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q
403.1999969 0 0 336.9600067 0 239.0399933 cm
/Im0 Do
Q
q
403.1999969 0 0 239.0399933 0 0 cm
/Im1 Do
Q
BT
/T1_0 1 Tf
0.0186 Tc 3 Tr 9.5 0 0 9.5 14.86 545.77 Tm
(Therefore, )Tj
0.05 Tc 10.4378 0 0 9.6 15.37 512.11 Tm
(Case )Tj
/T1_1 1 Tf
0.0461 Tc 9.3 0 0 9.3 41.52 512.11 Tm
(2. )Tj
/T1_2 1 Tf
0 Tc 8.7 0 0 8.7 53.58 512.11 Tm
(j )Tj
/T1_0 1 Tf
12.1 0 0 12.1 61.14 512.11 Tm
(= )Tj
-0.035 Tc 9.0505 0 0 9.6 70.87 512.11 Tm
(2. )Tj
0.0465 Tc 9.5 0 0 9.5 29.62 500.95 Tm
(The )Tj
0.0244 Tc 2.056 0 Td
(proof )Tj
-0.035 Tc 9.3682 0 0 9.5 73.54 500.95 Tm
(is )Tj
0.0189 Tc 9.5 0 0 9.5 82.85 500.95 Tm
(similar )Tj
0.0401 Tc 3.214 0 Td
(to )Tj
0.0044 Tc 1.223 0 Td
(Case )Tj
-0.035 Tc 8.9497 0 0 9.5 147.65 500.95 Tm
(1. )Tj
0.05 Tc 10.4378 0 0 9.6 15.55 484.75 Tm
(Case )Tj
/T1_1 1 Tf
9.2569 0 0 8.9 41.72 484.75 Tm
(3. )Tj
/T1_2 1 Tf
0 Tc 8.5 0 0 8.5 53.94 484.75 Tm
(j )Tj
/T1_0 1 Tf
-0.035 Tc 9.0253 0 0 9.6 71 484.75 Tm
(3. )Tj
0.0138 Tc 9.5 0 0 9.5 30.01 473.23 Tm
(Let )Tj
/T1_2 1 Tf
0 Tc 9.2 0 0 9.2 47.93 473.23 Tm
(C)Tj
/T1_0 1 Tf
6.4001 0 0 6.4001 53.6 471.79 Tm
(1 )Tj
/T1_2 1 Tf
0.05 Tc 10.9262 0 0 8.2 74.71 473.23 Tm
(Al )Tj
0 Tc 8.2 0 0 8.2 89.63 473.23 Tm
(U )Tj
/T1_3 1 Tf
-0.035 Tc 8.9107 0 0 9.9 98.96 473.23 Tm
(A32 )Tj
/T1_0 1 Tf
0.0419 Tc 9.5 0 0 9.5 117.98 473.23 Tm
(and )Tj
/T1_2 1 Tf
0 Tc 9.2 0 0 9.2 137.39 473.23 Tm
(C)Tj
/T1_0 1 Tf
6.4001 0 0 6.4001 142.7 471.97 Tm
(2 )Tj
/T1_2 1 Tf
8.7 0 0 8.7 152.14 473.23 Tm
(= )Tj
/T1_3 1 Tf
-0.0325 Tc 9.9 0 0 9.9 164.49 473.23 Tm
(A2 )Tj
/T1_2 1 Tf
0 Tc 8.2 0 0 8.2 179.27 473.23 Tm
(U )Tj
/T1_3 1 Tf
9.9 0 0 9.9 189.15 473.23 Tm
(A)Tj
-0.035 Tc 5.928 0 0 9.9 197.05 471.97 Tm
(31)Tj
0 Tc 9.9 0 0 9.9 204.74 473.23 Tm
(. )Tj
/T1_0 1 Tf
0.0412 Tc 9.5 0 0 9.5 215.74 473.23 Tm
(Then )Tj
/T1_2 1 Tf
0 Tc 9.2 0 0 9.2 241.43 473.23 Tm
(C)Tj
/T1_0 1 Tf
6.4001 0 0 6.4001 247.09 472.15 Tm
(l )Tj
0.0324 Tc 9.5 0 0 9.5 254.96 473.23 Tm
(and )Tj
/T1_2 1 Tf
0 Tc 9.2 0 0 9.2 274.91 473.23 Tm
(C)Tj
/T1_0 1 Tf
6.4001 0 0 6.4001 280.04 472.15 Tm
(2 )Tj
0.0118 Tc 9.5 0 0 9.5 288.44 473.23 Tm
(are )Tj
0.0109 Tc 1.763 0 Td
(collections )Tj
0.05 Tc 9.5989 0 0 9.5 352.35 473.23 Tm
(of )Tj
0.0261 Tc 9.5 0 0 9.5 15.66 461.53 Tm
(uncomplemented )Tj
0.0157 Tc 7.66 0 Td
(subsets )Tj
0.0028 Tc 3.395 0 Td
(from )Tj
/T1_3 1 Tf
0.0058 Tc 10.1 0 0 10.1 143.44 461.53 Tm
(S. )Tj
/T1_0 1 Tf
-0.0325 Tc 9.5 0 0 9.5 157.42 461.53 Tm
(To )Tj
0.0121 Tc 1.473 0 Td
(show )Tj
0.05 Tc 10.1785 0 0 9.5 196.18 461.53 Tm
(that )Tj
0.0338 Tc 9.5 0 0 9.5 217.06 461.53 Tm
(they )Tj
0.0118 Tc 2.246 0 Td
(are )Tj
0.0233 Tc 1.651 0 Td
(incomparable, )Tj
-0.035 Tc 7.8362 0 0 9.5 314.99 461.53 Tm
(we )Tj
0.05 Tc 9.5637 0 0 9.5 327.95 461.53 Tm
(need )Tj
9.8224 0 0 9.5 351.7 461.53 Tm
(to )Tj
-0.0005 Tc 9.5 0 0 9.5 15.53 449.47 Tm
(show )Tj
0.05 Tc 10.0691 0 0 9.5 39.4 449.47 Tm
(that )Tj
-0.035 Tc 9.3407 0 0 9.6 60.4 449.47 Tm
(if )Tj
/T1_3 1 Tf
0 Tc 9.9 0 0 9.9 69.09 449.47 Tm
(A )Tj
/T1_2 1 Tf
8.1 0 0 8.1 79.55 449.47 Tm
(E )Tj
9.2 0 0 9.2 88.43 449.47 Tm
(C)Tj
6.1 0 0 6.1 94.21 448.03 Tm
(l)Tj
0.613 0.236 Td
(, )Tj
/T1_3 1 Tf
9.9 0 0 9.9 101.67 449.47 Tm
(A )Tj
/T1_2 1 Tf
8.7 0 0 8.7 111.64 449.47 Tm
(= )Tj
/T1_3 1 Tf
-0.035 Tc 8.6762 0 0 9.9 121.99 449.47 Tm
(A32 )Tj
/T1_2 1 Tf
0 Tc 8.1 0 0 8.1 139.67 449.47 Tm
(E )Tj
/T1_3 1 Tf
9.9 0 0 9.9 149.01 449.47 Tm
(A)Tj
-0.035 Tc 6.3105 0 0 9.9 156.72 448.21 Tm
(32)Tj
0 Tc 9.9 0 0 9.9 164.38 449.47 Tm
(, )Tj
/T1_0 1 Tf
0.0419 Tc 9.5 0 0 9.5 169.82 449.47 Tm
(and )Tj
/T1_3 1 Tf
0 Tc 10.2 0 0 10.2 188.9 449.47 Tm
(B )Tj
/T1_2 1 Tf
8.1 0 0 8.1 200.15 449.47 Tm
(E )Tj
/T1_3 1 Tf
10.2 0 0 10.2 209.14 449.47 Tm
(C)Tj
9.9 0 0 9.9 214.7 448.21 Tm
(2)Tj
0.463 0.127 Td
(, )Tj
10.2 0 0 10.2 222.92 449.47 Tm
(B )Tj
/T1_2 1 Tf
8.7 0 0 8.7 233.5 449.47 Tm
(= )Tj
/T1_3 1 Tf
-0.035 Tc 8.2073 0 0 9.9 244.03 449.47 Tm
(A31 )Tj
/T1_2 1 Tf
0 Tc 8.1 0 0 8.1 261.17 449.47 Tm
(E )Tj
/T1_3 1 Tf
9.9 0 0 9.9 270.69 449.47 Tm
(A)Tj
-0.035 Tc 5.928 0 0 9.9 278.77 448.21 Tm
(31)Tj
0 Tc 9.9 0 0 9.9 286.24 449.47 Tm
(, )Tj
/T1_0 1 Tf
0.0338 Tc 9.5 0 0 9.5 291.76 449.47 Tm
(then )Tj
/T1_3 1 Tf
0.05 Tc 10.8953 0 0 9.9 313.36 449.47 Tm
(Art )Tj
/T1_0 1 Tf
11.9872 0 0 9.5 332.95 449.47 Tm
(Band )Tj
/T1_4 1 Tf
0 Tc 9.3 0 0 9.3 15.9 437.59 Tm
(B )Tj
/T1_3 1 Tf
-0.035 Tc 8.8453 0 0 14.9 26.93 437.59 Tm
(ct )Tj
-0.0189 Tc 9.9 0 0 9.9 37.59 437.59 Tm
(A. )Tj
/T1_0 1 Tf
-0.035 Tc 8.9646 0 0 9.5 51.82 437.59 Tm
(Vie )Tj
0.0033 Tc 9.5 0 0 9.5 68.13 437.59 Tm
(observe )Tj
0.05 Tc 9.8502 0 0 9.5 101.68 437.59 Tm
(that )Tj
/T1_3 1 Tf
-0.035 Tc 8.4418 0 0 9.9 122.35 437.59 Tm
(A32 )Tj
8.5773 0 0 14.9 139.79 437.59 Tm
(ct )Tj
0 Tc 9.9 0 0 9.9 150.45 437.59 Tm
(A)Tj
-0.035 Tc 7.439 0 0 9.9 157.07 436.51 Tm
(3I)Tj
0 Tc 9.9 0 0 9.9 164.49 437.59 Tm
(\267 )Tj
/T1_0 1 Tf
0.0322 Tc 9.5 0 0 9.5 171.62 437.59 Tm
(Otherwise, )Tj
/T1_3 1 Tf
-0.035 Tc 9.4648 0 0 9.9 220.46 437.59 Tm
(A3l )Tj
/T1_0 1 Tf
0 Tc 8.3 0 0 8.3 237.88 437.59 Tm
(C )Tj
/T1_3 1 Tf
9.9 0 0 9.9 248.19 437.59 Tm
(A)Tj
-0.035 Tc 6.3105 0 0 9.9 254.64 436.51 Tm
(32)Tj
0 Tc 9.9 0 0 9.9 262.16 437.59 Tm
(. )Tj
/T1_0 1 Tf
0.05 Tc 9.8199 0 0 9.5 269.42 437.59 Tm
(But )Tj
/T1_3 1 Tf
-0.035 Tc 9.3406 0 0 9.9 288.68 437.59 Tm
(A3I )Tj
/T1_0 1 Tf
9.0754 0 0 9.5 305.93 437.59 Tm
(is )Tj
8.9275 0 0 9.3 315.47 437.59 Tm
(in )Tj
/T1_3 1 Tf
-0.0299 Tc 9.9 0 0 9.9 325.59 437.59 Tm
(A13 )Tj
/T1_0 1 Tf
0.05 Tc 9.6349 0 0 9.5 344.96 437.59 Tm
(and )Tj
/T1_3 1 Tf
-0.035 Tc 8.559 0 0 9.9 15.97 426.25 Tm
(A32 )Tj
/T1_0 1 Tf
9.3682 0 0 9.5 32.68 426.25 Tm
(is )Tj
-0.0219 Tc 9.5 0 0 9.5 41.68 426.25 Tm
(in )Tj
/T1_3 1 Tf
0 Tc 9.9 0 0 9.9 52.17 426.25 Tm
(A)Tj
-0.035 Tc 6.2468 0 0 9.9 59.56 424.81 Tm
(23)Tj
0 Tc 9.9 0 0 9.9 67.18 426.25 Tm
(, )Tj
/T1_0 1 Tf
-0.0031 Tc 9.5 0 0 9.5 71.99 426.25 Tm
(which )Tj
0.0299 Tc 2.739 0 Td
(contradicts )Tj
0.0449 Tc 5.009 0 Td
(the )Tj
0.0191 Tc 1.621 0 Td
(fact )Tj
0.05 Tc 10.2879 0 0 9.5 179.43 426.25 Tm
(that )Tj
/T1_2 1 Tf
11.1179 0 0 8.2 199.63 426.25 Tm
(Al )Tj
/T1_0 1 Tf
0.0419 Tc 9.5 0 0 9.5 213.92 426.25 Tm
(and )Tj
/T1_3 1 Tf
-0.035 Tc 9.7549 0 0 9.9 231.63 426.25 Tm
(A2 )Tj
/T1_0 1 Tf
0.0118 Tc 9.5 0 0 9.5 245.24 426.25 Tm
(are )Tj
0.0217 Tc 1.556 0 Td
(incomparable. )Tj
0.022 Tc 6.376 0 Td
(Similarly, )Tj
/T1_3 1 Tf
-0.035 Tc 8.3245 0 0 9.9 16.15 414.73 Tm
(A31 )Tj
8.5773 0 0 14.9 33.41 414.73 Tm
(ct )Tj
0 Tc 9.9 0 0 9.9 43.35 414.73 Tm
(A)Tj
-0.035 Tc 6.3105 0 0 9.9 50.34 413.11 Tm
(32)Tj
0 Tc 9.9 0 0 9.9 58.04 414.73 Tm
(. )Tj
/T1_0 1 Tf
0.0123 Tc 9.5 0 0 9.5 64 414.73 Tm
(Therefore, )Tj
/T1_2 1 Tf
0 Tc 9.2 0 0 9.2 108.77 414.73 Tm
(C)Tj
/T1_0 1 Tf
6.4001 0 0 6.4001 114.26 413.11 Tm
(I )Tj
0.0419 Tc 9.5 0 0 9.5 120.86 414.73 Tm
(and )Tj
/T1_2 1 Tf
0 Tc 9.2 0 0 9.2 138.83 414.73 Tm
(C)Tj
/T1_0 1 Tf
6.4001 0 0 6.4001 144.14 413.29 Tm
(2 )Tj
0.0213 Tc 9.5 0 0 9.5 151.28 414.73 Tm
(are )Tj
0.0312 Tc 1.651 0 Td
(incomparable. )Tj
-0.0076 Tc -14.377 -1.232 Td
(By )Tj
0.0333 Tc 1.512 0 Td
(Theorem )Tj
0 Tc 9.3 0 0 9.3 85 403.03 Tm
(1 )Tj
0.0009 Tc 9.5 0 0 9.5 92.78 403.03 Tm
(again, )Tj
0.0165 Tc -8.069 -2.975 Td
(Therefore, )Tj
/T1_2 1 Tf
-0.035 Tc 11.0384 0 0 12.8 117.96 362.17 Tm
(IAII )Tj
0 Tc 12.3 0 0 12.3 136.6 362.17 Tm
(+ )Tj
-0.035 Tc 7.6934 0 0 12.8 146.67 362.17 Tm
(IA21 )Tj
0 Tc 12.3 0 0 12.3 165.04 362.17 Tm
(+ )Tj
-0.035 Tc 8.0733 0 0 12.8 174.92 362.17 Tm
(IA31 )Tj
6.0655 0 0 12.8 194.96 362.17 Tm
(:::; )Tj
/T1_0 1 Tf
0 Tc 9.3 0 0 9.3 205.15 362.17 Tm
(2)Tj
/T1_2 1 Tf
5.6 0 0 5.6 209.59 367.39 Tm
(n)Tj
0.814 -0.932 Td
(-)Tj
/T1_0 1 Tf
6.2 0 0 6.2 219.57 367.39 Tm
(1 )Tj
/T1_2 1 Tf
12.3 0 0 12.3 225.16 362.17 Tm
(+ )Tj
-0.035 Tc 10.7602 0 0 12.8 234.96 362.17 Tm
(IA)Tj
0 Tc 12.8 0 0 12.8 244.64 361.99 Tm
(3)Tj
-0.035 Tc 6.0817 0 0 12.8 248.25 362.17 Tm
(,31\267 )Tj
/T1_0 1 Tf
0.0324 Tc 9.5 0 0 9.5 30.52 346.69 Tm
(This )Tj
0.0198 Tc 2.254 0 Td
(completes )Tj
0.0354 Tc 4.574 0 Td
(the )Tj
-0.0039 Tc 1.689 0 Td
(proof. )Tj
0 Tc 2.882 0 Td
(\225 )Tj
/T1_1 1 Tf
0.05 Tc 9.9032 0 0 9.4 16.33 330.13 Tm
(Remark )Tj
/T1_3 1 Tf
-0.0123 Tc 9 0 0 9 58.54 330.13 Tm
(We )Tj
0.05 Tc 9.1276 0 0 9 74.47 330.13 Tm
(note )Tj
0.0374 Tc 9 0 0 9 95.47 330.13 Tm
(that )Tj
0.05 Tc 9.1108 0 0 9 114.19 330.13 Tm
(in )Tj
9.4794 0 0 9 125.78 330.13 Tm
(many )Tj
-0.0001 Tc 9 0 0 9 151.85 330.13 Tm
(cases, )Tj
/T1_0 1 Tf
0.0246 Tc 9.5 0 0 9.5 178 330.13 Tm
(min{IAijl )Tj
0 Tc 4.543 0 Td
[(: )-31(1 )]TJ
-0.035 Tc 6.0483 0 0 9.5 234.03 330.13 Tm
(:::; )Tj
/T1_4 1 Tf
0.05 Tc 12.8619 0 0 9 243.43 330.13 Tm
(i,j )Tj
/T1_2 1 Tf
-0.035 Tc 6.255 0 0 9 258.14 330.13 Tm
(:::; )Tj
/T1_0 1 Tf
0.0053 Tc 9.5 0 0 9.5 267.73 330.13 Tm
(3} )Tj
/T1_3 1 Tf
0.011 Tc 9 0 0 9 281.59 330.13 Tm
(is )Tj
-0.0052 Tc 1.081 0 Td
(zero. )Tj
/T1_1 1 Tf
0.05 Tc 9.6483 0 0 9.4 16.81 308.53 Tm
(Corollary )Tj
9.47 0 0 9.4 64.98 308.53 Tm
(14 )Tj
/T1_3 1 Tf
9.2895 0 0 9 80.55 308.53 Tm
(Let )Tj
/T1_2 1 Tf
-0.035 Tc 10.8863 0 0 12.8 96.31 308.53 Tm
(AI\) )Tj
/T1_3 1 Tf
-0.0325 Tc 9.9 0 0 9.9 113.73 308.53 Tm
(A2 )Tj
0.05 Tc 9.1631 0 0 9 129 308.53 Tm
(and )Tj
-0.035 Tc 9.7549 0 0 9.9 146.85 308.53 Tm
(A3 )Tj
8.3188 0 0 9 161.94 308.53 Tm
(be )Tj
0.0276 Tc 9 0 0 9 173.45 308.53 Tm
(collection8 )Tj
0.05 Tc 10.0385 0 0 9 219.88 308.53 Tm
(of )Tj
0.0218 Tc 9 0 0 9 230.89 308.53 Tm
(di8tinct )Tj
-0.0007 Tc 3.649 0 Td
(sub8et8 )Tj
0.05 Tc 9.8154 0 0 9 295.84 308.53 Tm
(of )Tj
9.3297 0 0 9 306.13 308.53 Tm
(n-element )Tj
0.0273 Tc 9 0 0 9 350 308.53 Tm
(8et )Tj
/T1_4 1 Tf
0 Tc 8.8 0 0 8.8 16.56 297.19 Tm
(S )Tj
/T1_3 1 Tf
0.031 Tc 9 0 0 9 26.85 297.19 Tm
(such )Tj
0.044 Tc 2.384 0 Td
(that )Tj
0.0158 Tc 2.1 0 Td
(the8e )Tj
0.0076 Tc 2.704 0 Td
(collection8 )Tj
-0.0116 Tc 4.981 0 Td
(are )Tj
0.0369 Tc 1.754 0 Td
(incomparable )Tj
0.0444 Tc 6.406 0 Td
(and )Tj
0.0396 Tc 2.019 0 Td
(uncomplemented. )Tj
0.0381 Tc 8.268 0 Td
(Then )Tj
/T1_1 1 Tf
0.05 Tc 9.8483 0 0 9.4 16.85 248.23 Tm
(Proof. )Tj
/T1_0 1 Tf
-0.0265 Tc 9.5 0 0 9.5 50.72 248.23 Tm
(By )Tj
0.027 Tc 1.512 0 Td
(Theorem )Tj
-0.035 Tc 9.255 0 0 9.5 104.98 248.23 Tm
(13, )Tj
8.9557 0 0 9.5 119.51 248.23 Tm
(we )Tj
0.0042 Tc 9.5 0 0 9.5 133.37 248.23 Tm
(have )Tj
0.05 Tc 9.8502 0 0 9.5 155.5 248.23 Tm
(that )Tj
-0.0052 Tc 9.5 0 0 9.5 175.58 248.23 Tm
(for )Tj
0.0324 Tc 1.573 0 Td
(any )Tj
0 Tc 1.946 0 Td
(1 )Tj
-0.035 Tc 6.0483 0 0 9.5 216.57 248.23 Tm
(:::; )Tj
5.2846 0 0 10 226.26 248.23 Tm
(1:, )Tj
/T1_2 1 Tf
0 Tc 8.7 0 0 8.7 233.58 248.23 Tm
(j )Tj
-0.035 Tc 5.8759 0 0 8.7 241.23 248.23 Tm
(:::; )Tj
/T1_0 1 Tf
8.7598 0 0 9.5 250.82 248.23 Tm
(3, )Tj
0.0306 Tc 9.5 0 0 9.5 17.11 206.47 Tm
(Summing )Tj
-0.0141 Tc 4.452 0 Td
(up )Tj
-0.0041 Tc 1.374 0 Td
(over )Tj
-0.0288 Tc 2.159 0 Td
(all )Tj
0 Tc 1.34 0 Td
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-0.035 Tc 5.8593 0 0 9.5 113.25 206.47 Tm
(:::; )Tj
/T1_4 1 Tf
0.05 Tc 9.1025 0 0 8.8 122.86 206.47 Tm
(i, )Tj
/T1_2 1 Tf
0 Tc 8.7 0 0 8.7 130.08 206.47 Tm
(j )Tj
-0.035 Tc 6.0655 0 0 8.7 137.9 206.47 Tm
(:::; )Tj
/T1_0 1 Tf
-0.031 Tc 9.5 0 0 9.5 147.67 206.47 Tm
(3, )Tj
-0.035 Tc 8.7957 0 0 9.5 158.21 206.47 Tm
(we )Tj
0.0168 Tc 9.5 0 0 9.5 171.89 206.47 Tm
(have )Tj
0.0186 Tc -16.245 -4.472 Td
(Therefore, )Tj
/T1_2 1 Tf
-0.035 Tc 11.1731 0 0 12.8 129.47 147.43 Tm
(IAII )Tj
0 Tc 12.6 0 0 12.6 148.29 147.43 Tm
(+ )Tj
-0.035 Tc 7.6934 0 0 12.8 158.19 147.43 Tm
(IA21 )Tj
0 Tc 12.6 0 0 12.6 176.55 147.43 Tm
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12.8 0 0 12.8 186.67 147.43 Tm
(I)Tj
0.183 0.07 Td
(A)Tj
-0.035 Tc 4.9674 0 0 12.8 197.04 147.43 Tm
(31 )Tj
6.255 0 0 12.8 206.66 147.43 Tm
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/C0_0 1 Tf
0 Tc 4.7701 0 0 14.4001 217.27 147.43 Tm
<007E002E0020>Tj
/T1_2 1 Tf
8.7 0 0 8.7 230.33 147.43 Tm
(2)Tj
/T1_0 1 Tf
6.8001 0 0 6.8001 234.89 152.47 Tm
(n)Tj
0.651 -0.741 Td
(-)Tj
/T1_2 1 Tf
6.1 0 0 6.1 244.45 152.65 Tm
(I)Tj
0.621 -0.856 Td
(. )Tj
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0.0387 Tc 9.5 0 0 9.5 17.74 129.43 Tm
(This )Tj
0.0151 Tc 2.273 0 Td
(completes )Tj
0.0449 Tc 4.574 0 Td
(the )Tj
-0.0039 Tc 1.689 0 Td
(proof. )Tj
0 Tc 2.882 0 Td
(\225 )Tj
/T1_1 1 Tf
0.05 Tc 9.8202 0 0 9.4 17.98 108.36 Tm
(Acknowledgments )Tj
/T1_0 1 Tf
-0.035 Tc 9.1049 0 0 9.5 32.19 92.17 Tm
(We )Tj
0.05 Tc 9.53 0 0 9.5 48.22 92.17 Tm
(thank )Tj
9.5625 0 0 9.5 75.04 92.17 Tm
(the )Tj
0.015 Tc 9.5 0 0 9.5 91.52 92.17 Tm
(anonymous )Tj
-0.0039 Tc 5.125 0 Td
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-0.0052 Tc 3.136 0 Td
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0.05 Tc 9.8357 0 0 9.5 184.84 92.17 Tm
(the )Tj
0.0237 Tc 9.5 0 0 9.5 201.4 92.17 Tm
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0.017 Tc 3.934 0 Td
(comments. )Tj
/T1_2 1 Tf
0.0234 Tc 8.2 0 0 8.2 183.53 12.79 Tm
(273 )Tj
ET
endstream
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