mean>32.69</mean>
 130           <stdev>7.60</stdev>
 131           <sumsq>8952.16</sumsq>
 132         </percentClustersPF>
 133         <phasingApplied>0.2104</phasingApplied>
 134         <prephasingApplied>0.1803</prephasingApplied>
 135         <signalAverage1to3>
 136           <mean>1106.96</mean>
 137           <stdev>62.20</stdev>
 138           <sumsq>9829917.93</sumsq>
 139         </signalAverage1to3>
 140         <signalAverage2to4>
 141           <mean>1036.31</mean>
 142           <stdev>128.16</stdev>
 143           <sumsq>8706439.16</sumsq>
 144         </signalAverage2to4>
 145         <signalLoss10to20>
 146           <mean>-9.55</mean>
 147           <stdev>18.68</stdev>
 148           <sumsq>3171.25</sumsq>
 149         </signalLoss10to20>
 150         <signalLoss2to10>
 151           <mean>-44.30</mean>
 152           <stdev>34.27</stdev>
 153           <sumsq>23924.49</sumsq>
 154         </signalLoss2to10>
 155       </Lane>
 156       <Lane>
 157         <clusterCountRaw>
 158           <mean>5643648.67</mean>
 159           <stdev>137235.86</stdev>
 160           <sumsq>95589978179428.00</sumsq>
 161         </clusterCountRaw>
 162         <laneNumber>5</laneNumber>
 163         <percentClustersPF>
 164           <mean>14.96</mean>
 165           <stdev>10.60</stdev>
 166           <sumsq>895.87</sumsq>
 167         </percentClustersPF>
 168         <phasingApplied>0.0000</phasingApplied>
 169         <prephasingApplied>0.0000</prephasingApplied>
 170         <signalAverage1to3>
 171           <mean>-593.62</mean>
 172           <stdev>74.55</stdev>
 173           <sumsq>1068254.69</sumsq>
 174         </signalAverage1to3>
 175         <signalAverage2to4>
 176           <mean>-623.07</mean>
 177           <stdev>71.93</stdev>
 178           <sumsq>1174981.61</sumsq>
 179         </signalAverage2to4>
 180         <signalLoss10to20>
 181           <mean>100.00</mean>
 182           <stdev>0.00</stdev>
 183           <sumsq>30000.00</sumsq>
 184         </signalLoss10to20>
 185         <signalLoss2to10>
 186           <mean>100.00</mean>
 187           <stdev>0.00</stdev>
 188           <sumsq>30000.00</sumsq>
 189         </signalLoss2to10>
 190       </Lane>
 191       <Lane>
 192         <clusterCountRaw>
 193           <mean>5707954.48</mean>
 194           <stdev>553352.88</stdev>
 195           <sumsq>953415170485172.00</sumsq>
 196         </clusterCountRaw>
 197         <laneNumber>6</laneNumber>
 198         <percentClustersPF>
 199           <mean>42.22</mean>
 200           <stdev>22.39</stdev>
 201           <sumsq>65737.40</sumsq>
 202         </percentClustersPF>
 203         <phasingApplied>0.2670</phasingApplied>
 204         <prephasingApplied>0.2116</prephasingApplied>
 205         <signalAverage1to3>
 206           <mean>976.36</mean>
 207           <stdev>216.47</stdev>
 208           <sumsq>28956965.77</sumsq>
 209         </signalAverage1to3>
 210         <signalAverage2to4>
 211           <mean>1054.88</mean>
 212           <stdev>90.27</stdev>
 213           <sumsq>32498684.57</sumsq>
 214         </signalAverage2to4>
 215         <signalLoss10to20>
 216           <mean>0.20</mean>
 217           <stdev>0.11</stdev>
 218           <sumsq>1.47</sumsq>
 219         </signalLoss10to20>
 220         <signalLoss2to10>
 221           <mean>-79.61</mean>
 222           <stdev>16.62</stdev>
 223           <sumsq>191509.02</sumsq>
 224         </signalLoss2to10>
 225       </Lane>
 226       <Lane>
 227         <clusterCountRaw>
 228           <mean>1867305.95</mean>
 229           <stdev>444617.44</stdev>
 230           <sumsq>158236511701682.00</sumsq>
 231         </clusterCountRaw>
 232         <laneNumber>7</laneNumber>
 233         <percentClustersPF>
 234           <mean>94.84</mean>
 235           <stdev>11.12</stdev>
 236           <sumsq>391931.07</sumsq>
 237         </percentClustersPF>
 238         <phasingApplied>0.1329</phasingApplied>
 239         <prephasingApplied>0.2410</prephasingApplied>
 240         <signalAverage1to3>
 241           <mean>1399.64</mean>
 242           <stdev>129.00</stdev>
 243           <sumsq>84935084.50</sumsq>
 244         </signalAverage1to3>
 245         <signalAverage2to4>
 246           <mean>1377.83</mean>
 247           <stdev>128.32</stdev>
 248           <sumsq>82324018.13</sumsq>
 249         </signalAverage2to4>
 250         <signalLoss10to20>
 251           <mean>0.28</mean>
 252           <stdev>0.09</stdev>
 253           <sumsq>3.65</sumsq>
 254         </signalLoss10to20>
 255         <signalLoss2to10>
 256           <mean>-4.22</mean>
 257           <stdev>14.27</stdev>
 258           <sumsq>9317.43</sumsq>
 259         </signalLoss2to10>
 260       </Lane>
 261       <Lane>
 262         <clusterCountRaw>
 263           <mean>4777517.31</mean>
 264           <stdev>599178.35</stdev>
 265           <sumsq>1112457930812391.00</sumsq>
 266         </clusterCountRaw>
 267         <laneNumber>8</laneNumber>
 268         <percentClustersPF>
 269           <mean>86.54</mean>
 270           <stdev>7.43</stdev>
 271           <sumsq>362059.12</sumsq>
 272         </percentClustersPF>
 273         <phasingApplied>0.2192</phasingApplied>
 274         <prephasingApplied>0.2346</prephasingApplied>
 275         <signalAverage1to3>
 276           <mean>1256.98</mean>
 277           <stdev>106.05</stdev>
 278           <sumsq>76368309.15</sumsq>
 279         </signalAverage1to3>
 280         <signalAverage2to4>
 281           <mean>1233.08</mean>
 282           <stdev>110.91</stdev>
 283           <sumsq>73561027.92</sumsq>
 284         </signalAverage2to4>
 285         <signalLoss10to20>
 286           <mean>0.63</mean>
 287           <stdev>0.08</stdev>
 288           <sumsq>19.47</sumsq>
 289         </signalLoss10to20>
 290         <signalLoss2to10>
 291           <mean>-3.98</mean>
 292           <stdev>11.04</stdev>
 293           <sumsq>6489.36</sumsq>
 294         </signalLoss2to10>
 295       </Lane>
 296       <readNumber>1</readNumber>
 297     </Read>
 298
 299   </ExpandedLaneSummary>
 300   <LaneResultsSummary>
 301     <Read>
 302       <Lane>
 303         <clusterCountPF>
 304           <mean>1783290</mean>
 305           <stdev>789504</stdev>
 306           <sumsq>105873063750160</sumsq>
 307         </clusterCountPF>
 308         <clusterCountRaw>
 309           <mean>3707807</mean>
 310           <stdev>573671</stdev>
 311           <sumsq>393825007132852</sumsq>
 312         </clusterCountRaw>
 313         <laneNumber>1</laneNumber>
 314         <laneYield>2496606</laneYield>
 315         <oneSig>
 316           <mean>164</mean>
 317           <stdev>410</stdev>
 318           <sumsq>5304965</sumsq>
 319         </oneSig>
 320         <percentClustersPF>
 321           <mean>47.64</mean>
 322           <stdev>19.64</stdev>
 323           <sumsq>73957.00</sumsq>
 324         </percentClustersPF>
 325         <signal20AsPctOf1>
 326           <mean>9.00</mean>
 327           <stdev>22.48</stdev>
 328           <sumsq>15909.69</sumsq>
 329         </signal20AsPctOf1>
 330       </Lane>
 331       <Lane>
 332         <clusterCountPF>
 333           <mean>875778</mean>
 334           <stdev>826947</stdev>
 335           <sumsq>37037748584192</sumsq>
 336         </clusterCountPF>
 337         <clusterCountRaw>
 338           <mean>3329777</mean>
 339           <stdev>1102200</stdev>
 340           <sumsq>318644092316267</sumsq>
 341         </clusterCountRaw>
 342         <laneNumber>2</laneNumber>
 343         <laneYield>1138512</laneYield>
 344         <oneSig>
 345           <mean>702</mean>
 346           <stdev>480</stdev>
 347           <sumsq>18627652</sumsq>
 348         </oneSig>
 349         <percentClustersPF>
 350           <mean>24.71</mean>
 351           <stdev>17.39</stdev>
 352           <sumsq>23436.66</sumsq>
 353         </percentClustersPF>
 354         <signal20AsPctOf1>
 355           <mean>56.49</mean>
 356           <stdev>38.83</stdev>
 357           <sumsq>120674.01</sumsq>
 358         </signal20AsPctOf1>
 359       </Lane>
 360       <Lane>
 361         <clusterCountPF>
 362           <mean>2259006</mean>
 363           <stdev>798869</stdev>
 364           <sumsq>45292218394019</sumsq>
 365         </clusterCountPF>
 366         <clusterCountRaw>
 367           <mean>6268934</mean>
 368           <stdev>241767</stdev>
 369           <sumsq>314805480030044</sumsq>
 370         </clusterCountRaw>
 371         <laneNumber>3</laneNumber>
 372         <laneYield>903602</laneYield>
 373         <oneSig>
 374           <mean>1031</mean>
 375           <stdev>419</stdev>
 376           <sumsq>9747483</sumsq>
 377         </oneSig>
 378         <percentClustersPF>
 379           <mean>36.04</mean>
 380           <stdev>12.81</stdev>
 381           <sumsq>11541.60</sumsq>
 382         </percentClustersPF>
 383         <signal20AsPctOf1>
 384           <mean>75.63</mean>
 385           <stdev>30.73</stdev>
 386           <sumsq>52366.46</sumsq>
 387         </signal20AsPctOf1>
 388       </Lane>
 389       <Lane>
 390         <clusterCountPF>
 391           <mean>1978985</mean>
 392           <stdev>462424</stdev>
 393           <sumsq>32827917903219</sumsq>
 394         </clusterCountPF>
 395         <clusterCountRaw>
 396           <mean>6055508</mean>
 397           <stdev>166741</stdev>
 398           <sumsq>293548048051419</sumsq>
 399         </clusterCountRaw>
 400         <laneNumber>4</laneNumber>
 401         <laneYield>791594</laneYield>
 402         <oneSig>
 403           <mean>1161</mean>
 404           <stdev>61</stdev>
 405           <sumsq>10827946</sumsq>
 406         </oneSig>
 407         <percentClustersPF>
 408           <mean>32.69</mean>
 409           <stdev>7.60</stdev>
 410           <sumsq>8952.16</sumsq>
 411         </percentClustersPF>
 412         <signal20AsPctOf1>
 413           <mean>63.64</mean>
 414           <stdev>39.29</stdev>
 415           <sumsq>43206.11</sumsq>
 416         </signal20AsPctOf1>
 417       </Lane>
 418       <Lane>
 419         <clusterCountPF>
 420           <mean>834976</mean>
 421           <stdev>570615</stdev>
 422           <sumsq>2742761639691</sumsq>
 423         </clusterCountPF>
 424         <clusterCountRaw>
 425           <mean>5643648</mean>
 426           <stdev>137235</stdev>
 427           <sumsq>95589978179428</sumsq>
 428         </clusterCountRaw>
 429         <laneNumber>5</laneNumber>
 430         <laneYield>125246</laneYield>
 431         <oneSig>
 432           <mean>-596</mean>
 433           <stdev>79</stdev>
 434           <sumsq>1080823</sumsq>
 435         </oneSig>
 436         <percentClustersPF>
 437           <mean>14.96</mean>
 438           <stdev>10.60</stdev>
 439           <sumsq>895.87</sumsq>
 440         </percentClustersPF>
 441         <signal20AsPctOf1>
 442           <mean>147.21</mean>
 443           <stdev>7.83</stdev>
 444           <sumsq>65137.15</sumsq>
 445         </signal20AsPctOf1>
 446       </Lane>
 447       <Lane>
 448         <clusterCountPF>
 449           <mean>2467696</mean>
 450           <stdev>1423659</stdev>
 451           <sumsq>233346910460595</sumsq>
 452         </clusterCountPF>
 453         <clusterCountRaw>
 454           <mean>5707954</mean>
 455           <stdev>553352</stdev>
 456           <sumsq>953415170485172</sumsq>
 457         </clusterCountRaw>
 458         <laneNumber>6</laneNumber>
 459         <laneYield>3578160</laneYield>
 460         <oneSig>
 461           <mean>820</mean>
 462           <stdev>521</stdev>
 463           <sumsq>27135464</sumsq>
 464         </oneSig>
 465         <percentClustersPF>
 466           <mean>42.22</mean>
 467           <stdev>22.39</stdev>
 468           <sumsq>65737.40</sumsq>
 469         </percentClustersPF>
 470         <signal20AsPctOf1>
 471           <mean>64.69</mean>
 472           <stdev>40.68</stdev>
 473           <sumsq>167697.34</sumsq>
 474         </signal20AsPctOf1>
 475       </Lane>
 476       <Lane>
 477         <clusterCountPF>
 478           <mean>1769448</mean>
 479           <stdev>464939</stdev>
 480           <sumsq>143709845032850</sumsq>
 481         </clusterCountPF>
 482         <clusterCountRaw>
 483           <mean>1867305</mean>
 484           <stdev>444617</stdev>
 485           <sumsq>158236511701682</sumsq>
 486         </clusterCountRaw>
 487         <laneNumber>7</laneNumber>
 488         <laneYield>3804314</laneYield>
 489         <oneSig>
 490           <mean>1442</mean>
 491           <stdev>84</stdev>
 492           <sumsq>89752104</sumsq>
 493         </oneSig>
 494         <percentClustersPF>
 495           <mean>94.84</mean>
 496           <stdev>11.12</stdev>
 497           <sumsq>391931.07</sumsq>
 498         </percentClustersPF>
 499         <signal20AsPctOf1>
 500           <mean>91.96</mean>
 501           <stdev>1.75</stdev>
 502           <sumsq>363782.22</sumsq>
 503         </signal20AsPctOf1>
 504       </Lane>
 505       <Lane>
 506         <clusterCountPF>
 507           <mean>4113020</mean>
 508           <stdev>444275</stdev>
 509           <sumsq>821290075103817</sumsq>
 510         </clusterCountPF>
 511         <clusterCountRaw>
 512           <mean>4777517</mean>
 513           <stdev>599178</stdev>
 514           <sumsq>1112457930812391</sumsq>
 515         </clusterCountRaw>
 516         <laneNumber>8</laneNumber>
 517         <laneYield>9871250</laneYield>
 518         <oneSig>
 519           <mean>1334</mean>
 520           <stdev>72</stdev>
 521           <sumsq>85708238</sumsq>
 522         </oneSig>
 523         <percentClustersPF>
 524           <mean>86.54</mean>
 525           <stdev>7.43</stdev>
 526           <sumsq>362059.12</sumsq>
 527         </percentClustersPF>
 528         <signal20AsPctOf1>
 529           <mean>88.24</mean>
 530           <stdev>1.70</stdev>
 531           <sumsq>373841.88</sumsq>
 532         </signal20AsPctOf1>
 533       </Lane>
 534       <readNumber>1</readNumber>
 535     </Read>
 536
 537   </LaneResultsSummary>
 538   <Software>CASAVA-1.8.1</Software>
 539   <TileResultsByLane>
 540     <Lane>
 541       <Read>
 542         <Tile>
 543           <clusterCountPF>2195814</clusterCountPF>
 544           <clusterCountRaw>3782916</clusterCountRaw>
 545           <oneSig>0.00</oneSig>
 546           <percentClustersPF>58.05</percentClustersPF>
 547           <signal20AsPctOf1>N/A</signal20AsPctOf1>
 548           <tileNumber>1101</tileNumber>
 549         </Tile>
 550         <Tile>
 551           <clusterCountPF>2278273</clusterCountPF>
 552           <clusterCountRaw>3732743</clusterCountRaw>
 553           <oneSig>0.00</oneSig>
 554           <percentClustersPF>61.03</percentClustersPF>
 555           <signal20AsPctOf1>N/A</signal20AsPctOf1>
 556           <tileNumber>1102</tileNumber>
 557         </Tile>
 558         <Tile>
 559           <clusterCountPF>0</clusterCountPF>
 560           <clusterCountRaw>4020211</clusterCountRaw>
 561           <oneSig>0.00</oneSig>
 562           <percentClustersPF>0.00</percentClustersPF>
 563           <signal20AsPctOf1>N/A</signal20AsPctOf1>
 564           <tileNumber>1103</tileNumber>
 565         </Tile>
 566         <Tile>
 567           <clusterCountPF>0</clusterCountPF>
 568           <clusterCountRaw>3895725</clusterCountRaw>
 569           <oneSig>0.00</oneSig>
 570           <percentClustersPF>0.00</percentClustersPF>
 571           <signal20AsPctOf1>N/A</signal20AsPctOf1>
 572           <tileNumber>1104</tileNumber>
 573         </Tile>
 574         <Tile>
 575           <clusterCountPF>0</clusterCountPF>
 576           <clusterCountRaw>4134124</clusterCountRaw>
 577           <oneSig>0.00</oneSig>
 578           <percentClustersPF>0.00</percentClustersPF>
 579           <signal20AsPctOf1>N/A</signal20AsPctOf1>
 580           <tileNumber>1105</tileNumber>
 581         </Tile>
 582         <Tile>
 583           <clusterCountPF>0</clusterCountPF>
 584           <clusterCountRaw>4304874</clusterCountRaw>
 585           <oneSig>0.00</oneSig>
 586           <percentClustersPF>0.00</percentClustersPF>
 587           <signal20AsPctOf1>N/A</signal20AsPctOf1>
 588           <tileNumber>1106</tileNumber>
 589         </Tile>
 590         <Tile>
 591           <clusterCountPF>0</clusterCountPF>
 592           <clusterCountRaw>4406771</clusterCountRaw>
 593           <oneSig>0.00</oneSig>
 594           <percentClustersPF>0.00</percentClustersPF>
 595           <signal20AsPctOf1>N/A</signal20AsPctOf1>
 596           <tileNumber>1107</tileNumber>
 597         </Tile>
 598         <Tile>
 599           <clusterCountPF>0</clusterCountPF>
 600           <clusterCountRaw>4057296</clusterCountRaw>
 601           <oneSig>0.00</oneSig>
 602           <percentClustersPF>0.00</percentClustersPF>
 603           <signal20AsPctOf1>N/A</signal20AsPctOf1>
 604           <tileNumber>1108</tileNumber>
 605         </Tile>
 606         <Tile>
 607           <clusterCountPF>2235184</clusterCountPF>
 608           <clusterCountRaw>3576569</clusterCountRaw>
 609           <oneSig>0.00</oneSig>
 610           <percentClustersPF>62.50</percentClustersPF>
 611           <signal20AsPctOf1>N/A</signal20AsPctOf1>
 612           <tileNumber>1201</tileNumber>
 613         </Tile>
 614         <Tile>
 615           <clusterCountPF>2303817</clusterCountPF>
 616           <clusterCountRaw>3670759</clusterCountRaw>
 617           <oneSig>0.00</oneSig>
 618           <percentClustersPF>62.76</percentClustersPF>
 619           <signal20AsPctOf1>N/A</signal20AsPctOf1>
 620           <tileNumber>1202</tileNumber>
 621         </Tile>
 622         <Tile>
 623           <clusterCountPF>2228868</clusterCountPF>
 624           <clusterCountRaw>3917599</clusterCountRaw>
 625           <oneSig>0.00</oneSig>
 626           <percentClustersPF>56.89</percentClustersPF>
 627           <signal20AsPctOf1>N/A</signal20AsPctOf1>
 628           <tileNumber>1203</tileNumber>
 629         </Tile>
 630         <Tile>
 631           <clusterCountPF>0</clusterCountPF>
 632           <clusterCountRaw>4063543</clusterCountRaw>
 633           <oneSig>0.00</oneSig>
 634           <percentClustersPF>0.00</percentClustersPF>
 635           <signal20AsPctOf1>N/A</signal20AsPctOf1>
 636           <tileNumber>1204</tileNumber>
 637         </Tile>
 638         <Tile>
 639           <clusterCountPF>0</clusterCountPF>
 640           <clusterCountRaw>4018922</clusterCountRaw>
 641           <oneSig>0.00</oneSig>
 642           <percentClustersPF>0.00</percentClustersPF>
 643           <signal20AsPctOf1>N/A</signal20AsPctOf1>
 644           <tileNumber>1205</tileNumber>
 645         </Tile>
 646         <Tile>
 647           <clusterCountPF>2207175</clusterCountPF>
 648           <clusterCountRaw>4204009</clusterCountRaw>
 649           <oneSig>0.00</oneSig>
 650           <percentClustersPF>52.50</percentClustersPF>
 651           <signal20AsPctOf1>N/A</signal20AsPctOf1>
 652           <tileNumber>1206</tileNumber>
 653         </Tile>
 654         <Tile>
 655           <clusterCountPF>0</clusterCountPF>
 656           <clusterCountRaw>4440729</clusterCountRaw>
 657           <oneSig>0.00</oneSig>
 658           <percentClustersPF>0.00</percentClustersPF>
 659           <signal20AsPctOf1>N/A</signal20AsPctOf1>
 660           <tileNumber>1207</tileNumber>
 661         </Tile>
 662         <Tile>
 663           <clusterCountPF>768164</clusterCountPF>
 664           <clusterCountRaw>3715012</clusterCountRaw>
 665           <oneSig>0.00</oneSig>
 666           <percentClustersPF>20.68</percentClustersPF>
 667           <signal20AsPctOf1>N/A</signal20AsPctOf1>
 668           <tileNumber>1208</tileNumber>
 669         </Tile>
 670         <Tile>
 671           <clusterCountPF>2261727</clusterCountPF>
 672           <clusterCountRaw>3621480</clusterCountRaw>
 673           <oneSig>0.00</oneSig>
 674           <percentClustersPF>62.45</percentClustersPF>
 675           <signal20AsPctOf1>N/A</signal20AsPctOf1>
 676           <tileNumber>1301</tileNumber>
 677         </Tile>
 678         <Tile>
 679           <clusterCountPF>2347049</clusterCountPF>
 680           <clusterCountRaw>3868987</clusterCountRaw>
 681           <oneSig>0.00</oneSig>
 682           <percentClustersPF>60.66</percentClustersPF>
 683           <signal20AsPctOf1>N/A</signal20AsPctOf1>
 684           <tileNumber>1302</tileNumber>
 685         </Tile>
 686         <Tile>
 687           <clusterCountPF>0</clusterCountPF>
 688           <clusterCountRaw>4029778</clusterCountRaw>
 689           <oneSig>0.00</oneSig>
 690           <percentClustersPF>0.00</percentClustersPF>
 691           <signal20AsPctOf1>N/A</signal20AsPctOf1>
 692           <tileNumber>1303</tileNumber>
 693         </Tile>
 694         <Tile>
 695           <clusterCountPF>0</clusterCountPF>
 696           <clusterCountRaw>4153522</clusterCountRaw>
 697           <oneSig>0.00</oneSig>
 698           <percentClustersPF>0.00</percentClustersPF>
 699           <signal20AsPctOf1>N/A</signal20AsPctOf1>
 700           <tileNumber>1304</tileNumber>
 701         </Tile>
 702         <Tile>
 703           <clusterCountPF>0</clusterCountPF>
 704           <clusterCountRaw>4253486</clusterCountRaw>
 705           <oneSig>0.00</oneSig>
 706           <percentClustersPF>0.00</percentClustersPF>
 707           <signal20AsPctOf1>N/A</signal20AsPctOf1>
 708           <tileNumber>1305</tileNumber>
 709         </Tile>
 710         <Tile>
 711           <clusterCountPF>598571</clusterCountPF>
 712           <clusterCountRaw>1511883</clusterCountRaw>
 713           <oneSig>1096.02</oneSig>
 714           <percentClustersPF>39.59</percentClustersPF>
 715           <signal20AsPctOf1>63.03</signal20AsPctOf1>
 716           <tileNumber>1306</tileNumber>
 717         </Tile>
 718         <Tile>
 719           <clusterCountPF>0</clusterCountPF>
 720           <clusterCountRaw>4540851</clusterCountRaw>
 721           <oneSig>0.00</oneSig>
 722           <percentClustersPF>0.00</percentClustersPF>
 723           <signal20AsPctOf1>N/A</signal20AsPctOf1>
 724           <tileNumber>1307</tileNumber>
 725         </Tile>
 726         <Tile>
 727           <clusterCountPF>762937</clusterCountPF>
 728           <clusterCountRaw>3797909</clusterCountRaw>
 729           <oneSig>0.00</oneSig>
 730           <percentClustersPF>20.09</percentClustersPF>
 731           <signal20AsPctOf1>N/A</signal20AsPctOf1>
 732           <tileNumber>1308</tileNumber>
 733         </Tile>
 734         <Tile>
 735           <clusterCountPF>2212968</clusterCountPF>
 736           <clusterCountRaw>3718396</clusterCountRaw>
 737           <oneSig>0.00</oneSig>
 738           <percentClustersPF>59.51</percentClustersPF>
 739           <signal20AsPctOf1>N/A</signal20AsPctOf1>
 740           <tileNumber>2101</tileNumber>
 741         </Tile>
 742         <Tile>
 743           <clusterCountPF>2340883</clusterCountPF>
 744           <clusterCountRaw>3785970</clusterCountRaw>
 745           <oneSig>0.00</oneSig>
 746           <percentClustersPF>61.83</percentClustersPF>
 747           <signal20AsPctOf1>N/A</signal20AsPctOf1>
 748           <tileNumber>2102</tileNumber>
 749         </Tile>
 750         <Tile>
 751           <clusterCountPF>2181836</clusterCountPF>
 752           <clusterCountRaw>3995288</clusterCountRaw>
 753           <oneSig>0.00</oneSig>
 754           <percentClustersPF>54.61</percentClustersPF>
 755           <signal20AsPctOf1>N/A</signal20AsPctOf1>
 756           <tileNumber>2103</tileNumber>
 757         </Tile>
 758         <Tile>
 759           <clusterCountPF>0</clusterCountPF>
 760           <clusterCountRaw>4140850</clusterCountRaw>
 761           <oneSig>0.00</oneSig>
 762           <percentClustersPF>0.00</percentClustersPF>
 763           <signal20AsPctOf1>N/A</signal20AsPctOf1>
 764           <tileNumber>2104</tileNumber>
 765         </Tile>
 766         <Tile>
 767           <clusterCountPF>344088</clusterCountPF>
 768           <clusterCountRaw>3742840</clusterCountRaw>
 769           <oneSig>0.00</oneSig>
 770           <percentClustersPF>9.19</percentClustersPF>
 771           <signal20AsPctOf1>N/A</signal20AsPctOf1>
 772           <tileNumber>2105</tileNumber>
 773         </Tile>
 774         <Tile>
 775           <clusterCountPF>0</clusterCountPF>
 776           <clusterCountRaw>4417907</clusterCountRaw>
 777           <oneSig>0.00</oneSig>
 778           <percentClustersPF>0.00</percentClustersPF>
 779           <signal20AsPctOf1>N/A</signal20AsPctOf1>
 780           <tileNumber>2106</tileNumber>
 781         </Tile>
 782         <Tile>
 783           <clusterCountPF>633399</clusterCountPF>
 784           <clusterCountRaw>3982483</clusterCountRaw>
 785           <oneSig>1075.65</oneSig>
 786           <percentClustersPF>15.90</percentClustersPF>
 787           <signal20AsPctOf1>64.87</signal20AsPctOf1>
 788           <tileNumber>2107</tileNumber>
 789         </Tile>
 790         <Tile>
 791           <clusterCountPF>0</clusterCountPF>
 792           <clusterCountRaw>4249399</clusterCountRaw>
 793           <oneSig>0.00</oneSig>
 794           <percentClustersPF>0.00</percentClustersPF>
 795           <signal20AsPctOf1>N/A</signal20AsPctOf1>
 796           <tileNumber>2108</tileNumber>
 797         </Tile>
 798         <Tile>
 799           <clusterCountPF>2273067</clusterCountPF>
 800           <clusterCountRaw>3616092</clusterCountRaw>
 801           <oneSig>0.00</oneSig>
 802           <percentClustersPF>62.86</percentClustersPF>
 803           <signal20AsPctOf1>N/A</signal20AsPctOf1>
 804           <tileNumber>2201</tileNumber>
 805         </Tile>
 806         <Tile>
 807           <clusterCountPF>2371559</clusterCountPF>
 808           <clusterCountRaw>3725669</clusterCountRaw>
 809           <oneSig>0.00</oneSig>
 810           <percentClustersPF>63.65</percentClustersPF>
 811           <signal20AsPctOf1>N/A</signal20AsPctOf1>
 812           <tileNumber>2202</tileNumber>
 813         </Tile>
 814         <Tile>
 815           <clusterCountPF>2333375</clusterCountPF>
 816           <clusterCountRaw>3836500</clusterCountRaw>
 817           <oneSig>0.00</oneSig>
 818           <percentClustersPF>60.82</percentClustersPF>
 819           <signal20AsPctOf1>N/A</signal20AsPctOf1>
 820           <tileNumber>2203</tileNumber>
 821         </Tile>
 822         <Tile>
 823           <clusterCountPF>2185419</clusterCountPF>
 824           <clusterCountRaw>3910181</clusterCountRaw>
 825           <oneSig>0.00</oneSig>
 826           <percentClustersPF>55.89</percentClustersPF>
 827           <signal20AsPctOf1>N/A</signal20AsPctOf1>
 828           <tileNumber>2204</tileNumber>
 829         </Tile>
 830         <Tile>
 831           <clusterCountPF>2311644</clusterCountPF>
 832           <clusterCountRaw>4017955</clusterCountRaw>
 833           <oneSig>0.00</oneSig>
 834           <percentClustersPF>57.53</percentClustersPF>
 835           <signal20AsPctOf1>N/A</signal20AsPctOf1>
 836           <tileNumber>2205</tileNumber>
 837         </Tile>
 838         <Tile>
 839           <clusterCountPF>0</clusterCountPF>
 840           <clusterCountRaw>4331923</clusterCountRaw>
 841           <oneSig>0.00</oneSig>
 842           <percentClustersPF>0.00</percentClustersPF>
 843           <signal20AsPctOf1>N/A</signal20AsPctOf1>
 844           <tileNumber>2206</tileNumber>
 845         </Tile>
 846         <Tile>
 847           <clusterCountPF>2238184</clusterCountPF>
 848           <clusterCountRaw>4417665</clusterCountRaw>
 849           <oneSig>0.00</oneSig>
 850           <percentClustersPF>50.66</percentClustersPF>
 851           <signal20AsPctOf1>N/A</signal20AsPctOf1>
 852           <tileNumber>2207</tileNumber>
 853         </Tile>
 854         <Tile>
 855           <clusterCountPF>0</clusterCountPF>
 856           <clusterCountRaw>4514102</clusterCountRaw>
 857           <oneSig>0.00</oneSig>
 858           <percentClustersPF>0.00</percentClustersPF>
 859           <signal20AsPctOf1>N/A</signal20AsPctOf1>
 860           <tileNumber>2208</tileNumber>
 861         </Tile>
 862         <Tile>
 863           <clusterCountPF>2087282</clusterCountPF>
 864           <clusterCountRaw>3641497</clusterCountRaw>
 865           <oneSig>0.00</oneSig>
 866           <percentClustersPF>57.32</percentClustersPF>
 867           <signal20AsPctOf1>N/A</signal20AsPctOf1>
 868           <tileNumber>2301</tileNumber>
 869         </Tile>
 870         <Tile>
 871           <clusterCountPF>2372969</clusterCountPF>
 872           <clusterCountRaw>3752096</clusterCountRaw>
 873           <oneSig>0.00</oneSig>
 874           <percentClustersPF>63.24</percentClustersPF>
 875           <signal20AsPctOf1>N/A</signal20AsPctOf1>
 876           <tileNumber>2302</tileNumber>
 877         </Tile>
 878         <Tile>
 879           <clusterCountPF>2356197</clusterCountPF>
 880           <clusterCountRaw>3904880</clusterCountRaw>
 881           <oneSig>0.00</oneSig>
 882           <percentClustersPF>60.34</percentClustersPF>
 883           <signal20AsPctOf1>N/A</signal20AsPctOf1>
 884           <tileNumber>2303</tileNumber>
 885         </Tile>
 886         <Tile>
 887           <clusterCountPF>334562</clusterCountPF>
 888           <clusterCountRaw>2147785</clusterCountRaw>
 889           <oneSig>1289.76</oneSig>
 890           <percentClustersPF>15.58</percentClustersPF>
 891           <signal20AsPctOf1>59.07</signal20AsPctOf1>
 892           <tileNumber>2304</tileNumber>
 893         </Tile>
 894         <Tile>
 895           <clusterCountPF>0</clusterCountPF>
 896           <clusterCountRaw>2020376</clusterCountRaw>
 897           <oneSig>0.00</oneSig>
 898           <percentClustersPF>0.00</percentClustersPF>
 899           <signal20AsPctOf1>N/A</signal20AsPctOf1>
 900           <tileNumber>2305</tileNumber>
 901         </Tile>
 902         <Tile>
 903           <clusterCountPF>0</clusterCountPF>
 904           <clusterCountRaw>4367266</clusterCountRaw>
 905           <oneSig>0.00</oneSig>
 906           <percentClustersPF>0.00</percentClustersPF>
 907           <signal20AsPctOf1>N/A</signal20AsPctOf1>
 908           <tileNumber>2306</tileNumber>
 909         </Tile>
 910         <Tile>
 911           <clusterCountPF>906827</clusterCountPF>
 912           <clusterCountRaw>4298608</clusterCountRaw>
 913           <oneSig>1132.79</oneSig>
 914           <percentClustersPF>21.10</percentClustersPF>
 915           <signal20AsPctOf1>65.11</signal20AsPctOf1>
 916           <tileNumber>2307</tileNumber>
 917         </Tile>
 918         <Tile>
 919           <clusterCountPF>260294</clusterCountPF>
 920           <clusterCountRaw>3924829</clusterCountRaw>
 921           <oneSig>0.00</oneSig>
 922           <percentClustersPF>6.63</percentClustersPF>
 923           <signal20AsPctOf1>N/A</signal20AsPctOf1>
 924           <tileNumber>2308</tileNumber>
 925         </Tile>
 926         <readNumber>1</readNumber>
 927       </Read>
 928
 929       <laneNumber>1</laneNumber>
 930     </Lane>
 931     <Lane>
 932       <Read>
 933         <Tile>
 934           <clusterCountPF>0</clusterCountPF>
 935           <clusterCountRaw>4448159</clusterCountRaw>
 936           <oneSig>0.00</oneSig>
 937           <percentClustersPF>0.00</percentClustersPF>
 938           <signal20AsPctOf1>N/A</signal20AsPctOf1>
 939           <tileNumber>1101</tileNumber>
 940         </Tile>
 941         <Tile>
 942           <clusterCountPF>2773172</clusterCountPF>
 943           <clusterCountRaw>4366122</clusterCountRaw>
 944           <oneSig>0.00</oneSig>
 945           <percentClustersPF>63.52</percentClustersPF>
 946           <signal20AsPctOf1>N/A</signal20AsPctOf1>
 947           <tileNumber>1102</tileNumber>
 948         </Tile>
 949         <Tile>
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1002           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1003           <tileNumber>1201</tileNumber>
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1005         <Tile>
1006           <clusterCountPF>640314</clusterCountPF>
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1009           <percentClustersPF>31.08</percentClustersPF>
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1012         </Tile>
1013         <Tile>
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1015           <clusterCountRaw>4434379</clusterCountRaw>
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1018           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1019           <tileNumber>1203</tileNumber>
1020         </Tile>
1021         <Tile>
1022           <clusterCountPF>775741</clusterCountPF>
1023           <clusterCountRaw>3750712</clusterCountRaw>
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1025           <percentClustersPF>20.68</percentClustersPF>
1026           <signal20AsPctOf1>74.98</signal20AsPctOf1>
1027           <tileNumber>1204</tileNumber>
1028         </Tile>
1029         <Tile>
1030           <clusterCountPF>440909</clusterCountPF>
1031           <clusterCountRaw>4058935</clusterCountRaw>
1032           <oneSig>0.00</oneSig>
1033           <percentClustersPF>10.86</percentClustersPF>
1034           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1035           <tileNumber>1205</tileNumber>
1036         </Tile>
1037         <Tile>
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1039           <clusterCountRaw>1790590</clusterCountRaw>
1040           <oneSig>927.63</oneSig>
1041           <percentClustersPF>11.97</percentClustersPF>
1042           <signal20AsPctOf1>74.32</signal20AsPctOf1>
1043           <tileNumber>1206</tileNumber>
1044         </Tile>
1045         <Tile>
1046           <clusterCountPF>0</clusterCountPF>
1047           <clusterCountRaw>4699049</clusterCountRaw>
1048           <oneSig>0.00</oneSig>
1049           <percentClustersPF>0.00</percentClustersPF>
1050           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1051           <tileNumber>1207</tileNumber>
1052         </Tile>
1053         <Tile>
1054           <clusterCountPF>0</clusterCountPF>
1055           <clusterCountRaw>4541983</clusterCountRaw>
1056           <oneSig>0.00</oneSig>
1057           <percentClustersPF>0.00</percentClustersPF>
1058           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1059           <tileNumber>1208</tileNumber>
1060         </Tile>
1061         <Tile>
1062           <clusterCountPF>504330</clusterCountPF>
1063           <clusterCountRaw>1946513</clusterCountRaw>
1064           <oneSig>1041.75</oneSig>
1065           <percentClustersPF>25.91</percentClustersPF>
1066           <signal20AsPctOf1>73.96</signal20AsPctOf1>
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1068         </Tile>
1069         <Tile>
1070           <clusterCountPF>0</clusterCountPF>
1071           <clusterCountRaw>4553087</clusterCountRaw>
1072           <oneSig>0.00</oneSig>
1073           <percentClustersPF>0.00</percentClustersPF>
1074           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1075           <tileNumber>1302</tileNumber>
1076         </Tile>
1077         <Tile>
1078           <clusterCountPF>1143910</clusterCountPF>
1079           <clusterCountRaw>3886939</clusterCountRaw>
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1081           <percentClustersPF>29.43</percentClustersPF>
1082           <signal20AsPctOf1>79.86</signal20AsPctOf1>
1083           <tileNumber>1303</tileNumber>
1084         </Tile>
1085         <Tile>
1086           <clusterCountPF>394814</clusterCountPF>
1087           <clusterCountRaw>1620637</clusterCountRaw>
1088           <oneSig>903.30</oneSig>
1089           <percentClustersPF>24.36</percentClustersPF>
1090           <signal20AsPctOf1>85.19</signal20AsPctOf1>
1091           <tileNumber>1304</tileNumber>
1092         </Tile>
1093         <Tile>
1094           <clusterCountPF>751155</clusterCountPF>
1095           <clusterCountRaw>3901741</clusterCountRaw>
1096           <oneSig>924.69</oneSig>
1097           <percentClustersPF>19.25</percentClustersPF>
1098           <signal20AsPctOf1>82.04</signal20AsPctOf1>
1099           <tileNumber>1305</tileNumber>
1100         </Tile>
1101         <Tile>
1102           <clusterCountPF>279109</clusterCountPF>
1103           <clusterCountRaw>4312437</clusterCountRaw>
1104           <oneSig>0.00</oneSig>
1105           <percentClustersPF>6.47</percentClustersPF>
1106           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1107           <tileNumber>1306</tileNumber>
1108         </Tile>
1109         <Tile>
1110           <clusterCountPF>0</clusterCountPF>
1111           <clusterCountRaw>4877078</clusterCountRaw>
1112           <oneSig>0.00</oneSig>
1113           <percentClustersPF>0.00</percentClustersPF>
1114           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1115           <tileNumber>1307</tileNumber>
1116         </Tile>
1117         <Tile>
1118           <clusterCountPF>0</clusterCountPF>
1119           <clusterCountRaw>4716643</clusterCountRaw>
1120           <oneSig>0.00</oneSig>
1121           <percentClustersPF>0.00</percentClustersPF>
1122           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1123           <tileNumber>1308</tileNumber>
1124         </Tile>
1125         <Tile>
1126           <clusterCountPF>621210</clusterCountPF>
1127           <clusterCountRaw>2055906</clusterCountRaw>
1128           <oneSig>1083.69</oneSig>
1129           <percentClustersPF>30.22</percentClustersPF>
1130           <signal20AsPctOf1>80.10</signal20AsPctOf1>
1131           <tileNumber>2101</tileNumber>
1132         </Tile>
1133         <Tile>
1134           <clusterCountPF>0</clusterCountPF>
1135           <clusterCountRaw>4511240</clusterCountRaw>
1136           <oneSig>0.00</oneSig>
1137           <percentClustersPF>0.00</percentClustersPF>
1138           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1139           <tileNumber>2102</tileNumber>
1140         </Tile>
1141         <Tile>
1142           <clusterCountPF>967970</clusterCountPF>
1143           <clusterCountRaw>4049067</clusterCountRaw>
1144           <oneSig>1094.71</oneSig>
1145           <percentClustersPF>23.91</percentClustersPF>
1146           <signal20AsPctOf1>81.54</signal20AsPctOf1>
1147           <tileNumber>2103</tileNumber>
1148         </Tile>
1149         <Tile>
1150           <clusterCountPF>610322</clusterCountPF>
1151           <clusterCountRaw>4256141</clusterCountRaw>
1152           <oneSig>0.00</oneSig>
1153           <percentClustersPF>14.34</percentClustersPF>
1154           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1155           <tileNumber>2104</tileNumber>
1156         </Tile>
1157         <Tile>
1158           <clusterCountPF>945727</clusterCountPF>
1159           <clusterCountRaw>4036212</clusterCountRaw>
1160           <oneSig>1045.43</oneSig>
1161           <percentClustersPF>23.43</percentClustersPF>
1162           <signal20AsPctOf1>81.22</signal20AsPctOf1>
1163           <tileNumber>2105</tileNumber>
1164         </Tile>
1165         <Tile>
1166           <clusterCountPF>0</clusterCountPF>
1167           <clusterCountRaw>4826884</clusterCountRaw>
1168           <oneSig>0.00</oneSig>
1169           <percentClustersPF>0.00</percentClustersPF>
1170           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1171           <tileNumber>2106</tileNumber>
1172         </Tile>
1173         <Tile>
1174           <clusterCountPF>0</clusterCountPF>
1175           <clusterCountRaw>4806977</clusterCountRaw>
1176           <oneSig>0.00</oneSig>
1177           <percentClustersPF>0.00</percentClustersPF>
1178           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1179           <tileNumber>2107</tileNumber>
1180         </Tile>
1181         <Tile>
1182           <clusterCountPF>0</clusterCountPF>
1183           <clusterCountRaw>4634388</clusterCountRaw>
1184           <oneSig>0.00</oneSig>
1185           <percentClustersPF>0.00</percentClustersPF>
1186           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1187           <tileNumber>2108</tileNumber>
1188         </Tile>
1189         <Tile>
1190           <clusterCountPF>522871</clusterCountPF>
1191           <clusterCountRaw>3978361</clusterCountRaw>
1192           <oneSig>991.67</oneSig>
1193           <percentClustersPF>13.14</percentClustersPF>
1194           <signal20AsPctOf1>97.22</signal20AsPctOf1>
1195           <tileNumber>2201</tileNumber>
1196         </Tile>
1197         <Tile>
1198           <clusterCountPF>699409</clusterCountPF>
1199           <clusterCountRaw>4040193</clusterCountRaw>
1200           <oneSig>1042.31</oneSig>
1201           <percentClustersPF>17.31</percentClustersPF>
1202           <signal20AsPctOf1>91.73</signal20AsPctOf1>
1203           <tileNumber>2202</tileNumber>
1204         </Tile>
1205         <Tile>
1206           <clusterCountPF>234576</clusterCountPF>
1207           <clusterCountRaw>1982322</clusterCountRaw>
1208           <oneSig>1097.76</oneSig>
1209           <percentClustersPF>11.83</percentClustersPF>
1210           <signal20AsPctOf1>91.23</signal20AsPctOf1>
1211           <tileNumber>2203</tileNumber>
1212         </Tile>
1213         <Tile>
1214           <clusterCountPF>312538</clusterCountPF>
1215           <clusterCountRaw>1846815</clusterCountRaw>
1216           <oneSig>1060.29</oneSig>
1217           <percentClustersPF>16.92</percentClustersPF>
1218           <signal20AsPctOf1>81.85</signal20AsPctOf1>
1219           <tileNumber>2204</tileNumber>
1220         </Tile>
1221         <Tile>
1222           <clusterCountPF>0</clusterCountPF>
1223           <clusterCountRaw>4877670</clusterCountRaw>
1224           <oneSig>0.00</oneSig>
1225           <percentClustersPF>0.00</percentClustersPF>
1226           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1227           <tileNumber>2205</tileNumber>
1228         </Tile>
1229         <Tile>
1230           <clusterCountPF>0</clusterCountPF>
1231           <clusterCountRaw>4352080</clusterCountRaw>
1232           <oneSig>0.00</oneSig>
1233           <percentClustersPF>0.00</percentClustersPF>
1234           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1235           <tileNumber>2206</tileNumber>
1236         </Tile>
1237         <Tile>
1238           <clusterCountPF>0</clusterCountPF>
1239           <clusterCountRaw>4565158</clusterCountRaw>
1240           <oneSig>0.00</oneSig>
1241           <percentClustersPF>0.00</percentClustersPF>
1242           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1243           <tileNumber>2207</tileNumber>
1244         </Tile>
1245         <Tile>
1246           <clusterCountPF>0</clusterCountPF>
1247           <clusterCountRaw>4595892</clusterCountRaw>
1248           <oneSig>0.00</oneSig>
1249           <percentClustersPF>0.00</percentClustersPF>
1250           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1251           <tileNumber>2208</tileNumber>
1252         </Tile>
1253         <Tile>
1254           <clusterCountPF>2688747</clusterCountPF>
1255           <clusterCountRaw>4326152</clusterCountRaw>
1256           <oneSig>0.00</oneSig>
1257           <percentClustersPF>62.15</percentClustersPF>
1258           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1259           <tileNumber>2301</tileNumber>
1260         </Tile>
1261         <Tile>
1262           <clusterCountPF>2702172</clusterCountPF>
1263           <clusterCountRaw>4401275</clusterCountRaw>
1264           <oneSig>0.00</oneSig>
1265           <percentClustersPF>61.40</percentClustersPF>
1266           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1267           <tileNumber>2302</tileNumber>
1268         </Tile>
1269         <Tile>
1270           <clusterCountPF>375919</clusterCountPF>
1271           <clusterCountRaw>1897193</clusterCountRaw>
1272           <oneSig>1064.46</oneSig>
1273           <percentClustersPF>19.81</percentClustersPF>
1274           <signal20AsPctOf1>73.90</signal20AsPctOf1>
1275           <tileNumber>2303</tileNumber>
1276         </Tile>
1277         <Tile>
1278           <clusterCountPF>170457</clusterCountPF>
1279           <clusterCountRaw>1856395</clusterCountRaw>
1280           <oneSig>970.76</oneSig>
1281           <percentClustersPF>9.18</percentClustersPF>
1282           <signal20AsPctOf1>86.28</signal20AsPctOf1>
1283           <tileNumber>2304</tileNumber>
1284         </Tile>
1285         <Tile>
1286           <clusterCountPF>464174</clusterCountPF>
1287           <clusterCountRaw>3035669</clusterCountRaw>
1288           <oneSig>1098.56</oneSig>
1289           <percentClustersPF>15.29</percentClustersPF>
1290           <signal20AsPctOf1>72.01</signal20AsPctOf1>
1291           <tileNumber>2305</tileNumber>
1292         </Tile>
1293         <Tile>
1294           <clusterCountPF>0</clusterCountPF>
1295           <clusterCountRaw>4768558</clusterCountRaw>
1296           <oneSig>0.00</oneSig>
1297           <percentClustersPF>0.00</percentClustersPF>
1298           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1299           <tileNumber>2306</tileNumber>
1300         </Tile>
1301         <Tile>
1302           <clusterCountPF>260108</clusterCountPF>
1303           <clusterCountRaw>4263201</clusterCountRaw>
1304           <oneSig>0.00</oneSig>
1305           <percentClustersPF>6.10</percentClustersPF>
1306           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1307           <tileNumber>2307</tileNumber>
1308         </Tile>
1309         <Tile>
1310           <clusterCountPF>0</clusterCountPF>
1311           <clusterCountRaw>4508484</clusterCountRaw>
1312           <oneSig>0.00</oneSig>
1313           <percentClustersPF>0.00</percentClustersPF>
1314           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1315           <tileNumber>2308</tileNumber>
1316         </Tile>
1317         <readNumber>1</readNumber>
1318       </Read>
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1320       <laneNumber>2</laneNumber>
1321     </Lane>
1322     <Lane>
1323       <Read>
1324         <Tile>
1325           <clusterCountPF>2375385</clusterCountPF>
1326           <clusterCountRaw>6313330</clusterCountRaw>
1327           <oneSig>1139.10</oneSig>
1328           <percentClustersPF>37.62</percentClustersPF>
1329           <signal20AsPctOf1>85.17</signal20AsPctOf1>
1330           <tileNumber>1101</tileNumber>
1331         </Tile>
1332         <Tile>
1333           <clusterCountPF>0</clusterCountPF>
1334           <clusterCountRaw>6286613</clusterCountRaw>
1335           <oneSig>0.00</oneSig>
1336           <percentClustersPF>0.00</percentClustersPF>
1337           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1338           <tileNumber>1102</tileNumber>
1339         </Tile>
1340         <Tile>
1341           <clusterCountPF>0</clusterCountPF>
1342           <clusterCountRaw>5994999</clusterCountRaw>
1343           <oneSig>0.00</oneSig>
1344           <percentClustersPF>0.00</percentClustersPF>
1345           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1346           <tileNumber>1103</tileNumber>
1347         </Tile>
1348         <Tile>
1349           <clusterCountPF>0</clusterCountPF>
1350           <clusterCountRaw>3262679</clusterCountRaw>
1351           <oneSig>0.00</oneSig>
1352           <percentClustersPF>0.00</percentClustersPF>
1353           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1354           <tileNumber>1104</tileNumber>
1355         </Tile>
1356         <Tile>
1357           <clusterCountPF>0</clusterCountPF>
1358           <clusterCountRaw>6237718</clusterCountRaw>
1359           <oneSig>0.00</oneSig>
1360           <percentClustersPF>0.00</percentClustersPF>
1361           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1362           <tileNumber>1105</tileNumber>
1363         </Tile>
1364         <Tile>
1365           <clusterCountPF>0</clusterCountPF>
1366           <clusterCountRaw>6033743</clusterCountRaw>
1367           <oneSig>0.00</oneSig>
1368           <percentClustersPF>0.00</percentClustersPF>
1369           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1370           <tileNumber>1106</tileNumber>
1371         </Tile>
1372         <Tile>
1373           <clusterCountPF>0</clusterCountPF>
1374           <clusterCountRaw>6120542</clusterCountRaw>
1375           <oneSig>0.00</oneSig>
1376           <percentClustersPF>0.00</percentClustersPF>
1377           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1378           <tileNumber>1107</tileNumber>
1379         </Tile>
1380         <Tile>
1381           <clusterCountPF>0</clusterCountPF>
1382           <clusterCountRaw>5567004</clusterCountRaw>
1383           <oneSig>0.00</oneSig>
1384           <percentClustersPF>0.00</percentClustersPF>
1385           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1386           <tileNumber>1108</tileNumber>
1387         </Tile>
1388         <Tile>
1389           <clusterCountPF>2986982</clusterCountPF>
1390           <clusterCountRaw>6143687</clusterCountRaw>
1391           <oneSig>1179.26</oneSig>
1392           <percentClustersPF>48.62</percentClustersPF>
1393           <signal20AsPctOf1>83.37</signal20AsPctOf1>
1394           <tileNumber>1201</tileNumber>
1395         </Tile>
1396         <Tile>
1397           <clusterCountPF>0</clusterCountPF>
1398           <clusterCountRaw>6160371</clusterCountRaw>
1399           <oneSig>0.00</oneSig>
1400           <percentClustersPF>0.00</percentClustersPF>
1401           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1402           <tileNumber>1202</tileNumber>
1403         </Tile>
1404         <Tile>
1405           <clusterCountPF>0</clusterCountPF>
1406           <clusterCountRaw>6336417</clusterCountRaw>
1407           <oneSig>0.00</oneSig>
1408           <percentClustersPF>0.00</percentClustersPF>
1409           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1410           <tileNumber>1203</tileNumber>
1411         </Tile>
1412         <Tile>
1413           <clusterCountPF>0</clusterCountPF>
1414           <clusterCountRaw>5941459</clusterCountRaw>
1415           <oneSig>0.00</oneSig>
1416           <percentClustersPF>0.00</percentClustersPF>
1417           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1418           <tileNumber>1204</tileNumber>
1419         </Tile>
1420         <Tile>
1421           <clusterCountPF>0</clusterCountPF>
1422           <clusterCountRaw>6294748</clusterCountRaw>
1423           <oneSig>0.00</oneSig>
1424           <percentClustersPF>0.00</percentClustersPF>
1425           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1426           <tileNumber>1205</tileNumber>
1427         </Tile>
1428         <Tile>
1429           <clusterCountPF>0</clusterCountPF>
1430           <clusterCountRaw>5833916</clusterCountRaw>
1431           <oneSig>0.00</oneSig>
1432           <percentClustersPF>0.00</percentClustersPF>
1433           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1434           <tileNumber>1206</tileNumber>
1435         </Tile>
1436         <Tile>
1437           <clusterCountPF>0</clusterCountPF>
1438           <clusterCountRaw>5913050</clusterCountRaw>
1439           <oneSig>0.00</oneSig>
1440           <percentClustersPF>0.00</percentClustersPF>
1441           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1442           <tileNumber>1207</tileNumber>
1443         </Tile>
1444         <Tile>
1445           <clusterCountPF>0</clusterCountPF>
1446           <clusterCountRaw>5886712</clusterCountRaw>
1447           <oneSig>0.00</oneSig>
1448           <percentClustersPF>0.00</percentClustersPF>
1449           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1450           <tileNumber>1208</tileNumber>
1451         </Tile>
1452         <Tile>
1453           <clusterCountPF>3249310</clusterCountPF>
1454           <clusterCountRaw>6355086</clusterCountRaw>
1455           <oneSig>1175.05</oneSig>
1456           <percentClustersPF>51.13</percentClustersPF>
1457           <signal20AsPctOf1>86.62</signal20AsPctOf1>
1458           <tileNumber>1301</tileNumber>
1459         </Tile>
1460         <Tile>
1461           <clusterCountPF>2482602</clusterCountPF>
1462           <clusterCountRaw>6345936</clusterCountRaw>
1463           <oneSig>1114.27</oneSig>
1464           <percentClustersPF>39.12</percentClustersPF>
1465           <signal20AsPctOf1>86.48</signal20AsPctOf1>
1466           <tileNumber>1302</tileNumber>
1467         </Tile>
1468         <Tile>
1469           <clusterCountPF>0</clusterCountPF>
1470           <clusterCountRaw>6391130</clusterCountRaw>
1471           <oneSig>0.00</oneSig>
1472           <percentClustersPF>0.00</percentClustersPF>
1473           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1474           <tileNumber>1303</tileNumber>
1475         </Tile>
1476         <Tile>
1477           <clusterCountPF>0</clusterCountPF>
1478           <clusterCountRaw>6306326</clusterCountRaw>
1479           <oneSig>0.00</oneSig>
1480           <percentClustersPF>0.00</percentClustersPF>
1481           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1482           <tileNumber>1304</tileNumber>
1483         </Tile>
1484         <Tile>
1485           <clusterCountPF>0</clusterCountPF>
1486           <clusterCountRaw>3278126</clusterCountRaw>
1487           <oneSig>0.00</oneSig>
1488           <percentClustersPF>0.00</percentClustersPF>
1489           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1490           <tileNumber>1305</tileNumber>
1491         </Tile>
1492         <Tile>
1493           <clusterCountPF>0</clusterCountPF>
1494           <clusterCountRaw>3954980</clusterCountRaw>
1495           <oneSig>0.00</oneSig>
1496           <percentClustersPF>0.00</percentClustersPF>
1497           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1498           <tileNumber>1306</tileNumber>
1499         </Tile>
1500         <Tile>
1501           <clusterCountPF>0</clusterCountPF>
1502           <clusterCountRaw>4991640</clusterCountRaw>
1503           <oneSig>0.00</oneSig>
1504           <percentClustersPF>0.00</percentClustersPF>
1505           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1506           <tileNumber>1307</tileNumber>
1507         </Tile>
1508         <Tile>
1509           <clusterCountPF>0</clusterCountPF>
1510           <clusterCountRaw>4731299</clusterCountRaw>
1511           <oneSig>0.00</oneSig>
1512           <percentClustersPF>0.00</percentClustersPF>
1513           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1514           <tileNumber>1308</tileNumber>
1515         </Tile>
1516         <Tile>
1517           <clusterCountPF>2363698</clusterCountPF>
1518           <clusterCountRaw>6670949</clusterCountRaw>
1519           <oneSig>1261.88</oneSig>
1520           <percentClustersPF>35.43</percentClustersPF>
1521           <signal20AsPctOf1>82.59</signal20AsPctOf1>
1522           <tileNumber>2101</tileNumber>
1523         </Tile>
1524         <Tile>
1525           <clusterCountPF>1287696</clusterCountPF>
1526           <clusterCountRaw>6380853</clusterCountRaw>
1527           <oneSig>1205.05</oneSig>
1528           <percentClustersPF>20.18</percentClustersPF>
1529           <signal20AsPctOf1>87.75</signal20AsPctOf1>
1530           <tileNumber>2102</tileNumber>
1531         </Tile>
1532         <Tile>
1533           <clusterCountPF>0</clusterCountPF>
1534           <clusterCountRaw>3299242</clusterCountRaw>
1535           <oneSig>0.00</oneSig>
1536           <percentClustersPF>0.00</percentClustersPF>
1537           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1538           <tileNumber>2103</tileNumber>
1539         </Tile>
1540         <Tile>
1541           <clusterCountPF>0</clusterCountPF>
1542           <clusterCountRaw>6024321</clusterCountRaw>
1543           <oneSig>0.00</oneSig>
1544           <percentClustersPF>0.00</percentClustersPF>
1545           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1546           <tileNumber>2104</tileNumber>
1547         </Tile>
1548         <Tile>
1549           <clusterCountPF>0</clusterCountPF>
1550           <clusterCountRaw>6041139</clusterCountRaw>
1551           <oneSig>0.00</oneSig>
1552           <percentClustersPF>0.00</percentClustersPF>
1553           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1554           <tileNumber>2105</tileNumber>
1555         </Tile>
1556         <Tile>
1557           <clusterCountPF>0</clusterCountPF>
1558           <clusterCountRaw>6065842</clusterCountRaw>
1559           <oneSig>0.00</oneSig>
1560           <percentClustersPF>0.00</percentClustersPF>
1561           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1562           <tileNumber>2106</tileNumber>
1563         </Tile>
1564         <Tile>
1565           <clusterCountPF>0</clusterCountPF>
1566           <clusterCountRaw>5924388</clusterCountRaw>
1567           <oneSig>0.00</oneSig>
1568           <percentClustersPF>0.00</percentClustersPF>
1569           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1570           <tileNumber>2107</tileNumber>
1571         </Tile>
1572         <Tile>
1573           <clusterCountPF>0</clusterCountPF>
1574           <clusterCountRaw>5810177</clusterCountRaw>
1575           <oneSig>0.00</oneSig>
1576           <percentClustersPF>0.00</percentClustersPF>
1577           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1578           <tileNumber>2108</tileNumber>
1579         </Tile>
1580         <Tile>
1581           <clusterCountPF>0</clusterCountPF>
1582           <clusterCountRaw>6081345</clusterCountRaw>
1583           <oneSig>0.00</oneSig>
1584           <percentClustersPF>0.00</percentClustersPF>
1585           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1586           <tileNumber>2201</tileNumber>
1587         </Tile>
1588         <Tile>
1589           <clusterCountPF>0</clusterCountPF>
1590           <clusterCountRaw>6434511</clusterCountRaw>
1591           <oneSig>0.00</oneSig>
1592           <percentClustersPF>0.00</percentClustersPF>
1593           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1594           <tileNumber>2202</tileNumber>
1595         </Tile>
1596         <Tile>
1597           <clusterCountPF>0</clusterCountPF>
1598           <clusterCountRaw>4547035</clusterCountRaw>
1599           <oneSig>0.00</oneSig>
1600           <percentClustersPF>0.00</percentClustersPF>
1601           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1602           <tileNumber>2203</tileNumber>
1603         </Tile>
1604         <Tile>
1605           <clusterCountPF>0</clusterCountPF>
1606           <clusterCountRaw>5924309</clusterCountRaw>
1607           <oneSig>0.00</oneSig>
1608           <percentClustersPF>0.00</percentClustersPF>
1609           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1610           <tileNumber>2204</tileNumber>
1611         </Tile>
1612         <Tile>
1613           <clusterCountPF>0</clusterCountPF>
1614           <clusterCountRaw>5981859</clusterCountRaw>
1615           <oneSig>0.00</oneSig>
1616           <percentClustersPF>0.00</percentClustersPF>
1617           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1618           <tileNumber>2205</tileNumber>
1619         </Tile>
1620         <Tile>
1621           <clusterCountPF>0</clusterCountPF>
1622           <clusterCountRaw>5706415</clusterCountRaw>
1623           <oneSig>0.00</oneSig>
1624           <percentClustersPF>0.00</percentClustersPF>
1625           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1626           <tileNumber>2206</tileNumber>
1627         </Tile>
1628         <Tile>
1629           <clusterCountPF>0</clusterCountPF>
1630           <clusterCountRaw>6033825</clusterCountRaw>
1631           <oneSig>0.00</oneSig>
1632           <percentClustersPF>0.00</percentClustersPF>
1633           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1634           <tileNumber>2207</tileNumber>
1635         </Tile>
1636         <Tile>
1637           <clusterCountPF>0</clusterCountPF>
1638           <clusterCountRaw>6078240</clusterCountRaw>
1639           <oneSig>0.00</oneSig>
1640           <percentClustersPF>0.00</percentClustersPF>
1641           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1642           <tileNumber>2208</tileNumber>
1643         </Tile>
1644         <Tile>
1645           <clusterCountPF>2447011</clusterCountPF>
1646           <clusterCountRaw>5856223</clusterCountRaw>
1647           <oneSig>1180.01</oneSig>
1648           <percentClustersPF>41.78</percentClustersPF>
1649           <signal20AsPctOf1>93.05</signal20AsPctOf1>
1650           <tileNumber>2301</tileNumber>
1651         </Tile>
1652         <Tile>
1653           <clusterCountPF>879365</clusterCountPF>
1654           <clusterCountRaw>6085412</clusterCountRaw>
1655           <oneSig>0.00</oneSig>
1656           <percentClustersPF>14.45</percentClustersPF>
1657           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1658           <tileNumber>2302</tileNumber>
1659         </Tile>
1660         <Tile>
1661           <clusterCountPF>0</clusterCountPF>
1662           <clusterCountRaw>3459940</clusterCountRaw>
1663           <oneSig>0.00</oneSig>
1664           <percentClustersPF>0.00</percentClustersPF>
1665           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1666           <tileNumber>2303</tileNumber>
1667         </Tile>
1668         <Tile>
1669           <clusterCountPF>0</clusterCountPF>
1670           <clusterCountRaw>6354552</clusterCountRaw>
1671           <oneSig>0.00</oneSig>
1672           <percentClustersPF>0.00</percentClustersPF>
1673           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1674           <tileNumber>2304</tileNumber>
1675         </Tile>
1676         <Tile>
1677           <clusterCountPF>0</clusterCountPF>
1678           <clusterCountRaw>5912596</clusterCountRaw>
1679           <oneSig>0.00</oneSig>
1680           <percentClustersPF>0.00</percentClustersPF>
1681           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1682           <tileNumber>2305</tileNumber>
1683         </Tile>
1684         <Tile>
1685           <clusterCountPF>0</clusterCountPF>
1686           <clusterCountRaw>5914029</clusterCountRaw>
1687           <oneSig>0.00</oneSig>
1688           <percentClustersPF>0.00</percentClustersPF>
1689           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1690           <tileNumber>2306</tileNumber>
1691         </Tile>
1692         <Tile>
1693           <clusterCountPF>0</clusterCountPF>
1694           <clusterCountRaw>5058019</clusterCountRaw>
1695           <oneSig>0.00</oneSig>
1696           <percentClustersPF>0.00</percentClustersPF>
1697           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1698           <tileNumber>2307</tileNumber>
1699         </Tile>
1700         <Tile>
1701           <clusterCountPF>0</clusterCountPF>
1702           <clusterCountRaw>5899621</clusterCountRaw>
1703           <oneSig>0.00</oneSig>
1704           <percentClustersPF>0.00</percentClustersPF>
1705           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1706           <tileNumber>2308</tileNumber>
1707         </Tile>
1708         <readNumber>1</readNumber>
1709       </Read>
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1711       <laneNumber>3</laneNumber>
1712     </Lane>
1713     <Lane>
1714       <Read>
1715         <Tile>
1716           <clusterCountPF>2890389</clusterCountPF>
1717           <clusterCountRaw>6154619</clusterCountRaw>
1718           <oneSig>1106.26</oneSig>
1719           <percentClustersPF>46.96</percentClustersPF>
1720           <signal20AsPctOf1>84.42</signal20AsPctOf1>
1721           <tileNumber>1101</tileNumber>
1722         </Tile>
1723         <Tile>
1724           <clusterCountPF>0</clusterCountPF>
1725           <clusterCountRaw>3859115</clusterCountRaw>
1726           <oneSig>0.00</oneSig>
1727           <percentClustersPF>0.00</percentClustersPF>
1728           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1729           <tileNumber>1102</tileNumber>
1730         </Tile>
1731         <Tile>
1732           <clusterCountPF>0</clusterCountPF>
1733           <clusterCountRaw>6150759</clusterCountRaw>
1734           <oneSig>0.00</oneSig>
1735           <percentClustersPF>0.00</percentClustersPF>
1736           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1737           <tileNumber>1103</tileNumber>
1738         </Tile>
1739         <Tile>
1740           <clusterCountPF>0</clusterCountPF>
1741           <clusterCountRaw>6062610</clusterCountRaw>
1742           <oneSig>0.00</oneSig>
1743           <percentClustersPF>0.00</percentClustersPF>
1744           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1745           <tileNumber>1104</tileNumber>
1746         </Tile>
1747         <Tile>
1748           <clusterCountPF>0</clusterCountPF>
1749           <clusterCountRaw>6041213</clusterCountRaw>
1750           <oneSig>0.00</oneSig>
1751           <percentClustersPF>0.00</percentClustersPF>
1752           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1753           <tileNumber>1105</tileNumber>
1754         </Tile>
1755         <Tile>
1756           <clusterCountPF>0</clusterCountPF>
1757           <clusterCountRaw>6048818</clusterCountRaw>
1758           <oneSig>0.00</oneSig>
1759           <percentClustersPF>0.00</percentClustersPF>
1760           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1761           <tileNumber>1106</tileNumber>
1762         </Tile>
1763         <Tile>
1764           <clusterCountPF>0</clusterCountPF>
1765           <clusterCountRaw>5891349</clusterCountRaw>
1766           <oneSig>0.00</oneSig>
1767           <percentClustersPF>0.00</percentClustersPF>
1768           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1769           <tileNumber>1107</tileNumber>
1770         </Tile>
1771         <Tile>
1772           <clusterCountPF>0</clusterCountPF>
1773           <clusterCountRaw>5878432</clusterCountRaw>
1774           <oneSig>0.00</oneSig>
1775           <percentClustersPF>0.00</percentClustersPF>
1776           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1777           <tileNumber>1108</tileNumber>
1778         </Tile>
1779         <Tile>
1780           <clusterCountPF>2392573</clusterCountPF>
1781           <clusterCountRaw>5835186</clusterCountRaw>
1782           <oneSig>1125.79</oneSig>
1783           <percentClustersPF>41.00</percentClustersPF>
1784           <signal20AsPctOf1>83.06</signal20AsPctOf1>
1785           <tileNumber>1201</tileNumber>
1786         </Tile>
1787         <Tile>
1788           <clusterCountPF>1735497</clusterCountPF>
1789           <clusterCountRaw>5951872</clusterCountRaw>
1790           <oneSig>1071.67</oneSig>
1791           <percentClustersPF>29.16</percentClustersPF>
1792           <signal20AsPctOf1>86.07</signal20AsPctOf1>
1793           <tileNumber>1202</tileNumber>
1794         </Tile>
1795         <Tile>
1796           <clusterCountPF>0</clusterCountPF>
1797           <clusterCountRaw>5968968</clusterCountRaw>
1798           <oneSig>0.00</oneSig>
1799           <percentClustersPF>0.00</percentClustersPF>
1800           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1801           <tileNumber>1203</tileNumber>
1802         </Tile>
1803         <Tile>
1804           <clusterCountPF>0</clusterCountPF>
1805           <clusterCountRaw>5974093</clusterCountRaw>
1806           <oneSig>0.00</oneSig>
1807           <percentClustersPF>0.00</percentClustersPF>
1808           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1809           <tileNumber>1204</tileNumber>
1810         </Tile>
1811         <Tile>
1812           <clusterCountPF>0</clusterCountPF>
1813           <clusterCountRaw>6089365</clusterCountRaw>
1814           <oneSig>0.00</oneSig>
1815           <percentClustersPF>0.00</percentClustersPF>
1816           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1817           <tileNumber>1205</tileNumber>
1818         </Tile>
1819         <Tile>
1820           <clusterCountPF>0</clusterCountPF>
1821           <clusterCountRaw>5465613</clusterCountRaw>
1822           <oneSig>0.00</oneSig>
1823           <percentClustersPF>0.00</percentClustersPF>
1824           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1825           <tileNumber>1206</tileNumber>
1826         </Tile>
1827         <Tile>
1828           <clusterCountPF>0</clusterCountPF>
1829           <clusterCountRaw>6034569</clusterCountRaw>
1830           <oneSig>0.00</oneSig>
1831           <percentClustersPF>0.00</percentClustersPF>
1832           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1833           <tileNumber>1207</tileNumber>
1834         </Tile>
1835         <Tile>
1836           <clusterCountPF>0</clusterCountPF>
1837           <clusterCountRaw>4926479</clusterCountRaw>
1838           <oneSig>0.00</oneSig>
1839           <percentClustersPF>0.00</percentClustersPF>
1840           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1841           <tileNumber>1208</tileNumber>
1842         </Tile>
1843         <Tile>
1844           <clusterCountPF>1813170</clusterCountPF>
1845           <clusterCountRaw>6065205</clusterCountRaw>
1846           <oneSig>1134.80</oneSig>
1847           <percentClustersPF>29.89</percentClustersPF>
1848           <signal20AsPctOf1>83.87</signal20AsPctOf1>
1849           <tileNumber>1301</tileNumber>
1850         </Tile>
1851         <Tile>
1852           <clusterCountPF>0</clusterCountPF>
1853           <clusterCountRaw>6072760</clusterCountRaw>
1854           <oneSig>0.00</oneSig>
1855           <percentClustersPF>0.00</percentClustersPF>
1856           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1857           <tileNumber>1302</tileNumber>
1858         </Tile>
1859         <Tile>
1860           <clusterCountPF>0</clusterCountPF>
1861           <clusterCountRaw>6022433</clusterCountRaw>
1862           <oneSig>0.00</oneSig>
1863           <percentClustersPF>0.00</percentClustersPF>
1864           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1865           <tileNumber>1303</tileNumber>
1866         </Tile>
1867         <Tile>
1868           <clusterCountPF>0</clusterCountPF>
1869           <clusterCountRaw>5914380</clusterCountRaw>
1870           <oneSig>0.00</oneSig>
1871           <percentClustersPF>0.00</percentClustersPF>
1872           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1873           <tileNumber>1304</tileNumber>
1874         </Tile>
1875         <Tile>
1876           <clusterCountPF>0</clusterCountPF>
1877           <clusterCountRaw>6035108</clusterCountRaw>
1878           <oneSig>0.00</oneSig>
1879           <percentClustersPF>0.00</percentClustersPF>
1880           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1881           <tileNumber>1305</tileNumber>
1882         </Tile>
1883         <Tile>
1884           <clusterCountPF>0</clusterCountPF>
1885           <clusterCountRaw>6110769</clusterCountRaw>
1886           <oneSig>0.00</oneSig>
1887           <percentClustersPF>0.00</percentClustersPF>
1888           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1889           <tileNumber>1306</tileNumber>
1890         </Tile>
1891         <Tile>
1892           <clusterCountPF>0</clusterCountPF>
1893           <clusterCountRaw>5874705</clusterCountRaw>
1894           <oneSig>0.00</oneSig>
1895           <percentClustersPF>0.00</percentClustersPF>
1896           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1897           <tileNumber>1307</tileNumber>
1898         </Tile>
1899         <Tile>
1900           <clusterCountPF>0</clusterCountPF>
1901           <clusterCountRaw>5932065</clusterCountRaw>
1902           <oneSig>0.00</oneSig>
1903           <percentClustersPF>0.00</percentClustersPF>
1904           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1905           <tileNumber>1308</tileNumber>
1906         </Tile>
1907         <Tile>
1908           <clusterCountPF>1933417</clusterCountPF>
1909           <clusterCountRaw>6057448</clusterCountRaw>
1910           <oneSig>1230.29</oneSig>
1911           <percentClustersPF>31.92</percentClustersPF>
1912           <signal20AsPctOf1>85.88</signal20AsPctOf1>
1913           <tileNumber>2101</tileNumber>
1914         </Tile>
1915         <Tile>
1916           <clusterCountPF>0</clusterCountPF>
1917           <clusterCountRaw>5897444</clusterCountRaw>
1918           <oneSig>0.00</oneSig>
1919           <percentClustersPF>0.00</percentClustersPF>
1920           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1921           <tileNumber>2102</tileNumber>
1922         </Tile>
1923         <Tile>
1924           <clusterCountPF>0</clusterCountPF>
1925           <clusterCountRaw>6389435</clusterCountRaw>
1926           <oneSig>0.00</oneSig>
1927           <percentClustersPF>0.00</percentClustersPF>
1928           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1929           <tileNumber>2103</tileNumber>
1930         </Tile>
1931         <Tile>
1932           <clusterCountPF>0</clusterCountPF>
1933           <clusterCountRaw>3815684</clusterCountRaw>
1934           <oneSig>0.00</oneSig>
1935           <percentClustersPF>0.00</percentClustersPF>
1936           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1937           <tileNumber>2104</tileNumber>
1938         </Tile>
1939         <Tile>
1940           <clusterCountPF>0</clusterCountPF>
1941           <clusterCountRaw>6071732</clusterCountRaw>
1942           <oneSig>0.00</oneSig>
1943           <percentClustersPF>0.00</percentClustersPF>
1944           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1945           <tileNumber>2105</tileNumber>
1946         </Tile>
1947         <Tile>
1948           <clusterCountPF>0</clusterCountPF>
1949           <clusterCountRaw>5821758</clusterCountRaw>
1950           <oneSig>0.00</oneSig>
1951           <percentClustersPF>0.00</percentClustersPF>
1952           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1953           <tileNumber>2106</tileNumber>
1954         </Tile>
1955         <Tile>
1956           <clusterCountPF>0</clusterCountPF>
1957           <clusterCountRaw>5873744</clusterCountRaw>
1958           <oneSig>0.00</oneSig>
1959           <percentClustersPF>0.00</percentClustersPF>
1960           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1961           <tileNumber>2107</tileNumber>
1962         </Tile>
1963         <Tile>
1964           <clusterCountPF>0</clusterCountPF>
1965           <clusterCountRaw>6008801</clusterCountRaw>
1966           <oneSig>0.00</oneSig>
1967           <percentClustersPF>0.00</percentClustersPF>
1968           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1969           <tileNumber>2108</tileNumber>
1970         </Tile>
1971         <Tile>
1972           <clusterCountPF>1611899</clusterCountPF>
1973           <clusterCountRaw>5880262</clusterCountRaw>
1974           <oneSig>1241.48</oneSig>
1975           <percentClustersPF>27.41</percentClustersPF>
1976           <signal20AsPctOf1>0.00</signal20AsPctOf1>
1977           <tileNumber>2201</tileNumber>
1978         </Tile>
1979         <Tile>
1980           <clusterCountPF>1996737</clusterCountPF>
1981           <clusterCountRaw>6347857</clusterCountRaw>
1982           <oneSig>1188.53</oneSig>
1983           <percentClustersPF>31.46</percentClustersPF>
1984           <signal20AsPctOf1>0.00</signal20AsPctOf1>
1985           <tileNumber>2202</tileNumber>
1986         </Tile>
1987         <Tile>
1988           <clusterCountPF>0</clusterCountPF>
1989           <clusterCountRaw>6362861</clusterCountRaw>
1990           <oneSig>0.00</oneSig>
1991           <percentClustersPF>0.00</percentClustersPF>
1992           <signal20AsPctOf1>N/A</signal20AsPctOf1>
1993           <tileNumber>2203</tileNumber>
1994         </Tile>
1995         <Tile>
1996           <clusterCountPF>0</clusterCountPF>
1997           <clusterCountRaw>5852976</clusterCountRaw>
1998           <oneSig>0.00</oneSig>
1999           <percentClustersPF>0.00</percentClustersPF>
2000           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2001           <tileNumber>2204</tileNumber>
2002         </Tile>
2003         <Tile>
2004           <clusterCountPF>0</clusterCountPF>
2005           <clusterCountRaw>6177697</clusterCountRaw>
2006           <oneSig>0.00</oneSig>
2007           <percentClustersPF>0.00</percentClustersPF>
2008           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2009           <tileNumber>2205</tileNumber>
2010         </Tile>
2011         <Tile>
2012           <clusterCountPF>0</clusterCountPF>
2013           <clusterCountRaw>6022917</clusterCountRaw>
2014           <oneSig>0.00</oneSig>
2015           <percentClustersPF>0.00</percentClustersPF>
2016           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2017           <tileNumber>2206</tileNumber>
2018         </Tile>
2019         <Tile>
2020           <clusterCountPF>0</clusterCountPF>
2021           <clusterCountRaw>6123053</clusterCountRaw>
2022           <oneSig>0.00</oneSig>
2023           <percentClustersPF>0.00</percentClustersPF>
2024           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2025           <tileNumber>2207</tileNumber>
2026         </Tile>
2027         <Tile>
2028           <clusterCountPF>0</clusterCountPF>
2029           <clusterCountRaw>4798958</clusterCountRaw>
2030           <oneSig>0.00</oneSig>
2031           <percentClustersPF>0.00</percentClustersPF>
2032           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2033           <tileNumber>2208</tileNumber>
2034         </Tile>
2035         <Tile>
2036           <clusterCountPF>0</clusterCountPF>
2037           <clusterCountRaw>4627342</clusterCountRaw>
2038           <oneSig>0.00</oneSig>
2039           <percentClustersPF>0.00</percentClustersPF>
2040           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2041           <tileNumber>2301</tileNumber>
2042         </Tile>
2043         <Tile>
2044           <clusterCountPF>1458201</clusterCountPF>
2045           <clusterCountRaw>6151616</clusterCountRaw>
2046           <oneSig>1197.06</oneSig>
2047           <percentClustersPF>23.70</percentClustersPF>
2048           <signal20AsPctOf1>85.80</signal20AsPctOf1>
2049           <tileNumber>2302</tileNumber>
2050         </Tile>
2051         <Tile>
2052           <clusterCountPF>0</clusterCountPF>
2053           <clusterCountRaw>6007566</clusterCountRaw>
2054           <oneSig>0.00</oneSig>
2055           <percentClustersPF>0.00</percentClustersPF>
2056           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2057           <tileNumber>2303</tileNumber>
2058         </Tile>
2059         <Tile>
2060           <clusterCountPF>0</clusterCountPF>
2061           <clusterCountRaw>6300233</clusterCountRaw>
2062           <oneSig>0.00</oneSig>
2063           <percentClustersPF>0.00</percentClustersPF>
2064           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2065           <tileNumber>2304</tileNumber>
2066         </Tile>
2067         <Tile>
2068           <clusterCountPF>0</clusterCountPF>
2069           <clusterCountRaw>5970238</clusterCountRaw>
2070           <oneSig>0.00</oneSig>
2071           <percentClustersPF>0.00</percentClustersPF>
2072           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2073           <tileNumber>2305</tileNumber>
2074         </Tile>
2075         <Tile>
2076           <clusterCountPF>0</clusterCountPF>
2077           <clusterCountRaw>5954738</clusterCountRaw>
2078           <oneSig>0.00</oneSig>
2079           <percentClustersPF>0.00</percentClustersPF>
2080           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2081           <tileNumber>2306</tileNumber>
2082         </Tile>
2083         <Tile>
2084           <clusterCountPF>0</clusterCountPF>
2085           <clusterCountRaw>6046864</clusterCountRaw>
2086           <oneSig>0.00</oneSig>
2087           <percentClustersPF>0.00</percentClustersPF>
2088           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2089           <tileNumber>2307</tileNumber>
2090         </Tile>
2091         <Tile>
2092           <clusterCountPF>0</clusterCountPF>
2093           <clusterCountRaw>6017839</clusterCountRaw>
2094           <oneSig>0.00</oneSig>
2095           <percentClustersPF>0.00</percentClustersPF>
2096           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2097           <tileNumber>2308</tileNumber>
2098         </Tile>
2099         <readNumber>1</readNumber>
2100       </Read>
2101
2102       <laneNumber>4</laneNumber>
2103     </Lane>
2104     <Lane>
2105       <Read>
2106         <Tile>
2107           <clusterCountPF>0</clusterCountPF>
2108           <clusterCountRaw>5631135</clusterCountRaw>
2109           <oneSig>0.00</oneSig>
2110           <percentClustersPF>0.00</percentClustersPF>
2111           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2112           <tileNumber>1101</tileNumber>
2113         </Tile>
2114         <Tile>
2115           <clusterCountPF>0</clusterCountPF>
2116           <clusterCountRaw>2681269</clusterCountRaw>
2117           <oneSig>0.00</oneSig>
2118           <percentClustersPF>0.00</percentClustersPF>
2119           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2120           <tileNumber>1102</tileNumber>
2121         </Tile>
2122         <Tile>
2123           <clusterCountPF>0</clusterCountPF>
2124           <clusterCountRaw>2607227</clusterCountRaw>
2125           <oneSig>0.00</oneSig>
2126           <percentClustersPF>0.00</percentClustersPF>
2127           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2128           <tileNumber>1103</tileNumber>
2129         </Tile>
2130         <Tile>
2131           <clusterCountPF>0</clusterCountPF>
2132           <clusterCountRaw>5940868</clusterCountRaw>
2133           <oneSig>0.00</oneSig>
2134           <percentClustersPF>0.00</percentClustersPF>
2135           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2136           <tileNumber>1104</tileNumber>
2137         </Tile>
2138         <Tile>
2139           <clusterCountPF>0</clusterCountPF>
2140           <clusterCountRaw>3300266</clusterCountRaw>
2141           <oneSig>0.00</oneSig>
2142           <percentClustersPF>0.00</percentClustersPF>
2143           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2144           <tileNumber>1105</tileNumber>
2145         </Tile>
2146         <Tile>
2147           <clusterCountPF>0</clusterCountPF>
2148           <clusterCountRaw>3183165</clusterCountRaw>
2149           <oneSig>0.00</oneSig>
2150           <percentClustersPF>0.00</percentClustersPF>
2151           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2152           <tileNumber>1106</tileNumber>
2153         </Tile>
2154         <Tile>
2155           <clusterCountPF>0</clusterCountPF>
2156           <clusterCountRaw>3168588</clusterCountRaw>
2157           <oneSig>0.00</oneSig>
2158           <percentClustersPF>0.00</percentClustersPF>
2159           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2160           <tileNumber>1107</tileNumber>
2161         </Tile>
2162         <Tile>
2163           <clusterCountPF>0</clusterCountPF>
2164           <clusterCountRaw>3105604</clusterCountRaw>
2165           <oneSig>0.00</oneSig>
2166           <percentClustersPF>0.00</percentClustersPF>
2167           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2168           <tileNumber>1108</tileNumber>
2169         </Tile>
2170         <Tile>
2171           <clusterCountPF>0</clusterCountPF>
2172           <clusterCountRaw>3054041</clusterCountRaw>
2173           <oneSig>0.00</oneSig>
2174           <percentClustersPF>0.00</percentClustersPF>
2175           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2176           <tileNumber>1201</tileNumber>
2177         </Tile>
2178         <Tile>
2179           <clusterCountPF>0</clusterCountPF>
2180           <clusterCountRaw>4779051</clusterCountRaw>
2181           <oneSig>0.00</oneSig>
2182           <percentClustersPF>0.00</percentClustersPF>
2183           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2184           <tileNumber>1202</tileNumber>
2185         </Tile>
2186         <Tile>
2187           <clusterCountPF>0</clusterCountPF>
2188           <clusterCountRaw>5324239</clusterCountRaw>
2189           <oneSig>0.00</oneSig>
2190           <percentClustersPF>0.00</percentClustersPF>
2191           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2192           <tileNumber>1203</tileNumber>
2193         </Tile>
2194         <Tile>
2195           <clusterCountPF>0</clusterCountPF>
2196           <clusterCountRaw>5972215</clusterCountRaw>
2197           <oneSig>0.00</oneSig>
2198           <percentClustersPF>0.00</percentClustersPF>
2199           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2200           <tileNumber>1204</tileNumber>
2201         </Tile>
2202         <Tile>
2203           <clusterCountPF>0</clusterCountPF>
2204           <clusterCountRaw>3287230</clusterCountRaw>
2205           <oneSig>0.00</oneSig>
2206           <percentClustersPF>0.00</percentClustersPF>
2207           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2208           <tileNumber>1205</tileNumber>
2209         </Tile>
2210         <Tile>
2211           <clusterCountPF>0</clusterCountPF>
2212           <clusterCountRaw>2762623</clusterCountRaw>
2213           <oneSig>0.00</oneSig>
2214           <percentClustersPF>0.00</percentClustersPF>
2215           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2216           <tileNumber>1206</tileNumber>
2217         </Tile>
2218         <Tile>
2219           <clusterCountPF>0</clusterCountPF>
2220           <clusterCountRaw>3156192</clusterCountRaw>
2221           <oneSig>0.00</oneSig>
2222           <percentClustersPF>0.00</percentClustersPF>
2223           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2224           <tileNumber>1207</tileNumber>
2225         </Tile>
2226         <Tile>
2227           <clusterCountPF>0</clusterCountPF>
2228           <clusterCountRaw>2971658</clusterCountRaw>
2229           <oneSig>0.00</oneSig>
2230           <percentClustersPF>0.00</percentClustersPF>
2231           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2232           <tileNumber>1208</tileNumber>
2233         </Tile>
2234         <Tile>
2235           <clusterCountPF>496907</clusterCountPF>
2236           <clusterCountRaw>5676984</clusterCountRaw>
2237           <oneSig>-685.71</oneSig>
2238           <percentClustersPF>8.75</percentClustersPF>
2239           <signal20AsPctOf1>138.72</signal20AsPctOf1>
2240           <tileNumber>1301</tileNumber>
2241         </Tile>
2242         <Tile>
2243           <clusterCountPF>0</clusterCountPF>
2244           <clusterCountRaw>5350372</clusterCountRaw>
2245           <oneSig>0.00</oneSig>
2246           <percentClustersPF>0.00</percentClustersPF>
2247           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2248           <tileNumber>1302</tileNumber>
2249         </Tile>
2250         <Tile>
2251           <clusterCountPF>0</clusterCountPF>
2252           <clusterCountRaw>5418521</clusterCountRaw>
2253           <oneSig>0.00</oneSig>
2254           <percentClustersPF>0.00</percentClustersPF>
2255           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2256           <tileNumber>1303</tileNumber>
2257         </Tile>
2258         <Tile>
2259           <clusterCountPF>0</clusterCountPF>
2260           <clusterCountRaw>5941481</clusterCountRaw>
2261           <oneSig>0.00</oneSig>
2262           <percentClustersPF>0.00</percentClustersPF>
2263           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2264           <tileNumber>1304</tileNumber>
2265         </Tile>
2266         <Tile>
2267           <clusterCountPF>0</clusterCountPF>
2268           <clusterCountRaw>3314554</clusterCountRaw>
2269           <oneSig>0.00</oneSig>
2270           <percentClustersPF>0.00</percentClustersPF>
2271           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2272           <tileNumber>1305</tileNumber>
2273         </Tile>
2274         <Tile>
2275           <clusterCountPF>0</clusterCountPF>
2276           <clusterCountRaw>3168898</clusterCountRaw>
2277           <oneSig>0.00</oneSig>
2278           <percentClustersPF>0.00</percentClustersPF>
2279           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2280           <tileNumber>1306</tileNumber>
2281         </Tile>
2282         <Tile>
2283           <clusterCountPF>0</clusterCountPF>
2284           <clusterCountRaw>3124790</clusterCountRaw>
2285           <oneSig>0.00</oneSig>
2286           <percentClustersPF>0.00</percentClustersPF>
2287           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2288           <tileNumber>1307</tileNumber>
2289         </Tile>
2290         <Tile>
2291           <clusterCountPF>0</clusterCountPF>
2292           <clusterCountRaw>3116740</clusterCountRaw>
2293           <oneSig>0.00</oneSig>
2294           <percentClustersPF>0.00</percentClustersPF>
2295           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2296           <tileNumber>1308</tileNumber>
2297         </Tile>
2298         <Tile>
2299           <clusterCountPF>1493791</clusterCountPF>
2300           <clusterCountRaw>5492816</clusterCountRaw>
2301           <oneSig>-532.02</oneSig>
2302           <percentClustersPF>27.20</percentClustersPF>
2303           <signal20AsPctOf1>148.77</signal20AsPctOf1>
2304           <tileNumber>2101</tileNumber>
2305         </Tile>
2306         <Tile>
2307           <clusterCountPF>514231</clusterCountPF>
2308           <clusterCountRaw>5761146</clusterCountRaw>
2309           <oneSig>-572.34</oneSig>
2310           <percentClustersPF>8.93</percentClustersPF>
2311           <signal20AsPctOf1>154.15</signal20AsPctOf1>
2312           <tileNumber>2102</tileNumber>
2313         </Tile>
2314         <Tile>
2315           <clusterCountPF>0</clusterCountPF>
2316           <clusterCountRaw>3834974</clusterCountRaw>
2317           <oneSig>0.00</oneSig>
2318           <percentClustersPF>0.00</percentClustersPF>
2319           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2320           <tileNumber>2103</tileNumber>
2321         </Tile>
2322         <Tile>
2323           <clusterCountPF>0</clusterCountPF>
2324           <clusterCountRaw>6041237</clusterCountRaw>
2325           <oneSig>0.00</oneSig>
2326           <percentClustersPF>0.00</percentClustersPF>
2327           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2328           <tileNumber>2104</tileNumber>
2329         </Tile>
2330         <Tile>
2331           <clusterCountPF>0</clusterCountPF>
2332           <clusterCountRaw>3371454</clusterCountRaw>
2333           <oneSig>0.00</oneSig>
2334           <percentClustersPF>0.00</percentClustersPF>
2335           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2336           <tileNumber>2105</tileNumber>
2337         </Tile>
2338         <Tile>
2339           <clusterCountPF>0</clusterCountPF>
2340           <clusterCountRaw>3271578</clusterCountRaw>
2341           <oneSig>0.00</oneSig>
2342           <percentClustersPF>0.00</percentClustersPF>
2343           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2344           <tileNumber>2106</tileNumber>
2345         </Tile>
2346         <Tile>
2347           <clusterCountPF>0</clusterCountPF>
2348           <clusterCountRaw>3145886</clusterCountRaw>
2349           <oneSig>0.00</oneSig>
2350           <percentClustersPF>0.00</percentClustersPF>
2351           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2352           <tileNumber>2107</tileNumber>
2353         </Tile>
2354         <Tile>
2355           <clusterCountPF>0</clusterCountPF>
2356           <clusterCountRaw>2812963</clusterCountRaw>
2357           <oneSig>0.00</oneSig>
2358           <percentClustersPF>0.00</percentClustersPF>
2359           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2360           <tileNumber>2108</tileNumber>
2361         </Tile>
2362         <Tile>
2363           <clusterCountPF>0</clusterCountPF>
2364           <clusterCountRaw>5714487</clusterCountRaw>
2365           <oneSig>0.00</oneSig>
2366           <percentClustersPF>0.00</percentClustersPF>
2367           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2368           <tileNumber>2201</tileNumber>
2369         </Tile>
2370         <Tile>
2371           <clusterCountPF>0</clusterCountPF>
2372           <clusterCountRaw>4323735</clusterCountRaw>
2373           <oneSig>0.00</oneSig>
2374           <percentClustersPF>0.00</percentClustersPF>
2375           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2376           <tileNumber>2202</tileNumber>
2377         </Tile>
2378         <Tile>
2379           <clusterCountPF>0</clusterCountPF>
2380           <clusterCountRaw>5689972</clusterCountRaw>
2381           <oneSig>0.00</oneSig>
2382           <percentClustersPF>0.00</percentClustersPF>
2383           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2384           <tileNumber>2203</tileNumber>
2385         </Tile>
2386         <Tile>
2387           <clusterCountPF>0</clusterCountPF>
2388           <clusterCountRaw>5590891</clusterCountRaw>
2389           <oneSig>0.00</oneSig>
2390           <percentClustersPF>0.00</percentClustersPF>
2391           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2392           <tileNumber>2204</tileNumber>
2393         </Tile>
2394         <Tile>
2395           <clusterCountPF>0</clusterCountPF>
2396           <clusterCountRaw>2565274</clusterCountRaw>
2397           <oneSig>0.00</oneSig>
2398           <percentClustersPF>0.00</percentClustersPF>
2399           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2400           <tileNumber>2205</tileNumber>
2401         </Tile>
2402         <Tile>
2403           <clusterCountPF>0</clusterCountPF>
2404           <clusterCountRaw>3103834</clusterCountRaw>
2405           <oneSig>0.00</oneSig>
2406           <percentClustersPF>0.00</percentClustersPF>
2407           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2408           <tileNumber>2206</tileNumber>
2409         </Tile>
2410         <Tile>
2411           <clusterCountPF>0</clusterCountPF>
2412           <clusterCountRaw>2775071</clusterCountRaw>
2413           <oneSig>0.00</oneSig>
2414           <percentClustersPF>0.00</percentClustersPF>
2415           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2416           <tileNumber>2207</tileNumber>
2417         </Tile>
2418         <Tile>
2419           <clusterCountPF>0</clusterCountPF>
2420           <clusterCountRaw>2721788</clusterCountRaw>
2421           <oneSig>0.00</oneSig>
2422           <percentClustersPF>0.00</percentClustersPF>
2423           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2424           <tileNumber>2208</tileNumber>
2425         </Tile>
2426         <Tile>
2427           <clusterCountPF>0</clusterCountPF>
2428           <clusterCountRaw>2808679</clusterCountRaw>
2429           <oneSig>0.00</oneSig>
2430           <percentClustersPF>0.00</percentClustersPF>
2431           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2432           <tileNumber>2301</tileNumber>
2433         </Tile>
2434         <Tile>
2435           <clusterCountPF>0</clusterCountPF>
2436           <clusterCountRaw>5740118</clusterCountRaw>
2437           <oneSig>0.00</oneSig>
2438           <percentClustersPF>0.00</percentClustersPF>
2439           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2440           <tileNumber>2302</tileNumber>
2441         </Tile>
2442         <Tile>
2443           <clusterCountPF>0</clusterCountPF>
2444           <clusterCountRaw>2710478</clusterCountRaw>
2445           <oneSig>0.00</oneSig>
2446           <percentClustersPF>0.00</percentClustersPF>
2447           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2448           <tileNumber>2303</tileNumber>
2449         </Tile>
2450         <Tile>
2451           <clusterCountPF>0</clusterCountPF>
2452           <clusterCountRaw>6053923</clusterCountRaw>
2453           <oneSig>0.00</oneSig>
2454           <percentClustersPF>0.00</percentClustersPF>
2455           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2456           <tileNumber>2304</tileNumber>
2457         </Tile>
2458         <Tile>
2459           <clusterCountPF>0</clusterCountPF>
2460           <clusterCountRaw>3311585</clusterCountRaw>
2461           <oneSig>0.00</oneSig>
2462           <percentClustersPF>0.00</percentClustersPF>
2463           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2464           <tileNumber>2305</tileNumber>
2465         </Tile>
2466         <Tile>
2467           <clusterCountPF>0</clusterCountPF>
2468           <clusterCountRaw>3229925</clusterCountRaw>
2469           <oneSig>0.00</oneSig>
2470           <percentClustersPF>0.00</percentClustersPF>
2471           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2472           <tileNumber>2306</tileNumber>
2473         </Tile>
2474         <Tile>
2475           <clusterCountPF>0</clusterCountPF>
2476           <clusterCountRaw>3052698</clusterCountRaw>
2477           <oneSig>0.00</oneSig>
2478           <percentClustersPF>0.00</percentClustersPF>
2479           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2480           <tileNumber>2307</tileNumber>
2481         </Tile>
2482         <Tile>
2483           <clusterCountPF>0</clusterCountPF>
2484           <clusterCountRaw>3161815</clusterCountRaw>
2485           <oneSig>0.00</oneSig>
2486           <percentClustersPF>0.00</percentClustersPF>
2487           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2488           <tileNumber>2308</tileNumber>
2489         </Tile>
2490         <readNumber>1</readNumber>
2491       </Read>
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2493       <laneNumber>5</laneNumber>
2494     </Lane>
2495     <Lane>
2496       <Read>
2497         <Tile>
2498           <clusterCountPF>4328250</clusterCountPF>
2499           <clusterCountRaw>6108747</clusterCountRaw>
2500           <oneSig>1170.17</oneSig>
2501           <percentClustersPF>70.85</percentClustersPF>
2502           <signal20AsPctOf1>85.98</signal20AsPctOf1>
2503           <tileNumber>1101</tileNumber>
2504         </Tile>
2505         <Tile>
2506           <clusterCountPF>3763550</clusterCountPF>
2507           <clusterCountRaw>5974162</clusterCountRaw>
2508           <oneSig>1171.51</oneSig>
2509           <percentClustersPF>63.00</percentClustersPF>
2510           <signal20AsPctOf1>85.49</signal20AsPctOf1>
2511           <tileNumber>1102</tileNumber>
2512         </Tile>
2513         <Tile>
2514           <clusterCountPF>3376849</clusterCountPF>
2515           <clusterCountRaw>5986042</clusterCountRaw>
2516           <oneSig>1127.66</oneSig>
2517           <percentClustersPF>56.41</percentClustersPF>
2518           <signal20AsPctOf1>86.28</signal20AsPctOf1>
2519           <tileNumber>1103</tileNumber>
2520         </Tile>
2521         <Tile>
2522           <clusterCountPF>1454678</clusterCountPF>
2523           <clusterCountRaw>5553026</clusterCountRaw>
2524           <oneSig>1038.63</oneSig>
2525           <percentClustersPF>26.20</percentClustersPF>
2526           <signal20AsPctOf1>90.35</signal20AsPctOf1>
2527           <tileNumber>1104</tileNumber>
2528         </Tile>
2529         <Tile>
2530           <clusterCountPF>836786</clusterCountPF>
2531           <clusterCountRaw>5751374</clusterCountRaw>
2532           <oneSig>0.00</oneSig>
2533           <percentClustersPF>14.55</percentClustersPF>
2534           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2535           <tileNumber>1105</tileNumber>
2536         </Tile>
2537         <Tile>
2538           <clusterCountPF>1008081</clusterCountPF>
2539           <clusterCountRaw>5436595</clusterCountRaw>
2540           <oneSig>0.00</oneSig>
2541           <percentClustersPF>18.54</percentClustersPF>
2542           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2543           <tileNumber>1106</tileNumber>
2544         </Tile>
2545         <Tile>
2546           <clusterCountPF>1089073</clusterCountPF>
2547           <clusterCountRaw>4720242</clusterCountRaw>
2548           <oneSig>970.77</oneSig>
2549           <percentClustersPF>23.07</percentClustersPF>
2550           <signal20AsPctOf1>87.99</signal20AsPctOf1>
2551           <tileNumber>1107</tileNumber>
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2553         <Tile>
2554           <clusterCountPF>0</clusterCountPF>
2555           <clusterCountRaw>5628492</clusterCountRaw>
2556           <oneSig>0.00</oneSig>
2557           <percentClustersPF>0.00</percentClustersPF>
2558           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2559           <tileNumber>1108</tileNumber>
2560         </Tile>
2561         <Tile>
2562           <clusterCountPF>4255350</clusterCountPF>
2563           <clusterCountRaw>6074637</clusterCountRaw>
2564           <oneSig>1111.85</oneSig>
2565           <percentClustersPF>70.05</percentClustersPF>
2566           <signal20AsPctOf1>90.15</signal20AsPctOf1>
2567           <tileNumber>1201</tileNumber>
2568         </Tile>
2569         <Tile>
2570           <clusterCountPF>3764335</clusterCountPF>
2571           <clusterCountRaw>5992750</clusterCountRaw>
2572           <oneSig>1122.60</oneSig>
2573           <percentClustersPF>62.81</percentClustersPF>
2574           <signal20AsPctOf1>87.23</signal20AsPctOf1>
2575           <tileNumber>1202</tileNumber>
2576         </Tile>
2577         <Tile>
2578           <clusterCountPF>2949541</clusterCountPF>
2579           <clusterCountRaw>5863819</clusterCountRaw>
2580           <oneSig>1041.75</oneSig>
2581           <percentClustersPF>50.30</percentClustersPF>
2582           <signal20AsPctOf1>91.25</signal20AsPctOf1>
2583           <tileNumber>1203</tileNumber>
2584         </Tile>
2585         <Tile>
2586           <clusterCountPF>1960969</clusterCountPF>
2587           <clusterCountRaw>5759754</clusterCountRaw>
2588           <oneSig>985.74</oneSig>
2589           <percentClustersPF>34.05</percentClustersPF>
2590           <signal20AsPctOf1>94.16</signal20AsPctOf1>
2591           <tileNumber>1204</tileNumber>
2592         </Tile>
2593         <Tile>
2594           <clusterCountPF>1458718</clusterCountPF>
2595           <clusterCountRaw>5348340</clusterCountRaw>
2596           <oneSig>973.95</oneSig>
2597           <percentClustersPF>27.27</percentClustersPF>
2598           <signal20AsPctOf1>92.07</signal20AsPctOf1>
2599           <tileNumber>1205</tileNumber>
2600         </Tile>
2601         <Tile>
2602           <clusterCountPF>0</clusterCountPF>
2603           <clusterCountRaw>6188127</clusterCountRaw>
2604           <oneSig>0.00</oneSig>
2605           <percentClustersPF>0.00</percentClustersPF>
2606           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2607           <tileNumber>1206</tileNumber>
2608         </Tile>
2609         <Tile>
2610           <clusterCountPF>0</clusterCountPF>
2611           <clusterCountRaw>6029568</clusterCountRaw>
2612           <oneSig>0.00</oneSig>
2613           <percentClustersPF>0.00</percentClustersPF>
2614           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2615           <tileNumber>1207</tileNumber>
2616         </Tile>
2617         <Tile>
2618           <clusterCountPF>0</clusterCountPF>
2619           <clusterCountRaw>5783284</clusterCountRaw>
2620           <oneSig>0.00</oneSig>
2621           <percentClustersPF>0.00</percentClustersPF>
2622           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2623           <tileNumber>1208</tileNumber>
2624         </Tile>
2625         <Tile>
2626           <clusterCountPF>4164137</clusterCountPF>
2627           <clusterCountRaw>6062113</clusterCountRaw>
2628           <oneSig>1111.15</oneSig>
2629           <percentClustersPF>68.69</percentClustersPF>
2630           <signal20AsPctOf1>90.64</signal20AsPctOf1>
2631           <tileNumber>1301</tileNumber>
2632         </Tile>
2633         <Tile>
2634           <clusterCountPF>3807278</clusterCountPF>
2635           <clusterCountRaw>6009706</clusterCountRaw>
2636           <oneSig>1103.05</oneSig>
2637           <percentClustersPF>63.35</percentClustersPF>
2638           <signal20AsPctOf1>89.93</signal20AsPctOf1>
2639           <tileNumber>1302</tileNumber>
2640         </Tile>
2641         <Tile>
2642           <clusterCountPF>2646889</clusterCountPF>
2643           <clusterCountRaw>5860357</clusterCountRaw>
2644           <oneSig>1047.72</oneSig>
2645           <percentClustersPF>45.17</percentClustersPF>
2646           <signal20AsPctOf1>91.04</signal20AsPctOf1>
2647           <tileNumber>1303</tileNumber>
2648         </Tile>
2649         <Tile>
2650           <clusterCountPF>618116</clusterCountPF>
2651           <clusterCountRaw>5936009</clusterCountRaw>
2652           <oneSig>0.00</oneSig>
2653           <percentClustersPF>10.41</percentClustersPF>
2654           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2655           <tileNumber>1304</tileNumber>
2656         </Tile>
2657         <Tile>
2658           <clusterCountPF>966704</clusterCountPF>
2659           <clusterCountRaw>5780730</clusterCountRaw>
2660           <oneSig>0.00</oneSig>
2661           <percentClustersPF>16.72</percentClustersPF>
2662           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2663           <tileNumber>1305</tileNumber>
2664         </Tile>
2665         <Tile>
2666           <clusterCountPF>985185</clusterCountPF>
2667           <clusterCountRaw>5442490</clusterCountRaw>
2668           <oneSig>0.00</oneSig>
2669           <percentClustersPF>18.10</percentClustersPF>
2670           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2671           <tileNumber>1306</tileNumber>
2672         </Tile>
2673         <Tile>
2674           <clusterCountPF>0</clusterCountPF>
2675           <clusterCountRaw>5865063</clusterCountRaw>
2676           <oneSig>0.00</oneSig>
2677           <percentClustersPF>0.00</percentClustersPF>
2678           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2679           <tileNumber>1307</tileNumber>
2680         </Tile>
2681         <Tile>
2682           <clusterCountPF>0</clusterCountPF>
2683           <clusterCountRaw>5759999</clusterCountRaw>
2684           <oneSig>0.00</oneSig>
2685           <percentClustersPF>0.00</percentClustersPF>
2686           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2687           <tileNumber>1308</tileNumber>
2688         </Tile>
2689         <Tile>
2690           <clusterCountPF>4457818</clusterCountPF>
2691           <clusterCountRaw>6178104</clusterCountRaw>
2692           <oneSig>1290.91</oneSig>
2693           <percentClustersPF>72.16</percentClustersPF>
2694           <signal20AsPctOf1>87.89</signal20AsPctOf1>
2695           <tileNumber>2101</tileNumber>
2696         </Tile>
2697         <Tile>
2698           <clusterCountPF>4135701</clusterCountPF>
2699           <clusterCountRaw>6067338</clusterCountRaw>
2700           <oneSig>1270.47</oneSig>
2701           <percentClustersPF>68.16</percentClustersPF>
2702           <signal20AsPctOf1>87.91</signal20AsPctOf1>
2703           <tileNumber>2102</tileNumber>
2704         </Tile>
2705         <Tile>
2706           <clusterCountPF>3142805</clusterCountPF>
2707           <clusterCountRaw>5915123</clusterCountRaw>
2708           <oneSig>1190.65</oneSig>
2709           <percentClustersPF>53.13</percentClustersPF>
2710           <signal20AsPctOf1>91.67</signal20AsPctOf1>
2711           <tileNumber>2103</tileNumber>
2712         </Tile>
2713         <Tile>
2714           <clusterCountPF>2857800</clusterCountPF>
2715           <clusterCountRaw>5959413</clusterCountRaw>
2716           <oneSig>1192.35</oneSig>
2717           <percentClustersPF>47.95</percentClustersPF>
2718           <signal20AsPctOf1>88.82</signal20AsPctOf1>
2719           <tileNumber>2104</tileNumber>
2720         </Tile>
2721         <Tile>
2722           <clusterCountPF>1231733</clusterCountPF>
2723           <clusterCountRaw>5733754</clusterCountRaw>
2724           <oneSig>0.00</oneSig>
2725           <percentClustersPF>21.48</percentClustersPF>
2726           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2727           <tileNumber>2105</tileNumber>
2728         </Tile>
2729         <Tile>
2730           <clusterCountPF>0</clusterCountPF>
2731           <clusterCountRaw>2633715</clusterCountRaw>
2732           <oneSig>0.00</oneSig>
2733           <percentClustersPF>0.00</percentClustersPF>
2734           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2735           <tileNumber>2106</tileNumber>
2736         </Tile>
2737         <Tile>
2738           <clusterCountPF>719661</clusterCountPF>
2739           <clusterCountRaw>5147810</clusterCountRaw>
2740           <oneSig>0.00</oneSig>
2741           <percentClustersPF>13.98</percentClustersPF>
2742           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2743           <tileNumber>2107</tileNumber>
2744         </Tile>
2745         <Tile>
2746           <clusterCountPF>0</clusterCountPF>
2747           <clusterCountRaw>5662637</clusterCountRaw>
2748           <oneSig>0.00</oneSig>
2749           <percentClustersPF>0.00</percentClustersPF>
2750           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2751           <tileNumber>2108</tileNumber>
2752         </Tile>
2753         <Tile>
2754           <clusterCountPF>0</clusterCountPF>
2755           <clusterCountRaw>5811788</clusterCountRaw>
2756           <oneSig>0.00</oneSig>
2757           <percentClustersPF>0.00</percentClustersPF>
2758           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2759           <tileNumber>2201</tileNumber>
2760         </Tile>
2761         <Tile>
2762           <clusterCountPF>0</clusterCountPF>
2763           <clusterCountRaw>5919142</clusterCountRaw>
2764           <oneSig>0.00</oneSig>
2765           <percentClustersPF>0.00</percentClustersPF>
2766           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2767           <tileNumber>2202</tileNumber>
2768         </Tile>
2769         <Tile>
2770           <clusterCountPF>0</clusterCountPF>
2771           <clusterCountRaw>5921326</clusterCountRaw>
2772           <oneSig>0.00</oneSig>
2773           <percentClustersPF>0.00</percentClustersPF>
2774           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2775           <tileNumber>2203</tileNumber>
2776         </Tile>
2777         <Tile>
2778           <clusterCountPF>0</clusterCountPF>
2779           <clusterCountRaw>5683685</clusterCountRaw>
2780           <oneSig>0.00</oneSig>
2781           <percentClustersPF>0.00</percentClustersPF>
2782           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2783           <tileNumber>2204</tileNumber>
2784         </Tile>
2785         <Tile>
2786           <clusterCountPF>0</clusterCountPF>
2787           <clusterCountRaw>5369472</clusterCountRaw>
2788           <oneSig>0.00</oneSig>
2789           <percentClustersPF>0.00</percentClustersPF>
2790           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2791           <tileNumber>2205</tileNumber>
2792         </Tile>
2793         <Tile>
2794           <clusterCountPF>0</clusterCountPF>
2795           <clusterCountRaw>5594894</clusterCountRaw>
2796           <oneSig>0.00</oneSig>
2797           <percentClustersPF>0.00</percentClustersPF>
2798           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2799           <tileNumber>2206</tileNumber>
2800         </Tile>
2801         <Tile>
2802           <clusterCountPF>0</clusterCountPF>
2803           <clusterCountRaw>5888075</clusterCountRaw>
2804           <oneSig>0.00</oneSig>
2805           <percentClustersPF>0.00</percentClustersPF>
2806           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2807           <tileNumber>2207</tileNumber>
2808         </Tile>
2809         <Tile>
2810           <clusterCountPF>0</clusterCountPF>
2811           <clusterCountRaw>5533822</clusterCountRaw>
2812           <oneSig>0.00</oneSig>
2813           <percentClustersPF>0.00</percentClustersPF>
2814           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2815           <tileNumber>2208</tileNumber>
2816         </Tile>
2817         <Tile>
2818           <clusterCountPF>4347658</clusterCountPF>
2819           <clusterCountRaw>6149228</clusterCountRaw>
2820           <oneSig>1270.97</oneSig>
2821           <percentClustersPF>70.70</percentClustersPF>
2822           <signal20AsPctOf1>87.57</signal20AsPctOf1>
2823           <tileNumber>2301</tileNumber>
2824         </Tile>
2825         <Tile>
2826           <clusterCountPF>3927517</clusterCountPF>
2827           <clusterCountRaw>6038155</clusterCountRaw>
2828           <oneSig>1260.11</oneSig>
2829           <percentClustersPF>65.04</percentClustersPF>
2830           <signal20AsPctOf1>88.09</signal20AsPctOf1>
2831           <tileNumber>2302</tileNumber>
2832         </Tile>
2833         <Tile>
2834           <clusterCountPF>1031548</clusterCountPF>
2835           <clusterCountRaw>3463054</clusterCountRaw>
2836           <oneSig>1223.05</oneSig>
2837           <percentClustersPF>29.79</percentClustersPF>
2838           <signal20AsPctOf1>88.74</signal20AsPctOf1>
2839           <tileNumber>2303</tileNumber>
2840         </Tile>
2841         <Tile>
2842           <clusterCountPF>464073</clusterCountPF>
2843           <clusterCountRaw>6006755</clusterCountRaw>
2844           <oneSig>0.00</oneSig>
2845           <percentClustersPF>7.73</percentClustersPF>
2846           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2847           <tileNumber>2304</tileNumber>
2848         </Tile>
2849         <Tile>
2850           <clusterCountPF>1812404</clusterCountPF>
2851           <clusterCountRaw>5211053</clusterCountRaw>
2852           <oneSig>1109.48</oneSig>
2853           <percentClustersPF>34.78</percentClustersPF>
2854           <signal20AsPctOf1>92.72</signal20AsPctOf1>
2855           <tileNumber>2305</tileNumber>
2856         </Tile>
2857         <Tile>
2858           <clusterCountPF>0</clusterCountPF>
2859           <clusterCountRaw>6128662</clusterCountRaw>
2860           <oneSig>0.00</oneSig>
2861           <percentClustersPF>0.00</percentClustersPF>
2862           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2863           <tileNumber>2306</tileNumber>
2864         </Tile>
2865         <Tile>
2866           <clusterCountPF>0</clusterCountPF>
2867           <clusterCountRaw>5927816</clusterCountRaw>
2868           <oneSig>0.00</oneSig>
2869           <percentClustersPF>0.00</percentClustersPF>
2870           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2871           <tileNumber>2307</tileNumber>
2872         </Tile>
2873         <Tile>
2874           <clusterCountPF>0</clusterCountPF>
2875           <clusterCountRaw>5684780</clusterCountRaw>
2876           <oneSig>0.00</oneSig>
2877           <percentClustersPF>0.00</percentClustersPF>
2878           <signal20AsPctOf1>N/A</signal20AsPctOf1>
2879           <tileNumber>2308</tileNumber>
2880         </Tile>
2881         <readNumber>1</readNumber>
2882       </Read>
2883
2884       <laneNumber>6</laneNumber>
2885     </Lane>
2886     <Lane>
2887       <Read>
2888         <Tile>
2889           <clusterCountPF>1290892</clusterCountPF>
2890           <clusterCountRaw>1318384</clusterCountRaw>
2891           <oneSig>1457.61</oneSig>
2892           <percentClustersPF>97.91</percentClustersPF>
2893           <signal20AsPctOf1>93.12</signal20AsPctOf1>
2894           <tileNumber>1101</tileNumber>
2895         </Tile>
2896         <Tile>
2897           <clusterCountPF>1405177</clusterCountPF>
2898           <clusterCountRaw>1435753</clusterCountRaw>
2899           <oneSig>1428.15</oneSig>
2900           <percentClustersPF>97.87</percentClustersPF>
2901           <signal20AsPctOf1>93.14</signal20AsPctOf1>
2902           <tileNumber>1102</tileNumber>
2903         </Tile>
2904         <Tile>
2905           <clusterCountPF>1518681</clusterCountPF>
2906           <clusterCountRaw>1553867</clusterCountRaw>
2907           <oneSig>1415.45</oneSig>
2908           <percentClustersPF>97.74</percentClustersPF>
2909           <signal20AsPctOf1>93.14</signal20AsPctOf1>
2910           <tileNumber>1103</tileNumber>
2911         </Tile>
2912         <Tile>
2913           <clusterCountPF>1674083</clusterCountPF>
2914           <clusterCountRaw>1713366</clusterCountRaw>
2915           <oneSig>1397.13</oneSig>
2916           <percentClustersPF>97.71</percentClustersPF>
2917           <signal20AsPctOf1>91.75</signal20AsPctOf1>
2918           <tileNumber>1104</tileNumber>
2919         </Tile>
2920         <Tile>
2921           <clusterCountPF>1848975</clusterCountPF>
2922           <clusterCountRaw>1894031</clusterCountRaw>
2923           <oneSig>1453.02</oneSig>
2924           <percentClustersPF>97.62</percentClustersPF>
2925           <signal20AsPctOf1>87.65</signal20AsPctOf1>
2926           <tileNumber>1105</tileNumber>
2927         </Tile>
2928         <Tile>
2929           <clusterCountPF>2036288</clusterCountPF>
2930           <clusterCountRaw>2089577</clusterCountRaw>
2931           <oneSig>1351.03</oneSig>
2932           <percentClustersPF>97.45</percentClustersPF>
2933           <signal20AsPctOf1>92.96</signal20AsPctOf1>
2934           <tileNumber>1106</tileNumber>
2935         </Tile>
2936         <Tile>
2937           <clusterCountPF>2235825</clusterCountPF>
2938           <clusterCountRaw>2300996</clusterCountRaw>
2939           <oneSig>1330.80</oneSig>
2940           <percentClustersPF>97.17</percentClustersPF>
2941           <signal20AsPctOf1>92.09</signal20AsPctOf1>
2942           <tileNumber>1107</tileNumber>
2943         </Tile>
2944         <Tile>
2945           <clusterCountPF>2451380</clusterCountPF>
2946           <clusterCountRaw>2541307</clusterCountRaw>
2947           <oneSig>1293.67</oneSig>
2948           <percentClustersPF>96.46</percentClustersPF>
2949           <signal20AsPctOf1>91.71</signal20AsPctOf1>
2950           <tileNumber>1108</tileNumber>
2951         </Tile>
2952         <Tile>
2953           <clusterCountPF>1248007</clusterCountPF>
2954           <clusterCountRaw>1271398</clusterCountRaw>
2955           <oneSig>1456.86</oneSig>
2956           <percentClustersPF>98.16</percentClustersPF>
2957           <signal20AsPctOf1>92.75</signal20AsPctOf1>
2958           <tileNumber>1201</tileNumber>
2959         </Tile>
2960         <Tile>
2961           <clusterCountPF>1353214</clusterCountPF>
2962           <clusterCountRaw>1379519</clusterCountRaw>
2963           <oneSig>1373.11</oneSig>
2964           <percentClustersPF>98.09</percentClustersPF>
2965           <signal20AsPctOf1>92.92</signal20AsPctOf1>
2966           <tileNumber>1202</tileNumber>
2967         </Tile>
2968         <Tile>
2969           <clusterCountPF>1476775</clusterCountPF>
2970           <clusterCountRaw>1506069</clusterCountRaw>
2971           <oneSig>1406.85</oneSig>
2972           <percentClustersPF>98.05</percentClustersPF>
2973           <signal20AsPctOf1>92.17</signal20AsPctOf1>
2974           <tileNumber>1203</tileNumber>
2975         </Tile>
2976         <Tile>
2977           <clusterCountPF>1596576</clusterCountPF>
2978           <clusterCountRaw>1629689</clusterCountRaw>
2979           <oneSig>1395.32</oneSig>
2980           <percentClustersPF>97.97</percentClustersPF>
2981           <signal20AsPctOf1>90.76</signal20AsPctOf1>
2982           <tileNumber>1204</tileNumber>
2983         </Tile>
2984         <Tile>
2985           <clusterCountPF>1802357</clusterCountPF>
2986           <clusterCountRaw>1838238</clusterCountRaw>
2987           <oneSig>1383.42</oneSig>
2988           <percentClustersPF>98.05</percentClustersPF>
2989           <signal20AsPctOf1>91.84</signal20AsPctOf1>
2990           <tileNumber>1205</tileNumber>
2991         </Tile>
2992         <Tile>
2993           <clusterCountPF>1985501</clusterCountPF>
2994           <clusterCountRaw>2028373</clusterCountRaw>
2995           <oneSig>1355.39</oneSig>
2996           <percentClustersPF>97.89</percentClustersPF>
2997           <signal20AsPctOf1>91.43</signal20AsPctOf1>
2998           <tileNumber>1206</tileNumber>
2999         </Tile>
3000         <Tile>
3001           <clusterCountPF>2182408</clusterCountPF>
3002           <clusterCountRaw>2237640</clusterCountRaw>
3003           <oneSig>1326.23</oneSig>
3004           <percentClustersPF>97.53</percentClustersPF>
3005           <signal20AsPctOf1>91.95</signal20AsPctOf1>
3006           <tileNumber>1207</tileNumber>
3007         </Tile>
3008         <Tile>
3009           <clusterCountPF>2412726</clusterCountPF>
3010           <clusterCountRaw>2498414</clusterCountRaw>
3011           <oneSig>1284.50</oneSig>
3012           <percentClustersPF>96.57</percentClustersPF>
3013           <signal20AsPctOf1>91.14</signal20AsPctOf1>
3014           <tileNumber>1208</tileNumber>
3015         </Tile>
3016         <Tile>
3017           <clusterCountPF>1329553</clusterCountPF>
3018           <clusterCountRaw>1353194</clusterCountRaw>
3019           <oneSig>1500.38</oneSig>
3020           <percentClustersPF>98.25</percentClustersPF>
3021           <signal20AsPctOf1>90.00</signal20AsPctOf1>
3022           <tileNumber>1301</tileNumber>
3023         </Tile>
3024         <Tile>
3025           <clusterCountPF>1448646</clusterCountPF>
3026           <clusterCountRaw>1475015</clusterCountRaw>
3027           <oneSig>1426.92</oneSig>
3028           <percentClustersPF>98.21</percentClustersPF>
3029           <signal20AsPctOf1>91.04</signal20AsPctOf1>
3030           <tileNumber>1302</tileNumber>
3031         </Tile>
3032         <Tile>
3033           <clusterCountPF>1584849</clusterCountPF>
3034           <clusterCountRaw>1618578</clusterCountRaw>
3035           <oneSig>1418.87</oneSig>
3036           <percentClustersPF>97.92</percentClustersPF>
3037           <signal20AsPctOf1>90.98</signal20AsPctOf1>
3038           <tileNumber>1303</tileNumber>
3039         </Tile>
3040         <Tile>
3041           <clusterCountPF>1703358</clusterCountPF>
3042           <clusterCountRaw>1738426</clusterCountRaw>
3043           <oneSig>1408.33</oneSig>
3044           <percentClustersPF>97.98</percentClustersPF>
3045           <signal20AsPctOf1>90.65</signal20AsPctOf1>
3046           <tileNumber>1304</tileNumber>
3047         </Tile>
3048         <Tile>
3049           <clusterCountPF>1962537</clusterCountPF>
3050           <clusterCountRaw>2003605</clusterCountRaw>
3051           <oneSig>1417.26</oneSig>
3052           <percentClustersPF>97.95</percentClustersPF>
3053           <signal20AsPctOf1>88.90</signal20AsPctOf1>
3054           <tileNumber>1305</tileNumber>
3055         </Tile>
3056         <Tile>
3057           <clusterCountPF>2155571</clusterCountPF>
3058           <clusterCountRaw>2205956</clusterCountRaw>
3059           <oneSig>1353.91</oneSig>
3060           <percentClustersPF>97.72</percentClustersPF>
3061           <signal20AsPctOf1>91.89</signal20AsPctOf1>
3062           <tileNumber>1306</tileNumber>
3063         </Tile>
3064         <Tile>
3065           <clusterCountPF>2371794</clusterCountPF>
3066           <clusterCountRaw>2438582</clusterCountRaw>
3067           <oneSig>1349.40</oneSig>
3068           <percentClustersPF>97.26</percentClustersPF>
3069           <signal20AsPctOf1>87.65</signal20AsPctOf1>
3070           <tileNumber>1307</tileNumber>
3071         </Tile>
3072         <Tile>
3073           <clusterCountPF>2609442</clusterCountPF>
3074           <clusterCountRaw>2697578</clusterCountRaw>
3075           <oneSig>1273.05</oneSig>
3076           <percentClustersPF>96.73</percentClustersPF>
3077           <signal20AsPctOf1>89.13</signal20AsPctOf1>
3078           <tileNumber>1308</tileNumber>
3079         </Tile>
3080         <Tile>
3081           <clusterCountPF>1274462</clusterCountPF>
3082           <clusterCountRaw>1301586</clusterCountRaw>
3083           <oneSig>1601.86</oneSig>
3084           <percentClustersPF>97.92</percentClustersPF>
3085           <signal20AsPctOf1>92.97</signal20AsPctOf1>
3086           <tileNumber>2101</tileNumber>
3087         </Tile>
3088         <Tile>
3089           <clusterCountPF>1383611</clusterCountPF>
3090           <clusterCountRaw>1413798</clusterCountRaw>
3091           <oneSig>1567.26</oneSig>
3092           <percentClustersPF>97.86</percentClustersPF>
3093           <signal20AsPctOf1>92.72</signal20AsPctOf1>
3094           <tileNumber>2102</tileNumber>
3095         </Tile>
3096         <Tile>
3097           <clusterCountPF>1500886</clusterCountPF>
3098           <clusterCountRaw>1538148</clusterCountRaw>
3099           <oneSig>1575.16</oneSig>
3100           <percentClustersPF>97.58</percentClustersPF>
3101           <signal20AsPctOf1>91.30</signal20AsPctOf1>
3102           <tileNumber>2103</tileNumber>
3103         </Tile>
3104         <Tile>
3105           <clusterCountPF>1658029</clusterCountPF>
3106           <clusterCountRaw>1695613</clusterCountRaw>
3107           <oneSig>1551.84</oneSig>
3108           <percentClustersPF>97.78</percentClustersPF>
3109           <signal20AsPctOf1>92.03</signal20AsPctOf1>
3110           <tileNumber>2104</tileNumber>
3111         </Tile>
3112         <Tile>
3113           <clusterCountPF>1833421</clusterCountPF>
3114           <clusterCountRaw>1876931</clusterCountRaw>
3115           <oneSig>1525.11</oneSig>
3116           <percentClustersPF>97.68</percentClustersPF>
3117           <signal20AsPctOf1>92.43</signal20AsPctOf1>
3118           <tileNumber>2105</tileNumber>
3119         </Tile>
3120         <Tile>
3121           <clusterCountPF>2026973</clusterCountPF>
3122           <clusterCountRaw>2078853</clusterCountRaw>
3123           <oneSig>1509.17</oneSig>
3124           <percentClustersPF>97.50</percentClustersPF>
3125           <signal20AsPctOf1>91.91</signal20AsPctOf1>
3126           <tileNumber>2106</tileNumber>
3127         </Tile>
3128         <Tile>
3129           <clusterCountPF>2259381</clusterCountPF>
3130           <clusterCountRaw>2325032</clusterCountRaw>
3131           <oneSig>1467.69</oneSig>
3132           <percentClustersPF>97.18</percentClustersPF>
3133           <signal20AsPctOf1>92.25</signal20AsPctOf1>
3134           <tileNumber>2107</tileNumber>
3135         </Tile>
3136         <Tile>
3137           <clusterCountPF>2558255</clusterCountPF>
3138           <clusterCountRaw>2655400</clusterCountRaw>
3139           <oneSig>1444.06</oneSig>
3140           <percentClustersPF>96.34</percentClustersPF>
3141           <signal20AsPctOf1>91.44</signal20AsPctOf1>
3142           <tileNumber>2108</tileNumber>
3143         </Tile>
3144         <Tile>
3145           <clusterCountPF>970653</clusterCountPF>
3146           <clusterCountRaw>1235179</clusterCountRaw>
3147           <oneSig>1584.09</oneSig>
3148           <percentClustersPF>78.58</percentClustersPF>
3149           <signal20AsPctOf1>93.93</signal20AsPctOf1>
3150           <tileNumber>2201</tileNumber>
3151         </Tile>
3152         <Tile>
3153           <clusterCountPF>0</clusterCountPF>
3154           <clusterCountRaw>1342455</clusterCountRaw>
3155           <oneSig>0.00</oneSig>
3156           <percentClustersPF>0.00</percentClustersPF>
3157           <signal20AsPctOf1>N/A</signal20AsPctOf1>
3158           <tileNumber>2202</tileNumber>
3159         </Tile>
3160         <Tile>
3161           <clusterCountPF>0</clusterCountPF>
3162           <clusterCountRaw>1465297</clusterCountRaw>
3163           <oneSig>0.00</oneSig>
3164           <percentClustersPF>0.00</percentClustersPF>
3165           <signal20AsPctOf1>N/A</signal20AsPctOf1>
3166           <tileNumber>2203</tileNumber>
3167         </Tile>
3168         <Tile>
3169           <clusterCountPF>675140</clusterCountPF>
3170           <clusterCountRaw>1582751</clusterCountRaw>
3171           <oneSig>1505.46</oneSig>
3172           <percentClustersPF>42.66</percentClustersPF>
3173           <signal20AsPctOf1>94.13</signal20AsPctOf1>
3174           <tileNumber>2204</tileNumber>
3175         </Tile>
3176         <Tile>
3177           <clusterCountPF>0</clusterCountPF>
3178           <clusterCountRaw>1775056</clusterCountRaw>
3179           <oneSig>0.00</oneSig>
3180           <percentClustersPF>0.00</percentClustersPF>
3181           <signal20AsPctOf1>N/A</signal20AsPctOf1>
3182           <tileNumber>2205</tileNumber>
3183         </Tile>
3184         <Tile>
3185           <clusterCountPF>0</clusterCountPF>
3186           <clusterCountRaw>1957270</clusterCountRaw>
3187           <oneSig>0.00</oneSig>
3188           <percentClustersPF>0.00</percentClustersPF>
3189           <signal20AsPctOf1>N/A</signal20AsPctOf1>
3190           <tileNumber>2206</tileNumber>
3191         </Tile>
3192         <Tile>
3193           <clusterCountPF>0</clusterCountPF>
3194           <clusterCountRaw>2164043</clusterCountRaw>
3195           <oneSig>0.00</oneSig>
3196           <percentClustersPF>0.00</percentClustersPF>
3197           <signal20AsPctOf1>N/A</signal20AsPctOf1>
3198           <tileNumber>2207</tileNumber>
3199         </Tile>
3200         <Tile>
3201           <clusterCountPF>1254733</clusterCountPF>
3202           <clusterCountRaw>2441653</clusterCountRaw>
3203           <oneSig>1444.53</oneSig>
3204           <percentClustersPF>51.39</percentClustersPF>
3205           <signal20AsPctOf1>93.17</signal20AsPctOf1>
3206           <tileNumber>2208</tileNumber>
3207         </Tile>
3208         <Tile>
3209           <clusterCountPF>1296622</clusterCountPF>
3210           <clusterCountRaw>1325781</clusterCountRaw>
3211           <oneSig>1494.17</oneSig>
3212           <percentClustersPF>97.80</percentClustersPF>
3213           <signal20AsPctOf1>98.31</signal20AsPctOf1>
3214           <tileNumber>2301</tileNumber>
3215         </Tile>
3216         <Tile>
3217           <clusterCountPF>1424658</clusterCountPF>
3218           <clusterCountRaw>1452340</clusterCountRaw>
3219           <oneSig>1528.87</oneSig>
3220           <percentClustersPF>98.09</percentClustersPF>
3221           <signal20AsPctOf1>93.49</signal20AsPctOf1>
3222           <tileNumber>2302</tileNumber>
3223         </Tile>
3224         <Tile>
3225           <clusterCountPF>1569437</clusterCountPF>
3226           <clusterCountRaw>1602067</clusterCountRaw>
3227           <oneSig>1539.36</oneSig>
3228           <percentClustersPF>97.96</percentClustersPF>
3229           <signal20AsPctOf1>93.10</signal20AsPctOf1>
3230           <tileNumber>2303</tileNumber>
3231         </Tile>
3232         <Tile>
3233           <clusterCountPF>1682427</clusterCountPF>
3234           <clusterCountRaw>1720505</clusterCountRaw>
3235           <oneSig>1521.03</oneSig>
3236           <percentClustersPF>97.79</percentClustersPF>
3237           <signal20AsPctOf1>92.61</signal20AsPctOf1>
3238           <tileNumber>2304</tileNumber>
3239         </Tile>
3240         <Tile>
3241           <clusterCountPF>1939141</clusterCountPF>
3242           <clusterCountRaw>1979800</clusterCountRaw>
3243           <oneSig>1523.67</oneSig>
3244           <percentClustersPF>97.95</percentClustersPF>
3245           <signal20AsPctOf1>91.62</signal20AsPctOf1>
3246           <tileNumber>2305</tileNumber>
3247         </Tile>
3248         <Tile>
3249           <clusterCountPF>2134547</clusterCountPF>
3250           <clusterCountRaw>2184095</clusterCountRaw>
3251           <oneSig>1486.10</oneSig>
3252           <percentClustersPF>97.73</percentClustersPF>
3253           <signal20AsPctOf1>92.33</signal20AsPctOf1>
3254           <tileNumber>2306</tileNumber>
3255         </Tile>
3256         <Tile>
3257           <clusterCountPF>2356389</clusterCountPF>
3258           <clusterCountRaw>2421537</clusterCountRaw>
3259           <oneSig>1466.46</oneSig>
3260           <percentClustersPF>97.31</percentClustersPF>
3261           <signal20AsPctOf1>91.63</signal20AsPctOf1>
3262           <tileNumber>2307</tileNumber>
3263         </Tile>
3264         <Tile>
3265           <clusterCountPF>2602908</clusterCountPF>
3266           <clusterCountRaw>2695532</clusterCountRaw>
3267           <oneSig>1428.19</oneSig>
3268           <percentClustersPF>96.56</percentClustersPF>
3269           <signal20AsPctOf1>92.25</signal20AsPctOf1>
3270           <tileNumber>2308</tileNumber>
3271         </Tile>
3272         <readNumber>1</readNumber>
3273       </Read>
3274
3275       <laneNumber>7</laneNumber>
3276     </Lane>
3277     <Lane>
3278       <Read>
3279         <Tile>
3280           <clusterCountPF>3672425</clusterCountPF>
3281           <clusterCountRaw>3999929</clusterCountRaw>
3282           <oneSig>1359.39</oneSig>
3283           <percentClustersPF>91.81</percentClustersPF>
3284           <signal20AsPctOf1>88.45</signal20AsPctOf1>
3285           <tileNumber>1101</tileNumber>
3286         </Tile>
3287         <Tile>
3288           <clusterCountPF>3843360</clusterCountPF>
3289           <clusterCountRaw>4214896</clusterCountRaw>
3290           <oneSig>1338.54</oneSig>
3291           <percentClustersPF>91.19</percentClustersPF>
3292           <signal20AsPctOf1>88.01</signal20AsPctOf1>
3293           <tileNumber>1102</tileNumber>
3294         </Tile>
3295         <Tile>
3296           <clusterCountPF>3985275</clusterCountPF>
3297           <clusterCountRaw>4432069</clusterCountRaw>
3298           <oneSig>1321.41</oneSig>
3299           <percentClustersPF>89.92</percentClustersPF>
3300           <signal20AsPctOf1>88.40</signal20AsPctOf1>
3301           <tileNumber>1103</tileNumber>
3302         </Tile>
3303         <Tile>
3304           <clusterCountPF>4195701</clusterCountPF>
3305           <clusterCountRaw>4688257</clusterCountRaw>
3306           <oneSig>1298.99</oneSig>
3307           <percentClustersPF>89.49</percentClustersPF>
3308           <signal20AsPctOf1>87.97</signal20AsPctOf1>
3309           <tileNumber>1104</tileNumber>
3310         </Tile>
3311         <Tile>
3312           <clusterCountPF>4416383</clusterCountPF>
3313           <clusterCountRaw>4972645</clusterCountRaw>
3314           <oneSig>1283.87</oneSig>
3315           <percentClustersPF>88.81</percentClustersPF>
3316           <signal20AsPctOf1>88.72</signal20AsPctOf1>
3317           <tileNumber>1105</tileNumber>
3318         </Tile>
3319         <Tile>
3320           <clusterCountPF>4542437</clusterCountPF>
3321           <clusterCountRaw>5209248</clusterCountRaw>
3322           <oneSig>1258.05</oneSig>
3323           <percentClustersPF>87.20</percentClustersPF>
3324           <signal20AsPctOf1>87.14</signal20AsPctOf1>
3325           <tileNumber>1106</tileNumber>
3326         </Tile>
3327         <Tile>
3328           <clusterCountPF>4596548</clusterCountPF>
3329           <clusterCountRaw>5399922</clusterCountRaw>
3330           <oneSig>1230.54</oneSig>
3331           <percentClustersPF>85.12</percentClustersPF>
3332           <signal20AsPctOf1>87.31</signal20AsPctOf1>
3333           <tileNumber>1107</tileNumber>
3334         </Tile>
3335         <Tile>
3336           <clusterCountPF>4316902</clusterCountPF>
3337           <clusterCountRaw>5826697</clusterCountRaw>
3338           <oneSig>1182.73</oneSig>
3339           <percentClustersPF>74.09</percentClustersPF>
3340           <signal20AsPctOf1>87.01</signal20AsPctOf1>
3341           <tileNumber>1108</tileNumber>
3342         </Tile>
3343         <Tile>
3344           <clusterCountPF>3559633</clusterCountPF>
3345           <clusterCountRaw>3873994</clusterCountRaw>
3346           <oneSig>1365.15</oneSig>
3347           <percentClustersPF>91.89</percentClustersPF>
3348           <signal20AsPctOf1>87.07</signal20AsPctOf1>
3349           <tileNumber>1201</tileNumber>
3350         </Tile>
3351         <Tile>
3352           <clusterCountPF>3742085</clusterCountPF>
3353           <clusterCountRaw>4103838</clusterCountRaw>
3354           <oneSig>1345.87</oneSig>
3355           <percentClustersPF>91.19</percentClustersPF>
3356           <signal20AsPctOf1>87.69</signal20AsPctOf1>
3357           <tileNumber>1202</tileNumber>
3358         </Tile>
3359         <Tile>
3360           <clusterCountPF>3809926</clusterCountPF>
3361           <clusterCountRaw>4219389</clusterCountRaw>
3362           <oneSig>1314.55</oneSig>
3363           <percentClustersPF>90.30</percentClustersPF>
3364           <signal20AsPctOf1>88.34</signal20AsPctOf1>
3365           <tileNumber>1203</tileNumber>
3366         </Tile>
3367         <Tile>
3368           <clusterCountPF>4095946</clusterCountPF>
3369           <clusterCountRaw>4572435</clusterCountRaw>
3370           <oneSig>1296.18</oneSig>
3371           <percentClustersPF>89.58</percentClustersPF>
3372           <signal20AsPctOf1>88.12</signal20AsPctOf1>
3373           <tileNumber>1204</tileNumber>
3374         </Tile>
3375         <Tile>
3376           <clusterCountPF>4329806</clusterCountPF>
3377           <clusterCountRaw>4852097</clusterCountRaw>
3378           <oneSig>1291.90</oneSig>
3379           <percentClustersPF>89.24</percentClustersPF>
3380           <signal20AsPctOf1>87.70</signal20AsPctOf1>
3381           <tileNumber>1205</tileNumber>
3382         </Tile>
3383         <Tile>
3384           <clusterCountPF>4484284</clusterCountPF>
3385           <clusterCountRaw>5103542</clusterCountRaw>
3386           <oneSig>1271.54</oneSig>
3387           <percentClustersPF>87.87</percentClustersPF>
3388           <signal20AsPctOf1>86.33</signal20AsPctOf1>
3389           <tileNumber>1206</tileNumber>
3390         </Tile>
3391         <Tile>
3392           <clusterCountPF>4545978</clusterCountPF>
3393           <clusterCountRaw>5322851</clusterCountRaw>
3394           <oneSig>1240.07</oneSig>
3395           <percentClustersPF>85.40</percentClustersPF>
3396           <signal20AsPctOf1>86.60</signal20AsPctOf1>
3397           <tileNumber>1207</tileNumber>
3398         </Tile>
3399         <Tile>
3400           <clusterCountPF>4236437</clusterCountPF>
3401           <clusterCountRaw>5399609</clusterCountRaw>
3402           <oneSig>1200.52</oneSig>
3403           <percentClustersPF>78.46</percentClustersPF>
3404           <signal20AsPctOf1>82.29</signal20AsPctOf1>
3405           <tileNumber>1208</tileNumber>
3406         </Tile>
3407         <Tile>
3408           <clusterCountPF>3745093</clusterCountPF>
3409           <clusterCountRaw>4091803</clusterCountRaw>
3410           <oneSig>1377.26</oneSig>
3411           <percentClustersPF>91.53</percentClustersPF>
3412           <signal20AsPctOf1>85.86</signal20AsPctOf1>
3413           <tileNumber>1301</tileNumber>
3414         </Tile>
3415         <Tile>
3416           <clusterCountPF>3938377</clusterCountPF>
3417           <clusterCountRaw>4338397</clusterCountRaw>
3418           <oneSig>1338.33</oneSig>
3419           <percentClustersPF>90.78</percentClustersPF>
3420           <signal20AsPctOf1>87.63</signal20AsPctOf1>
3421           <tileNumber>1302</tileNumber>
3422         </Tile>
3423         <Tile>
3424           <clusterCountPF>3963514</clusterCountPF>
3425           <clusterCountRaw>4395406</clusterCountRaw>
3426           <oneSig>1308.84</oneSig>
3427           <percentClustersPF>90.17</percentClustersPF>
3428           <signal20AsPctOf1>88.08</signal20AsPctOf1>
3429           <tileNumber>1303</tileNumber>
3430         </Tile>
3431         <Tile>
3432           <clusterCountPF>4282045</clusterCountPF>
3433           <clusterCountRaw>4835601</clusterCountRaw>
3434           <oneSig>1287.81</oneSig>
3435           <percentClustersPF>88.55</percentClustersPF>
3436           <signal20AsPctOf1>87.58</signal20AsPctOf1>
3437           <tileNumber>1304</tileNumber>
3438         </Tile>
3439         <Tile>
3440           <clusterCountPF>4498474</clusterCountPF>
3441           <clusterCountRaw>5114668</clusterCountRaw>
3442           <oneSig>1282.81</oneSig>
3443           <percentClustersPF>87.95</percentClustersPF>
3444           <signal20AsPctOf1>87.46</signal20AsPctOf1>
3445           <tileNumber>1305</tileNumber>
3446         </Tile>
3447         <Tile>
3448           <clusterCountPF>4602295</clusterCountPF>
3449           <clusterCountRaw>5337911</clusterCountRaw>
3450           <oneSig>1257.03</oneSig>
3451           <percentClustersPF>86.22</percentClustersPF>
3452           <signal20AsPctOf1>86.97</signal20AsPctOf1>
3453           <tileNumber>1306</tileNumber>
3454         </Tile>
3455         <Tile>
3456           <clusterCountPF>4600782</clusterCountPF>
3457           <clusterCountRaw>5501477</clusterCountRaw>
3458           <oneSig>1225.51</oneSig>
3459           <percentClustersPF>83.63</percentClustersPF>
3460           <signal20AsPctOf1>86.53</signal20AsPctOf1>
3461           <tileNumber>1307</tileNumber>
3462         </Tile>
3463         <Tile>
3464           <clusterCountPF>4145380</clusterCountPF>
3465           <clusterCountRaw>5872929</clusterCountRaw>
3466           <oneSig>1175.25</oneSig>
3467           <percentClustersPF>70.58</percentClustersPF>
3468           <signal20AsPctOf1>83.85</signal20AsPctOf1>
3469           <tileNumber>1308</tileNumber>
3470         </Tile>
3471         <Tile>
3472           <clusterCountPF>3654318</clusterCountPF>
3473           <clusterCountRaw>3969110</clusterCountRaw>
3474           <oneSig>1467.08</oneSig>
3475           <percentClustersPF>92.07</percentClustersPF>
3476           <signal20AsPctOf1>90.01</signal20AsPctOf1>
3477           <tileNumber>2101</tileNumber>
3478         </Tile>
3479         <Tile>
3480           <clusterCountPF>3839864</clusterCountPF>
3481           <clusterCountRaw>4184268</clusterCountRaw>
3482           <oneSig>1439.99</oneSig>
3483           <percentClustersPF>91.77</percentClustersPF>
3484           <signal20AsPctOf1>90.66</signal20AsPctOf1>
3485           <tileNumber>2102</tileNumber>
3486         </Tile>
3487         <Tile>
3488           <clusterCountPF>3969051</clusterCountPF>
3489           <clusterCountRaw>4413583</clusterCountRaw>
3490           <oneSig>1422.63</oneSig>
3491           <percentClustersPF>89.93</percentClustersPF>
3492           <signal20AsPctOf1>90.66</signal20AsPctOf1>
3493           <tileNumber>2103</tileNumber>
3494         </Tile>
3495         <Tile>
3496           <clusterCountPF>4219627</clusterCountPF>
3497           <clusterCountRaw>4681613</clusterCountRaw>
3498           <oneSig>1403.97</oneSig>
3499           <percentClustersPF>90.13</percentClustersPF>
3500           <signal20AsPctOf1>90.49</signal20AsPctOf1>
3501           <tileNumber>2104</tileNumber>
3502         </Tile>
3503         <Tile>
3504           <clusterCountPF>4414065</clusterCountPF>
3505           <clusterCountRaw>4956383</clusterCountRaw>
3506           <oneSig>1386.15</oneSig>
3507           <percentClustersPF>89.06</percentClustersPF>
3508           <signal20AsPctOf1>89.95</signal20AsPctOf1>
3509           <tileNumber>2105</tileNumber>
3510         </Tile>
3511         <Tile>
3512           <clusterCountPF>4579204</clusterCountPF>
3513           <clusterCountRaw>5232590</clusterCountRaw>
3514           <oneSig>1365.53</oneSig>
3515           <percentClustersPF>87.51</percentClustersPF>
3516           <signal20AsPctOf1>89.26</signal20AsPctOf1>
3517           <tileNumber>2106</tileNumber>
3518         </Tile>
3519         <Tile>
3520           <clusterCountPF>4682961</clusterCountPF>
3521           <clusterCountRaw>5469205</clusterCountRaw>
3522           <oneSig>1333.32</oneSig>
3523           <percentClustersPF>85.62</percentClustersPF>
3524           <signal20AsPctOf1>89.03</signal20AsPctOf1>
3525           <tileNumber>2107</tileNumber>
3526         </Tile>
3527         <Tile>
3528           <clusterCountPF>3928926</clusterCountPF>
3529           <clusterCountRaw>5870004</clusterCountRaw>
3530           <oneSig>1286.80</oneSig>
3531           <percentClustersPF>66.93</percentClustersPF>
3532           <signal20AsPctOf1>87.34</signal20AsPctOf1>
3533           <tileNumber>2108</tileNumber>
3534         </Tile>
3535         <Tile>
3536           <clusterCountPF>3556282</clusterCountPF>
3537           <clusterCountRaw>3852699</clusterCountRaw>
3538           <oneSig>1457.50</oneSig>
3539           <percentClustersPF>92.31</percentClustersPF>
3540           <signal20AsPctOf1>88.49</signal20AsPctOf1>
3541           <tileNumber>2201</tileNumber>
3542         </Tile>
3543         <Tile>
3544           <clusterCountPF>3741136</clusterCountPF>
3545           <clusterCountRaw>4072130</clusterCountRaw>
3546           <oneSig>1441.42</oneSig>
3547           <percentClustersPF>91.87</percentClustersPF>
3548           <signal20AsPctOf1>89.42</signal20AsPctOf1>
3549           <tileNumber>2202</tileNumber>
3550         </Tile>
3551         <Tile>
3552           <clusterCountPF>3842742</clusterCountPF>
3553           <clusterCountRaw>4212391</clusterCountRaw>
3554           <oneSig>1415.97</oneSig>
3555           <percentClustersPF>91.22</percentClustersPF>
3556           <signal20AsPctOf1>89.95</signal20AsPctOf1>
3557           <tileNumber>2203</tileNumber>
3558         </Tile>
3559         <Tile>
3560           <clusterCountPF>4140127</clusterCountPF>
3561           <clusterCountRaw>4577001</clusterCountRaw>
3562           <oneSig>1387.43</oneSig>
3563           <percentClustersPF>90.46</percentClustersPF>
3564           <signal20AsPctOf1>89.88</signal20AsPctOf1>
3565           <tileNumber>2204</tileNumber>
3566         </Tile>
3567         <Tile>
3568           <clusterCountPF>4372303</clusterCountPF>
3569           <clusterCountRaw>4862284</clusterCountRaw>
3570           <oneSig>1384.77</oneSig>
3571           <percentClustersPF>89.92</percentClustersPF>
3572           <signal20AsPctOf1>88.76</signal20AsPctOf1>
3573           <tileNumber>2205</tileNumber>
3574         </Tile>
3575         <Tile>
3576           <clusterCountPF>4531801</clusterCountPF>
3577           <clusterCountRaw>5119662</clusterCountRaw>
3578           <oneSig>1367.26</oneSig>
3579           <percentClustersPF>88.52</percentClustersPF>
3580           <signal20AsPctOf1>88.81</signal20AsPctOf1>
3581           <tileNumber>2206</tileNumber>
3582         </Tile>
3583         <Tile>
3584           <clusterCountPF>4148375</clusterCountPF>
3585           <clusterCountRaw>5301292</clusterCountRaw>
3586           <oneSig>1326.28</oneSig>
3587           <percentClustersPF>78.25</percentClustersPF>
3588           <signal20AsPctOf1>89.46</signal20AsPctOf1>
3589           <tileNumber>2207</tileNumber>
3590         </Tile>
3591         <Tile>
3592           <clusterCountPF>3747919</clusterCountPF>
3593           <clusterCountRaw>5523881</clusterCountRaw>
3594           <oneSig>1328.04</oneSig>
3595           <percentClustersPF>67.85</percentClustersPF>
3596           <signal20AsPctOf1>85.54</signal20AsPctOf1>
3597           <tileNumber>2208</tileNumber>
3598         </Tile>
3599         <Tile>
3600           <clusterCountPF>3685991</clusterCountPF>
3601           <clusterCountRaw>4034260</clusterCountRaw>
3602           <oneSig>1437.04</oneSig>
3603           <percentClustersPF>91.37</percentClustersPF>
3604           <signal20AsPctOf1>88.87</signal20AsPctOf1>
3605           <tileNumber>2301</tileNumber>
3606         </Tile>
3607         <Tile>
3608           <clusterCountPF>3894450</clusterCountPF>
3609           <clusterCountRaw>4285846</clusterCountRaw>
3610           <oneSig>1425.73</oneSig>
3611           <percentClustersPF>90.87</percentClustersPF>
3612           <signal20AsPctOf1>89.86</signal20AsPctOf1>
3613           <tileNumber>2302</tileNumber>
3614         </Tile>
3615         <Tile>
3616           <clusterCountPF>3941822</clusterCountPF>
3617           <clusterCountRaw>4382141</clusterCountRaw>
3618           <oneSig>1397.98</oneSig>
3619           <percentClustersPF>89.95</percentClustersPF>
3620           <signal20AsPctOf1>90.41</signal20AsPctOf1>
3621           <tileNumber>2303</tileNumber>
3622         </Tile>
3623         <Tile>
3624           <clusterCountPF>4299760</clusterCountPF>
3625           <clusterCountRaw>4825173</clusterCountRaw>
3626           <oneSig>1380.92</oneSig>
3627           <percentClustersPF>89.11</percentClustersPF>
3628           <signal20AsPctOf1>89.99</signal20AsPctOf1>
3629           <tileNumber>2304</tileNumber>
3630         </Tile>
3631         <Tile>
3632           <clusterCountPF>4523197</clusterCountPF>
3633           <clusterCountRaw>5101827</clusterCountRaw>
3634           <oneSig>1374.81</oneSig>
3635           <percentClustersPF>88.66</percentClustersPF>
3636           <signal20AsPctOf1>89.72</signal20AsPctOf1>
3637           <tileNumber>2305</tileNumber>
3638         </Tile>
3639         <Tile>
3640           <clusterCountPF>4658536</clusterCountPF>
3641           <clusterCountRaw>5357124</clusterCountRaw>
3642           <oneSig>1362.66</oneSig>
3643           <percentClustersPF>86.96</percentClustersPF>
3644           <signal20AsPctOf1>88.93</signal20AsPctOf1>
3645           <tileNumber>2306</tileNumber>
3646         </Tile>
3647         <Tile>
3648           <clusterCountPF>4706753</clusterCountPF>
3649           <clusterCountRaw>5569616</clusterCountRaw>
3650           <oneSig>1336.27</oneSig>
3651           <percentClustersPF>84.51</percentClustersPF>
3652           <signal20AsPctOf1>89.15</signal20AsPctOf1>
3653           <tileNumber>2307</tileNumber>
3654         </Tile>
3655         <Tile>
3656           <clusterCountPF>2196707</clusterCountPF>
3657           <clusterCountRaw>3787138</clusterCountRaw>
3658           <oneSig>1265.29</oneSig>
3659           <percentClustersPF>58.00</percentClustersPF>
3660           <signal20AsPctOf1>89.55</signal20AsPctOf1>
3661           <tileNumber>2308</tileNumber>
3662         </Tile>
3663         <readNumber>1</readNumber>
3664       </Read>
3665
3666       <laneNumber>8</laneNumber>
3667     </Lane>
3668   </TileResultsByLane>
3669 </BustardSummary>