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(r, )Tj
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(0:)Tj
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(9)Tj
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(\225 )Tj
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(\242\( )Tj
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(I\) )Tj
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(i )Tj
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(1. )Tj
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(If )Tj
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({' )Tj
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(k )Tj
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(I{ )Tj
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(1fJ\(g\) )Tj
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(\(u/v\)i+l )Tj
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(i )Tj
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(l. )Tj
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(\242-l\(i )Tj
/T1_3 1 Tf
0 Tc 12.6 0 0 12.6 110.85 259.03 Tm
(+ )Tj
/T1_0 1 Tf
0.0362 Tc 8.8 0 0 8.8 121.2 259.03 Tm
(1\). )Tj
0.05 Tc 9.2179 0 0 8.8 136.17 259.03 Tm
(On )Tj
9.2893 0 0 8.8 152.44 259.03 Tm
(the )Tj
9.1911 0 0 8.8 168.57 259.03 Tm
(other )Tj
9.564 0 0 8.8 193.49 259.03 Tm
(hand )Tj
/T1_3 1 Tf
10.6143 0 0 8.9 217.59 259.03 Tm
(if )Tj
/T1_2 1 Tf
10.3263 0 0 8.7 227.26 259.03 Tm
(I' )Tj
11.5294 0 0 8.9 249.29 259.03 Tm
(\242-l\(i )Tj
/T1_3 1 Tf
0 Tc 12.6 0 0 12.6 275.73 259.03 Tm
(+ )Tj
/T1_0 1 Tf
0.0421 Tc 8.8 0 0 8.8 300.66 259.03 Tm
(say )Tj
/T1_2 1 Tf
0.05 Tc 11.1868 0 0 8.7 317.45 259.03 Tm
(I' )Tj
/T1_3 1 Tf
0 Tc 8.1 0 0 8.1 329.81 259.03 Tm
(= )Tj
/T1_2 1 Tf
-0.035 Tc 7.2412 0 0 8.9 340.86 259.03 Tm
(o:h )Tj
/T1_0 1 Tf
0.05 Tc 8.8668 0 0 8.8 355.48 259.03 Tm
(then )Tj
/T1_1 1 Tf
0.0395 Tc 9.1 0 0 9.1 31.71 246.25 Tm
(7j;\(g-lh\) )Tj
-0.0073 Tc 5.478 0 Td
('IjJ\(g\)-l7j;\(h\) )Tj
/T1_0 1 Tf
0 Tc 8.8 0 0 8.8 144.42 246.25 Tm
(1 )Tj
0.0158 Tc 0.961 0 Td
(so )Tj
/T1_1 1 Tf
0 Tc 9.1 0 0 9.1 198.42 246.25 Tm
(K )Tj
/T1_0 1 Tf
0.05 Tc 9.2824 0 0 8.8 210.87 246.25 Tm
(and )Tj
/T1_1 1 Tf
13.1325 0 0 9.1 229.1 246.25 Tm
(I' )Tj
11.9885 0 0 8 306.2 246.25 Tm
(ElK. )Tj
/T1_0 1 Tf
0.0442 Tc 8.8 0 0 8.8 334.73 246.25 Tm
(Therefore )Tj
0.05 Tc 12.1164 0 0 10.1 32.18 233.47 Tm
(\242-l\(i+ )Tj
0.0157 Tc 8.8 0 0 8.8 64.86 233.47 Tm
(1\) )Tj
0 Tc 4.368 0 Td
(A )Tj
0.05 Tc 8.9181 0 0 8.8 112.91 233.47 Tm
(similar )Tj
0.0205 Tc 8.8 0 0 8.8 166.56 233.47 Tm
(shows )Tj
0.05 Tc 9.9596 0 0 8.8 192.22 233.47 Tm
(that )Tj
11.2226 0 0 10.1 212.19 233.47 Tm
(\242-l\( )Tj
/T1_3 1 Tf
15.6469 0 0 8.8 230.98 233.47 Tm
(-i )Tj
11.874 0 0 9.8 242.53 233.47 Tm
(-1\) )Tj
/T1_0 1 Tf
0.0047 Tc 8.8 0 0 8.8 261.29 233.47 Tm
(is )Tj
0.05 Tc 9.2681 0 0 8.8 270.63 233.47 Tm
(also )Tj
0.0491 Tc 8.8 0 0 8.8 297.31 233.47 Tm
(J{-orbit, )Tj
0.05 Tc 9.3999 0 0 8.8 333.26 233.47 Tm
(and )Tj
0.0375 Tc 8.8 0 0 8.8 350.63 233.47 Tm
(hence )Tj
0.05 Tc 8.9966 0 0 8.8 32.05 220.69 Tm
(by )Tj
9.1779 0 0 8.8 45.1 220.69 Tm
(induction )Tj
9.4259 0 0 8.8 87.1 220.69 Tm
(the )Tj
0.0197 Tc 8.8 0 0 8.8 103.27 220.69 Tm
(J{ )Tj
0.05 Tc 9.0468 0 0 8.8 111.5 220.69 Tm
(-orbits )Tj
9.3582 0 0 8.8 141.2 220.69 Tm
(are )Tj
8.8795 0 0 8.8 157.12 220.69 Tm
(the )Tj
8.8739 0 0 8.8 172.14 220.69 Tm
(sets )Tj
0.0098 Tc 8.8 0 0 8.8 51.7 207.7299 Tm
(Now )Tj
0.05 Tc 9.011 0 0 8.8 72.95 207.7299 Tm
(suppose )Tj
10.0691 0 0 8.8 108.7 207.7299 Tm
(that )Tj
/T1_1 1 Tf
0.0083 Tc 9.5 0 0 9.5 129.66 207.7299 Tm
(4>-l\(i\) )Tj
/T1_0 1 Tf
-0.0158 Tc 8.8 0 0 8.8 158.87 207.7299 Tm
(is )Tj
0.0329 Tc 1.019 0 Td
(finite )Tj
0.0313 Tc 2.7 0 Td
(for )Tj
0.0418 Tc 1.716 0 Td
(some )Tj
/T1_3 1 Tf
0 Tc 2.633 0 Td
(i )Tj
/T1_0 1 Tf
0.811 0 Td
(E )Tj
/T1_1 1 Tf
0.05 Tc 10.5584 0 0 8.6 246.35 207.7299 Tm
(Z. )Tj
/T1_0 1 Tf
9.1342 0 0 8.8 262.99 207.7299 Tm
(Since )Tj
9.4259 0 0 8.8 289.06 207.7299 Tm
(the )Tj
-0.035 Tc 9.2972 0 0 9.8 305.78 207.7299 Tm
(4>-1\(i\) )Tj
0.05 Tc 8.8078 0 0 8.8 334.53 207.7299 Tm
(are )Tj
8.8363 0 0 8.8 350.02 207.7299 Tm
(orbits )Tj
8.9729 0 0 8.8 32.13 194.77 Tm
(of )Tj
9.5625 0 0 8.8 44.08 194.77 Tm
(the )Tj
9.0097 0 0 8.8 61.01 194.77 Tm
(normal )Tj
9.163 0 0 8.8 93.29 194.77 Tm
(subgroup )Tj
/T1_2 1 Tf
0 Tc 9.1 0 0 9.1 135.26 194.77 Tm
(K )Tj
/T1_0 1 Tf
0.0465 Tc 8.8 0 0 8.8 147.34 194.77 Tm
(of )Tj
/T1_2 1 Tf
0 Tc 9.1 0 0 9.1 158.76 194.77 Tm
(G )Tj
/T1_0 1 Tf
0.05 Tc 8.8668 0 0 8.8 169.54 194.77 Tm
(they )Tj
0.0286 Tc 8.8 0 0 8.8 190.53 194.77 Tm
(all )Tj
0.05 Tc 8.8579 0 0 8.8 203.93 194.77 Tm
(have )Tj
9.2893 0 0 8.8 226.06 194.77 Tm
(the )Tj
9.0962 0 0 8.8 242.51 194.77 Tm
(same )Tj
9.0893 0 0 8.8 266.49 194.77 Tm
(cardinality, )Tj
/T1_2 1 Tf
0 Tc 9.1 0 0 9.1 317.24 194.77 Tm
(N )Tj
/T1_0 1 Tf
-0.0144 Tc 8.8 0 0 8.8 329.28 194.77 Tm
(say. )Tj
0.05 Tc 9.0487 0 0 8.8 349.84 194.77 Tm
(Then, )Tj
9.1248 0 0 8.8 32.31 181.81 Tm
(counting )Tj
9.4259 0 0 8.8 70.18 181.81 Tm
(the )Tj
9.3282 0 0 8.8 85.49 181.81 Tm
(number )Tj
8.9729 0 0 8.8 118.89 181.81 Tm
(of )Tj
0.0414 Tc 8.8 0 0 8.8 152.72 181.81 Tm
(from )Tj
-0.035 Tc 9.0105 0 0 9.8 174.2 181.81 Tm
(4>-1\(0\) )Tj
0.05 Tc 9.6041 0 0 8.8 203.2 181.81 Tm
(to )Tj
-0.035 Tc 9.0105 0 0 9.8 214.34 181.81 Tm
(4>-1\(1\) )Tj
-0.0151 Tc 8.8 0 0 8.8 243.17 181.81 Tm
(we )Tj
0.05 Tc 9.3894 0 0 8.8 256.13 181.81 Tm
(have )Tj
/T1_1 1 Tf
9.919 0 0 9.1 278.14 181.81 Tm
(Nu )Tj
/T1_0 1 Tf
0 Tc 12.4 0 0 12.4 294.96 181.81 Tm
(= )Tj
/T1_1 1 Tf
0.05 Tc 9.5055 0 0 9.1 304.61 181.81 Tm
(Nv )Tj
/T1_0 1 Tf
0.033 Tc 8.8 0 0 8.8 320.03 181.81 Tm
(whence )Tj
/T1_1 1 Tf
0 Tc 9.1 0 0 9.1 351.01 181.81 Tm
(u )Tj
/T1_0 1 Tf
12.4 0 0 12.4 359.04 181.81 Tm
(= )Tj
/T1_1 1 Tf
9.1 0 0 9.1 368.25 181.81 Tm
(v )Tj
/T1_0 1 Tf
0.05 Tc 8.9402 0 0 8.8 32.21 169.21 Tm
(which )Tj
0.0047 Tc 8.8 0 0 8.8 58.79 169.21 Tm
(is )Tj
0 Tc 1.061 0 Td
(a )Tj
0.05 Tc 9.044 0 0 8.8 75.33 169.21 Tm
(contradiction. )Tj
/C0_0 1 Tf
0 Tc 4.752 0 0 9.18 136.09 169.21 Tm
<00480065006E0063007E0020>Tj
/T1_0 1 Tf
0.05 Tc 9.0161 0 0 8.8 163.06 169.21 Tm
(the )Tj
0.0409 Tc 8.8 0 0 8.8 177.72 169.21 Tm
(sets )Tj
/T1_1 1 Tf
0.0083 Tc 9.5 0 0 9.5 195.18 169.21 Tm
(4>-l\(i\) )Tj
/T1_0 1 Tf
0.05 Tc 8.9454 0 0 8.8 223.47 169.21 Tm
(are )Tj
0.0398 Tc 8.8 0 0 8.8 238.07 169.21 Tm
(infinite. )Tj
0.05 Tc 9.3321 0 0 8.8 274.42 169.21 Tm
(This )Tj
0.0461 Tc 8.8 0 0 8.8 295.47 169.21 Tm
(completes )Tj
0.05 Tc 9.1527 0 0 8.8 337.48 169.21 Tm
(the )Tj
0.0488 Tc 8.8 0 0 8.8 352.45 169.21 Tm
(proof )Tj
0.05 Tc 8.9729 0 0 8.8 32.13 156.61 Tm
(of )Tj
9.4259 0 0 8.8 43.54 156.61 Tm
(the )Tj
8.9288 0 0 8.8 59.74 156.61 Tm
(theorem. )Tj
10.327 0 0 8.8 32.35 133.03 Tm
(Reference )Tj
/T1_3 1 Tf
-0.0069 Tc 7.8001 0 0 7.8001 39.53 117.1799 Tm
(1. )Tj
/T1_0 1 Tf
0.05 Tc 9.002 0 0 8.8 51.8 117.1799 Tm
(P.J. )Tj
9.169 0 0 8.8 71.01 117.1799 Tm
(Cameron, )Tj
0.0152 Tc 9.5 0 0 9.5 115.1 117.1799 Tm
(C.E. )Tj
0.05 Tc 9.0118 0 0 8.8 137.3 117.1799 Tm
(Praeger )Tj
9.1649 0 0 8.8 171.63 117.1799 Tm
(and )Tj
-0.0104 Tc 9.5 0 0 9.5 190.3 117.1799 Tm
(N.C. )Tj
0.05 Tc 8.8633 0 0 8.8 212.91 117.1799 Tm
(Wormald, )Tj
9.1778 0 0 8.8 256.62 117.1799 Tm
(Infinite )Tj
0.0423 Tc 8.8 0 0 8.8 291.05 117.1799 Tm
(highly )Tj
0.05 Tc 8.9454 0 0 8.8 319.95 117.1799 Tm
(arc )Tj
8.8625 0 0 8.8 336.04 117.1799 Tm
(transitive )Tj
8.8977 0 0 8.8 51.94 104.3999 Tm
(digraphs )Tj
9.5174 0 0 8.8 89.54 104.3999 Tm
(and )Tj
8.8197 0 0 8.8 107.82 104.3999 Tm
(universal )Tj
0.0206 Tc 8.8 0 0 8.8 147.51 104.3999 Tm
(covering )Tj
0.05 Tc 8.8612 0 0 8.8 182.98 104.3999 Tm
(digraphs, )Tj
9.1663 0 0 8.8 222.71 104.3999 Tm
(submitted. )Tj
-0.0125 Tc 8.9 0 0 8.9 194.53 50.41 Tm
(210 )Tj
ET
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