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Alaris Capture Pro Software
Alaris Capture Pro Software
FyTek's PDF Meld Commercial Version 10.4 as of June 28, 2015 14:24:07
2019-03-12T15:41:23Z
Alaris Capture Pro Software
2019-03-13T22:02:51Z
2019-03-13T22:02:51Z
Adobe Acrobat 9.55 Paper Capture Plug-in
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(know )Tj
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(about )Tj
/T1_1 1 Tf
0 Tc 6.8001 0 0 6.8001 135.61 167.21 Tm
(A )Tj
/T1_0 1 Tf
-0.035 Tc 7.4631 0 0 7.9001 143.75 167.21 Tm
(we )Tj
0.05 Tc 9.8908 0 0 7.9001 156.71 167.21 Tm
(will )Tj
8.0538 0 0 7.9001 179.29 167.21 Tm
(bave )Tj
9.3131 0 0 7.9001 201.1 167.21 Tm
(to )Tj
8.9104 0 0 7.9001 213.11 167.21 Tm
(wri )Tj
9.647 0 0 7.9001 227.26 167.21 Tm
(te: )Tj
0 Tc 8.1 0 0 8.1 69.52 149.45 Tm
(C )Tj
0.05 Tc 12.6738 0 0 7.9001 78.37 149.45 Tm
(if )Tj
0.0267 Tc 8.1 0 0 8.1 90.92 149.45 Tm
(B: )Tj
0.05 Tc 9.2142 0 0 7.9001 108.87 149.45 Tm
(0.6 )Tj
8.337 0 0 7.9001 34.07 132.41 Tm
(where\267;0.6 )Tj
11.3168 0 0 7.2 78.63 132.41 Tm
(is )Tj
9.4714 0 0 7.9001 91.9 132.41 Tm
(tbe )Tj
8.808 0 0 7.9001 109.1 132.41 Tm
(frequency )Tj
8.6181 0 0 7.9001 152.87 132.41 Tm
(with )Tj
8.0075 0 0 7.9001 174.47 132.41 Tm
(which )Tj
0 Tc 7.9001 0 0 7.9001 201.11 132.41 Tm
(A )Tj
0.05 Tc 8.9672 0 0 7.9001 209.43 132.41 Tm
(appears. )Tj
12.2735 0 0 7.9001 35.19 115.12 Tm
(It )Tj
-0.035 Tc 7.8758 0 0 7.9001 48.71 115.12 Tm
(may )Tj
0.05 Tc 7.8097 0 0 7.2 67.69 115.12 Tm
(be )Tj
/T1_3 1 Tf
9.4505 0 0 7.1 80.75 115.12 Tm
(of )Tj
/T1_0 1 Tf
10.633 0 0 7.9001 94.23 115.12 Tm
(interest )Tj
9.8951 0 0 7.9001 134.86 115.12 Tm
(to )Tj
8.3861 0 0 7.9001 147.99 115.12 Tm
(examine )Tj
8.7429 0 0 7.9001 184.78 115.12 Tm
(the )Tj
9.9895 0 0 7.9001 202.3 115.12 Tm
(thesis )Tj
9.6313 0 0 7.9001 233.26 115.12 Tm
(that )Tj
10.8293 0 0 7.9001 254.77 115.12 Tm
(all )Tj
9.1301 0 0 7.9001 273.03 115.12 Tm
(cases )Tj
9.4598 0 0 7.9001 299.91 115.12 Tm
(of )Tj
9.3635 0 0 7.9001 313.44 115.12 Tm
(unoertainty )Tj
8.5133 0 0 7.9001 35.2 97.84 Tm
(can )Tj
7.8097 0 0 7.2 52.81 97.84 Tm
(be )Tj
9.0636 0 0 7.9001 65.42 97.84 Tm
(explained )Tj
8.0109 0 0 7.9001 108.88 97.84 Tm
(away )Tj
-0.035 Tc 7.7874 0 0 7.9001 132.49 97.84 Tm
(by )Tj
0.05 Tc 8.577 0 0 7.9001 145.43 97.84 Tm
(hidden )Tj
0.0329 Tc 7.9001 0 0 7.9001 175.92 97.84 Tm
(unknown )Tj
0.05 Tc 9.493 0 0 7.9001 211.58 97.84 Tm
(factors. )Tj
6.9566 0 0 4.8001 131.92 85.12 Tm
(-1-)Tj
7.279 0 0 4.8001 141.38 85.12 Tm
(__ )Tj
0 Tc 4.8001 0 0 4.8001 150.38 85.12 Tm
(. )Tj
-0.035 Tc 9.8462 0 0 12.2 192.34 46.73 Tm
(so )Tj
7.7087 0 0 7.9001 461.94 574.01 Tm
(To )Tj
0.05 Tc 9.3161 0 0 7.9001 474.62 574.01 Tm
(explain )Tj
8.2777 0 0 7.9001 508.55 574.01 Tm
(what )Tj
-0.035 Tc 7.6763 0 0 7.9001 530.15 574.01 Tm
(we )Tj
0.05 Tc 8.1627 0 0 7.9001 543.11 574.01 Tm
(want )Tj
9.6041 0 0 7.9001 565.42 574.01 Tm
(to )Tj
8.2327 0 0 7.9001 577.84 574.01 Tm
(do, )Tj
-0.035 Tc 7.6763 0 0 7.9001 594.95 574.01 Tm
(we )Tj
0.05 Tc 11.2899 0 0 7.9001 608.03 574.01 Tm
(first )Tj
8.9133 0 0 7.9001 633.77 574.01 Tm
(look )Tj
11.068 0 0 7.9001 655.09 574.01 Tm
(at )Tj
8.5545 0 0 7.9001 668.07 574.01 Tm
(an )Tj
8.2963 0 0 7.9001 681.27 574.01 Tm
(example. )Tj
8.0885 0 0 7.9001 461.92 557.92 Tm
(Cona1der )Tj
8.925 0 0 7.9001 501.34 557.92 Tm
(the )Tj
8.4832 0 0 7.9001 517.59 557.92 Tm
(ax1aa )Tj
8.4808 0 0 7.9001 543.96 557.92 Tm
(system )Tj
-0.035 Tc 6.9004 0 0 7.9001 573.35 557.92 Tm
(w1 )Tj
0.05 Tc 9.022 0 0 7.9001 582.94 557.92 Tm
(th )Tj
9.2893 0 0 7.9001 595.66 557.92 Tm
(the )Tj
8.6847 0 0 7.9001 612.15 557.92 Tm
(ax1aas )Tj
8.1466 0 0 7.9001 642.4 557.92 Tm
(and )Tj
10.0855 0 0 7.9001 659.27 557.92 Tm
(rules )Tj
10.1911 0 0 7.9001 685.15 557.92 Tm
(Hsted )Tj
-0.012 Tc 7.9001 0 0 7.9001 716.17 557.92 Tm
(belCIII: )Tj
/T1_1 1 Tf
-0.035 Tc 7.6262 0 0 8.3 460.36 541.13 Tm
(..Ax.LQu )Tj
0.05 Tc 8.539 0 0 7 461.85 525.77 Tm
(\(1\) )Tj
0 Tc 7 0 0 7 482.89 525.77 Tm
(A )Tj
0.05 Tc 12.0396 0 0 7 491.17 525.77 Tm
(-\) )Tj
7.2949 0 0 7 505.31 525.77 Tm
(\(B )Tj
12.0396 0 0 7 517.09 525.77 Tm
(-\) )Tj
7.0856 0 0 7 530.41 525.77 Tm
(A\) )Tj
/T1_0 1 Tf
0.0332 Tc 8.9 0 0 8.9 462.14 507.77 Tm
(\(2\) )Tj
-0.035 Tc 7.6716 0 0 8.9 483.51 507.77 Tm
(\(A )Tj
0.05 Tc 12.1388 0 0 8.9 495.22 507.77 Tm
(-\) )Tj
/T1_1 1 Tf
-0.035 Tc 7.7737 0 0 9.5 508.63 507.77 Tm
(B\) )Tj
0.05 Tc 11.6956 0 0 9.5 521.41 507.77 Tm
(-\) )Tj
/T1_0 1 Tf
10.0243 0 0 8.9 535.35 507.77 Tm
(\253B )Tj
12.1388 0 0 8.9 551.38 507.77 Tm
(-\) )Tj
-0.035 Tc 7.8948 0 0 8.9 564.64 507.77 Tm
(C\) )Tj
9.7492 0 0 10.6 577.33 507.77 Tm
(-> )Tj
7.4319 0 0 8.9 591.27 507.77 Tm
(\(A )Tj
0.05 Tc 12.1388 0 0 8.9 602.98 507.77 Tm
(-\) )Tj
-0.035 Tc 6.9227 0 0 8.9 616.01 507.77 Tm
(C\273 )Tj
0.0401 Tc 8.8 0 0 8.8 461.9 491.21 Tm
(\(3\) )Tj
0.05 Tc 19.9317 0 0 8.8 483.12 491.21 Tm
(\(, )Tj
0 Tc 8.8 0 0 8.8 499.88 491.21 Tm
(B )Tj
-0.035 Tc 9.7492 0 0 10.1 508.45 491.21 Tm
(-> )Tj
/T1_1 1 Tf
0 Tc 8.1 0 0 8.1 521.12 491.21 Tm
(i )Tj
/T1_0 1 Tf
-0.035 Tc 7.0993 0 0 8.8 530.15 491.21 Tm
(A\) )Tj
0.05 Tc 11.792 0 0 8.8 542.74 491.21 Tm
(-\) )Tj
-0.035 Tc 5.7684 0 0 8.8 556.5 491.21 Tm
(CA )Tj
0.05 Tc 11.0983 0 0 8.8 568.91 491.21 Tm
(-\) )Tj
-0.035 Tc 8.1494 0 0 8.8 581.48 491.21 Tm
(B\) )Tj
/C0_0 1 Tf
0 Tc 3.6001 0 0 6.4801 462.01 474.17 Tm
<0028007E00290020>Tj
/T1_0 1 Tf
0.05 Tc 9.3848 0 0 8.8 483.52 474.17 Tm
(\253A )Tj
-0.022 Tc 9.6 0 0 9.6 499.57 474.17 Tm
(-> )Tj
0 Tc 8.8 0 0 8.8 512.1 474.17 Tm
(I )Tj
-0.035 Tc 7.3359 0 0 8.8 521.51 474.17 Tm
(A\) )Tj
9.4624 0 0 9.6 534.37 474.17 Tm
(-> )Tj
7.3359 0 0 8.8 547.43 474.17 Tm
(A\) )Tj
0.05 Tc 11.4451 0 0 8.8 560.27 474.17 Tm
(-\) )Tj
0 Tc 8.8 0 0 8.8 573.1 474.17 Tm
(A )Tj
/T1_1 1 Tf
7 0 0 7 595.32 473.92 Tm
(\( )Tj
0.05 Tc 10.8962 0 0 7 601.15 473.92 Tm
(., )Tj
7.3719 0 0 7 611.76 473.92 Tm
(18 )Tj
10.582 0 0 9.4 623.32 473.92 Tm
(mill )Tj
/T1_0 1 Tf
-0.035 Tc 6.7016 0 0 8.8 459.94 457.61 Tm
(..IliU.A )Tj
0.0106 Tc 7.9001 0 0 7.9001 486.71 457.61 Tm
(modus )Tj
/T1_1 1 Tf
0.0342 Tc 7.3001 0 0 7.3001 512.74 457.61 Tm
(ponens )Tj
/T1_0 1 Tf
-0.035 Tc 6.9589 0 0 7.6 495.83 440.33 Tm
(A, )Tj
0 Tc 7.6 0 0 7.6 508.55 440.33 Tm
(A )Tj
/T1_1 1 Tf
-0.0317 Tc 9.7 0 0 9.7 516.63 440.33 Tm
(-> )Tj
/T1_0 1 Tf
0 Tc 7.6 0 0 7.6 529.89 440.33 Tm
(B )Tj
/T1_1 1 Tf
7.2 0 0 7.2 512.49 423.52 Tm
(B )Tj
/T1_0 1 Tf
0.0216 Tc 7.9001 0 0 7.9001 460.73 405.29 Tm
(The )Tj
0.05 Tc 8.2022 0 0 7.9001 478 405.29 Tm
(above )Tj
-0.0013 Tc 7.9001 0 0 7.9001 503.92 405.29 Tm
(ax10m )Tj
0.05 Tc 8.5608 0 0 7.9001 530.76 405.29 Tm
(system )Tj
9.0298 0 0 7.9001 561.98 405.29 Tm
(forcea )Tj
9.4714 0 0 7.9001 592.06 405.29 Tm
(tbe )Tj
8.7863 0 0 7.9001 609.05 405.29 Tm
(lOgic )Tj
9.8951 0 0 7.9001 635.02 405.29 Tm
(to )Tj
0.0084 Tc 7.9001 0 0 7.9001 648.25 405.29 Tm
(be )Tj
0 Tc 1.538 0 Td
(a )Tj
0.05 Tc 8.6622 0 0 7.9001 669.26 405.29 Tm
(fuzzy )Tj
8.6991 0 0 7.9001 694.97 405.29 Tm
(lOgic, )Tj
7.9458 0 0 7.9001 724.79 405.29 Tm
(w1th )Tj
0 Tc 7.9001 0 0 7.9001 746.79 405.29 Tm
(3 )Tj
0.05 Tc 9.0684 0 0 7.9001 755.74 405.29 Tm
(values. )Tj
8.381 0 0 7.9001 460.97 389.92 Tm
(True, )Tj
9.786 0 0 7.9001 486.61 389.92 Tm
(falae )Tj
8.1466 0 0 7.9001 512.32 389.92 Tm
(and )Tj
0.0311 Tc 7.9001 0 0 7.9001 529.91 389.92 Tm
(medium. )Tj
0.05 Tc 11.9016 0 0 7.9001 460.96 371.92 Tm
(It )Tj
/T1_1 1 Tf
-0.035 Tc 5.4027 0 0 7.1 474.79 371.92 Tm
(111 )Tj
/T1_0 1 Tf
0.05 Tc 9.4714 0 0 7.9001 489.34 371.92 Tm
(the )Tj
9.2677 0 0 7.9001 507.59 371.92 Tm
(well )Tj
0.0261 Tc 7.9001 0 0 7.9001 531.35 371.92 Tm
(known )Tj
0.05 Tc 9.6803 0 0 7.9001 559.36 371.92 Tm
(logic )Tj
-0.035 Tc 7.6782 0 0 7.9001 586.28 371.92 Tm
(L3 )Tj
0.05 Tc 9.4598 0 0 7.9001 600.39 371.92 Tm
(of )Tj
7.9245 0 0 7.9001 613.88 371.92 Tm
(Lukall1ew1tz. )Tj
9.1977 0 0 7.9001 680.23 370.24 Tm
(S1milarly )Tj
8.0389 0 0 7.9001 725.68 370.24 Tm
(one )Tj
8.677 0 0 7.9001 743.68 370.24 Tm
(can )Tj
9.9309 0 0 7.9001 761.99 370.24 Tm
(write )Tj
7.9572 0 0 7.9001 460.48 354.41 Tm
(ax10ms )Tj
8.1466 0 0 7.9001 491.2 354.41 Tm
(and )Tj
9.8667 0 0 7.9001 508.07 354.41 Tm
(rule )Tj
0 Tc 7.9001 0 0 7.9001 525.52 354.41 Tm
(a )Tj
0.05 Tc 9.6041 0 0 7.9001 533.98 354.41 Tm
(to )Tj
0.0299 Tc 7.9001 0 0 7.9001 546.23 354.41 Tm
(make )Tj
0.05 Tc 8.925 0 0 7.9001 569.26 354.41 Tm
(the )Tj
8.3087 0 0 7.9001 585.31 354.41 Tm
(10810 )Tj
8.6622 0 0 7.9001 611.42 354.41 Tm
(fuzzy )Tj
8.1696 0 0 7.9001 637.43 354.41 Tm
(w1th )Tj
8.7989 0 0 7.9001 659.67 354.41 Tm
(an )Tj
9.3777 0 0 7.9001 672.4 354.41 Tm
(1nf1nite )Tj
8.0735 0 0 7.9001 711.35 354.41 Tm
(number )Tj
/T1_3 1 Tf
9.7284 0 0 7.1 742.9 354.41 Tm
(of )Tj
/T1_0 1 Tf
9.0684 0 0 7.9001 755.74 354.41 Tm
(values. )Tj
9.5636 0 0 7.9001 460.7 337.85 Tm
(Clasa10al )Tj
8.6739 0 0 7.9001 507.06 337.85 Tm
(10g10 )Tj
8.827 0 0 7.9001 534.88 337.85 Tm
(oan )Tj
8.2978 0 0 7.9001 553.45 337.85 Tm
(be )Tj
9.3173 0 0 7.9001 566.31 337.85 Tm
(obta1ned )Tj
0.0425 Tc 7.9001 0 0 7.9001 608.65 337.85 Tm
(by )Tj
0.05 Tc 9.1416 0 0 7.9001 621.58 337.85 Tm
(vary1ng )Tj
10.2 0 0 7.9001 658.78 337.85 Tm
(tbe )Tj
9.1097 0 0 7.9001 676.95 337.85 Tm
(axioms. )Tj
9.7243 0 0 7.9001 718.73 337.85 Tm
(Intu1 )Tj
10.0704 0 0 7.9001 742.78 337.85 Tm
(tioD1atio )Tj
10.3987 0 0 7.9001 460.47 321.05 Tm
(logio )Tj
8.827 0 0 7.9001 490.72 321.05 Tm
(oan )Tj
10.1606 0 0 7.9001 511.1 321.05 Tm
(also )Tj
8.2978 0 0 7.9001 536.17 321.05 Tm
(be )Tj
9.8048 0 0 7.9001 551.67 321.05 Tm
(obtained )Tj
0.0425 Tc 7.9001 0 0 7.9001 596.65 321.05 Tm
(by )Tj
0.05 Tc 9.7506 0 0 7.9001 611.98 321.05 Tm
(varying )Tj
9.6536 0 0 7.9001 652.3 321.05 Tm
(the )Tj
9.1798 0 0 7.9001 672.15 321.05 Tm
(axioms. )Tj
9.2342 0 0 7.9001 712.87 321.05 Tm
(See )Tj
9.8357 0 0 7.9001 734.38 321.05 Tm
(tbe )Tj
8.9809 0 0 7.9001 754.71 321.05 Tm
(end )Tj
/T1_2 1 Tf
11.3026 0 0 9 775.83 321.05 Tm
(ot )Tj
/T1_0 1 Tf
7.9512 0 0 7.9001 461.03 305.69 Tm
(Appendix )Tj
8.8938 0 0 7.6 500.09 305.69 Tm
(1. )Tj
0.0216 Tc 7.9001 0 0 7.9001 460.73 288.17 Tm
(The )Tj
0.05 Tc 8.2048 0 0 7.9001 477.99 288.17 Tm
(follCllling )Tj
8.5133 0 0 7.9001 521.2 288.17 Tm
(can )Tj
8.0538 0 0 7.9001 538.57 288.17 Tm
(be )Tj
-0.0027 Tc 7.9001 0 0 7.9001 551.68 288.17 Tm
(abown )Tj
/T1_1 1 Tf
0.05 Tc 7.5273 0 0 7.1 577.79 288.17 Tm
(\(D. )Tj
/T1_0 1 Tf
9.486 0 0 7.9001 594.31 288.17 Tm
(Soott\): )Tj
-0.035 Tc 7.7963 0 0 7.9001 461.01 270.64 Tm
(Many )Tj
0.05 Tc 8.5848 0 0 7.9001 484.78 270.64 Tm
(valued )Tj
9.5006 0 0 7.9001 515.92 270.64 Tm
(logios )Tj
8.9791 0 0 7.4001 548.05 270.64 Tm
(\(1... )Tj
8.6622 0 0 7.9001 571.82 270.64 Tm
(fuzzy )Tj
8.5261 0 0 7.9001 599.21 270.64 Tm
(lOgic\) )Tj
9.7252 0 0 7.9001 629.42 270.64 Tm
(are )Tj
9.0471 0 0 7.9001 648.43 270.64 Tm
(Juat )Tj
9.4099 0 0 7.9001 670.79 270.64 Tm
(Uke )Tj
8.1466 0 0 7.9001 693.52 270.64 Tm
(any )Tj
9.5674 0 0 7.9001 712.23 270.64 Tm
(other )Tj
9.548 0 0 7.9001 739.6 270.64 Tm
(logio, )Tj
/T1_1 1 Tf
-0.035 Tc 6.7307 0 0 7.2 772 270.64 Tm
(&Dd )Tj
/T1_0 1 Tf
0.05 Tc 8.1859 0 0 7.9001 461.2 253.85 Tm
(can )Tj
0.0388 Tc 7.9001 0 0 7.9001 478.57 253.85 Tm
(be )Tj
0.05 Tc 8.988 0 0 7.9001 491.44 253.85 Tm
(described )Tj
9.0302 0 0 7.9001 534.96 253.85 Tm
(using )Tj
8.4482 0 0 7.9001 561.27 253.85 Tm
(axioms )Tj
8.3032 0 0 7.9001 592.48 253.85 Tm
(and )Tj
9.9734 0 0 7.9001 610.31 253.85 Tm
(rules )Tj
10.3595 0 0 7.9001 636.63 253.85 Tm
(in )Tj
0 Tc 7.9001 0 0 7.9001 650.32 253.85 Tm
(a )Tj
0.05 Tc 8.3445 0 0 7.9001 659.19 253.85 Tm
(framework )Tj
0.0488 Tc 7.9001 0 0 7.9001 704.39 253.85 Tm
(wh1ch )Tj
0.05 Tc 11.6597 0 0 7.9001 731.9 253.85 Tm
(is )Tj
9.085 0 0 7.9001 745.67 253.85 Tm
(not )Tj
8.6622 0 0 7.9001 763.34 253.85 Tm
(fuzzy )Tj
10.7518 0 0 7.9001 460.69 237.29 Tm
(at )Tj
11.2713 0 0 7.9001 474.12 237.29 Tm
(all )Tj
8.4248 0 0 7.9001 492.01 237.29 Tm
(but )Tj
11.9301 0 0 7.9001 508.78 237.29 Tm
(hu )Tj
9.2893 0 0 7.9001 526.3 237.29 Tm
(tbe )Tj
8.117 0 0 7.9001 543.82 237.29 Tm
(two )Tj
9.0684 0 0 7.9001 561.34 237.29 Tm
(values, )Tj
9.6707 0 0 7.9001 596.86 237.29 Tm
(trutb )Tj
8.3032 0 0 7.9001 622 237.29 Tm
(and )Tj
10.3236 0 0 7.9001 639.25 237.29 Tm
(falsity. )Tj
0.0216 Tc 7.9001 0 0 7.9001 460.97 219.77 Tm
(Tbe )Tj
0.05 Tc 9.4757 0 0 7.9001 479.44 219.77 Tm
(implications )Tj
9.4598 0 0 7.9001 537.51 219.77 Tm
(of )Tj
9.1072 0 0 7.9001 552.46 219.77 Tm
(the )Tj
8.2954 0 0 7.9001 570.16 219.77 Tm
(above )Tj
9.6041 0 0 7.9001 598.06 219.77 Tm
(to )Tj
8.8348 0 0 7.9001 611.68 219.77 Tm
(our )Tj
9.1827 0 0 7.9001 630.49 219.77 Tm
(plans )Tj
9.5417 0 0 7.9001 657.26 219.77 Tm
(are )Tj
9.1461 0 0 7.9001 676.23 219.77 Tm
(considerable. )Tj
-0.035 Tc 6.6055 0 0 7.9001 742.54 219.77 Tm
(We )Tj
0.05 Tc 8.0692 0 0 7.9001 757.6 219.77 Tm
(do )Tj
9.085 0 0 7.9001 772.07 219.77 Tm
(not )Tj
8.0288 0 0 7.9001 461.27 203.21 Tm
(need )Tj
9.3743 0 0 7.9001 482.88 203.21 Tm
(uncertainty )Tj
8.1526 0 0 7.9001 535.43 203.21 Tm
(numbers )Tj
10.3595 0 0 7.9001 570.87 203.21 Tm
(in )Tj
9.2284 0 0 7.9001 584.31 203.21 Tm
(order )Tj
9.3131 0 0 7.9001 611.26 203.21 Tm
(to )Tj
9.2233 0 0 7.9001 623.91 203.21 Tm
(describe )Tj
9.3417 0 0 7.9001 663.36 203.21 Tm
(uncertainty. )Tj
-0.035 Tc 7.5044 0 0 7.9001 724.06 203.21 Tm
(W. )Tj
0.05 Tc 8.1965 0 0 7.9001 737.68 203.21 Tm
(oan )Tj
8.8367 0 0 7.9001 754.95 203.21 Tm
(aohieve )Tj
9.1072 0 0 7.9001 461.74 187.13 Tm
(the )Tj
10.3421 0 0 7.9001 478.69 187.13 Tm
(ettect )Tj
-0.035 Tc 7.7874 0 0 7.9001 509.05 187.13 Tm
(by )Tj
0.05 Tc 8.1916 0 0 7.9001 521.68 187.13 Tm
(Choosing )Tj
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