X Y Primary Secondary Declustering_Weight 39.5 18.5 .06 .22 1.619 5.5 1.5 .06 .27 1.619 38.5 5.5 .08 .40 1.416 20.5 1.5 .09 .39 1.821 27.5 14.5 .09 .24 1.349 40.5 21.5 .10 .48 .944 15.5 3.5 .10 .21 1.214 6.5 25.5 .11 .36 1.619 38.5 21.5 .11 .22 1.146 23.5 18.5 .16 .30 1.821 .5 25.5 .16 .31 1.349 9.5 19.5 .17 .30 1.012 36.5 43.5 .18 1.60 .944 21.5 5.5 .19 .59 1.416 13.5 3.5 .19 .18 1.146 40.5 7.5 .19 .75 1.012 31.5 17.5 .22 .44 1.619 46.5 40.5 .24 .58 1.821 10.5 7.5 .26 .54 1.281 28.5 11.5 .28 .62 1.551 8.5 7.5 .28 .97 1.281 47.5 .5 .31 2.88 2.023 4.5 37.5 .32 .35 .944 14.5 21.5 .33 .48 1.619 22.5 48.5 .34 .48 2.023 18.5 6.5 .34 .23 1.619 3.5 38.5 .34 .51 .944 11.5 46.5 .40 .47 1.079 31.5 26.5 .45 .74 1.619 14.5 29.5 .46 2.52 1.025 14.5 43.5 .51 1.21 1.079 38.5 28.5 .57 5.55 1.083 45.5 14.5 .62 2.30 1.281 4.5 30.5 .65 1.06 1.416 6.5 41.5 .67 .43 1.821 7.5 12.5 .71 2.07 1.551 26.5 23.5 .79 1.40 1.281 8.5 45.5 .81 .80 1.821 14.5 46.5 .83 .72 1.079 13.5 24.5 .84 .60 1.012 26.5 1.5 .89 1.01 1.619 33.5 7.5 .92 .99 1.619 45.5 22.5 .93 1.29 1.416 48.5 25.5 .94 1.06 1.619 35.5 10.5 .96 .66 1.214 34.5 14.5 .99 .52 1.214 13.5 39.5 .99 1.53 1.821 7.5 18.5 1.01 .67 1.214 15.5 27.5 1.02 .66 1.146 3.5 33.5 1.10 1.09 1.146 11.5 15.5 1.11 .42 1.315 22.5 30.5 1.21 2.16 1.416 45.5 29.5 1.21 2.07 1.619 13.5 12.5 1.27 .61 1.517 22.5 11.5 1.34 2.15 1.821 17.5 34.5 1.36 2.58 1.619 39.5 43.5 1.37 1.45 1.146 3.5 23.5 1.38 .99 .944 30.5 22.5 1.38 1.37 1.416 46.5 13.5 1.66 4.68 1.079 30.5 9.5 1.70 1.30 1.349 27.5 32.5 1.71 3.61 .944 12.5 34.5 1.78 6.25 1.497 25.5 4.5 1.81 1.37 1.416 27.5 34.5 1.82 4.73 1.146 45.5 6.5 1.89 1.89 2.023 3.5 47.5 1.96 3.47 2.023 33.5 31.5 1.98 4.96 .571 41.5 26.5 2.13 1.80 1.281 19.5 20.5 2.17 1.41 1.416 .5 41.5 2.33 1.98 1.619 5.5 22.5 2.34 1.25 .944 43.5 10.5 2.47 1.80 .877 41.5 45.5 2.75 2.65 1.619 28.5 42.5 2.76 7.66 .573 21.5 34.5 2.84 3.66 1.416 16.5 13.5 2.99 2.74 .870 23.5 24.5 3.04 1.66 1.079 2.5 1.5 3.33 1.89 1.619 47.5 44.5 3.35 2.94 1.821 39.5 38.5 3.51 .87 .958 46.5 34.5 3.81 4.44 2.023 35.5 45.5 4.60 4.70 .787 25.5 25.5 4.89 2.10 1.281 28.5 44.5 5.05 5.18 .587 19.5 42.5 5.15 2.19 2.023 38.5 36.5 5.31 3.29 .347 2.5 9.5 6.26 17.02 .292 32.5 36.5 6.41 2.45 .348 .5 8.5 6.49 14.95 .328 31.5 45.5 7.53 10.21 .306 9.5 29.5 8.03 5.21 .445 39.5 31.5 8.34 8.02 .341 17.5 15.5 9.08 3.32 .445 2.5 14.5 10.27 5.67 .429 30.5 41.5 17.19 10.10 .360 35.5 32.5 18.76 10.76 .261 37.5 36.5 3.64 3.86 .311 38.5 35.5 3.59 4.99 .324 38.5 37.5 9.08 1.68 .499 39.5 36.5 2.22 3.23 .482 1.5 9.5 7.56 19.74 .272 2.5 8.5 8.90 12.32 .348 2.5 10.5 2.55 15.91 .309 3.5 9.5 7.92 12.01 .444 31.5 36.5 4.29 2.49 .438 32.5 35.5 2.33 2.30 .335 32.5 37.5 3.21 2.75 .510 33.5 36.5 7.71 2.82 .315 .5 7.5 12.74 14.04 .682 .5 9.5 15.77 22.46 .272 1.5 8.5 20.35 14.09 .328 30.5 45.5 5.54 9.00 .339 31.5 44.5 5.38 9.08 .306 31.5 46.5 15.77 11.87 .665 32.5 45.5 10.20 9.61 .360 8.5 29.5 9.01 4.38 .566 9.5 28.5 9.27 4.40 .769 9.5 30.5 3.56 5.84 .546 10.5 29.5 2.52 6.19 .479 38.5 31.5 18.64 11.79 .298 39.5 30.5 7.94 7.09 .425 39.5 32.5 2.28 9.32 .341 40.5 31.5 2.51 4.96 .493 16.5 15.5 19.44 3.60 .445 17.5 14.5 2.96 3.17 .546 17.5 16.5 2.97 3.62 .566 18.5 15.5 4.92 2.86 .769 1.5 14.5 5.54 5.92 .733 2.5 13.5 8.71 11.72 .345 2.5 15.5 2.74 4.07 .789 3.5 14.5 3.61 5.03 .497 29.5 41.5 58.32 10.26 .450 30.5 40.5 11.08 9.31 .396 30.5 42.5 21.08 10.26 .326 31.5 41.5 22.75 8.21 .427 34.5 32.5 9.42 6.76 .413 35.5 31.5 8.48 12.78 .419 35.5 33.5 2.82 9.21 .271 36.5 32.5 5.26 12.40 .252