38 



DE AANTALLEN KWAÜEAÏISCHE HYPERRUIMTEN ENZ. 



(6 6 5 

 (6 6 4 

 (6 6 3 

 (6 6 2 

 (6 6 3 

 (6 6.0 

 (666 

 (6 6 5 

 (6 6 4 

 (6 6 3 

 (6 6 2 

 (6 6 1 

 (660 

 (6 6 5 

 (6 6 1 

 (6 6 3 

 (6 6 2 

 (6 6 1 

 (6 6 

 (6 6 I 

 (6 6 3 

 (6 6 2 

 (6 6 1 

 (6 6 

 (6 6 3 

 (6 g 2 

 (66 ï 

 (6 6 

 (6 6 2 

 (6 61 

 (6 6 

 (6 7 7 

 (676 

 1 6 7 f) 

 (674 

 (6 7 3 



i <; 7 2 



i(i7 1 

 (6 7 

 («7(1 

 1 6 7 f» 

 (6 7 4 

 (6 7 3 

 (6 7 2 

 (6 71 

 (670 

 (6 7 5 

 (6 74 

 (6 7 3 

 (6 7 2 



2 1 

 31 

 41 

 51 

 (i 1 

 7 1 

 2 

 12 



2 2 



3 2 

 42 

 5 2 

 62 

 3 

 13 

 2:; 

 3:3 



4 3 



5 3 

 04 

 14 



2 4 

 ,3 4 

 44 

 05 

 15 



3 5 



OU 

 16 



2 6 

 00 

 10 

 2d 

 30 



4 



5 



(i() 

 7 

 1 



11 



21 



3 1 

 41 

 51 



<;i 



2 

 12 



2 2 

 32 



= 1 



1.244.160 

 L. 658. 880 

 2.211.840 

 2.820.0% 

 3.308.544 

 3.511.296 

 1.166. WO 

 1.555.200 

 2.O73.CO0 

 2.764.800 



3.428.352 



3.796.992 



3.714.048 



1.399.680 



1.866.240 



2.488.320 



3.059.712 



3.305.472 



3.098.624 



1.244. Kill 



1.658.880 



2.082.816 



2.260.992 



2.093.056 



912. 3S4 



1.152.0DII 



1.277.952 



1.193.984 



573.184 



637.696 



601.344 



279.936 



373.24^ 



497.664 



<;(5;3.f)f>2 



884.736 

 1.179.648 

 L. 529. 856 



444. <;40 

 466.560 

 722.080 

 829. 140 



10.-).; n'it 



1.474.560 

 1 .880.064 

 772.73(5 

 777.1100 

 1.036.800 

 1.382.400 

 1.843.200 



(6 7 1 

 (6 7 

 (6 7 4 

 (6 7 3 

 (6 7 2 

 (6 71 

 KITO 

 (6 7 3 

 Ki7 2 



( <;ti 



(6 7 

 (6 7 2 



(67 1 

 1(170 

 (6 7 1 

 1(17 

 dise, 

 Kis;, 

 (6 8 4 

 (6 8 3 

 (6 8 2 

 (6 81 

 (6 8 

 (6 8 5 

 (6 84 

 e, s 3 

 1 (5 S 2 

 (68 1 

 (6 80 

 (6 84 

 (6 8 3 

 (6 8 2 

 (681 

 1 il s o 

 ids;; 

 I (.1 s 2 

 (6 81 

 (6 8 

 (6 8 2 

 (6 81 

 (680 

 (6 81 



((ISO 

 (Il S It 



(6 9 5 



Kl'.i 1 

 (6 9 3 

 (6 it 2 

 (6 9 1 

 (6 9 



4 2) 



03) 



1.-!) 



2 3) 



3 3) 



4 3) 

 4) 

 14, 

 2 4) 

 :;i 

 05) 

 1.-,. 



2 ;» i 



6) 



1 6) 



00) 



10) 



20. 



3 0) 

 40) 



5 0) 



6 0) 

 01) 



11) 



2 1. 

 31) 

 41) 



51) 



2) 



12. 

 22) 



3 2) 



4 2) 

 3) 

 13) 



2 3 1 



3 3 1 



4 1 



1 h 



2 4) 



or» 

 15) 

 06) 

 0) 

 10) 



2 0) 



3 0) 

 40) 



5 0) 



= 1 



= 1 



2.285.568 



962.880 



933.120 



1.244.160 



L. 658. 880 



2. 03; ». SOS 



1.018.368 



829.440 



1.105.920 



L. 388. 544 



1.250.560 



608.256 



7(18.000 



",44.192 



384.128 



427.392 



186.624 



148.832 



331.776 



442.368 



589.824 



786.432 



1.019. 904 



311.040 



414.720 



552.960 



7.37 . 281 1 



983.040 



1.253.376 



518.400 



(191.200 



921.(100 



1 . 22S . 800 



1.523. 712 



622.080 



829.440 



105.920 



1.359.872 



.-,.-,2.9(10 



809.280 



925.696 



405.504 



512.000 



256.000 



124.41(1 



165.688 



221.184 



2H4.912 



391.216 



52 1 . 2ss 



(6 9 4 01) = 



207.. 31 10 



(6 9 3 11) = 



276.480 



(6 9 2 21) = 



3(18.(540 



(6 91 31) = 



491.520 



(690 41) = 



655.360 



(6 9 3 2) = 



345.(500 



1 6 9 2 12) = 



4(50.800 



((19 1 2 2) = 



614.400 



(6 9 3 2) = 



819.200 



(6 9 2 3) = 



414.720 



(6 91 13) = 



552.960 



(6 9 2 3) = 



737 . 2SO 



(6 9 1 04) = 



3(58.(540 



(6 9 14') = 



491.520 



(6 90 5) = 



270.336 



(6,10,4,0,0) = 



82.944 



(6,10,3,1,0) = 



110.. ",92 



(6,10,2,2,0) = 



147.456 



((1,10,1,3,0) = 



196. cos 



(6,10,0,4,0) = 



262.144 



; (1,10,3,0,1) = 



1,38.468 



(6,10,2,1,1) = 



184.320 



(6,10,1,2,1) = 



245.760 



(6,10,0,3,1) = 



307.200 



(6,10,2,0,2) = 



2.30.400 



(6,10,1,1,2) = 



307.200 



(.1,10,0,2,2) = 



409.600 



(6,10,1,0,3) = 



27C. 180 



(6,10,0,1,3) = 



368.1140 



(6,10,0,0,4) = 



24.-,. 7(50 



((1,11,3,0,0) = 



55.296 



(6,11,2,1,0) = 



73.728 



(6,11,1,2,0) = 



98.304 



(6,11,0,3,0) = 



131.072 



(6,11,2,0,1) = 



92.1(10 



(6,11,1,1,1) = 



122. Tso 



(6,11,0,2,1) = 



1(53.840 



(6,11,1,0,2) = 



15.3.(loo 



(6,11,0,1,2) = 



204.800 



(6,11,0,0,3) = 



184.320 



(6,12,2,0,0) = 



36.864 



(6,12,1,1,0) = 



49.152 



((1,12,0,2,0) = 



(15.53(5 



(6,12,1,0,1) = 



(11.440 



(6,12,0,1,1) = 



81.', (20 



((5,12,0,0,2) = 



102. loo 



(6,13,1,0,0) = 



24.576 



(6,13,0,1,0) = 



32. 7(IS 



(6,13,0,0,1) = 



40.960 



(6,14,0,0,0) = 



1(5.384 



Tengevolge van de formules heeft men verder: 



(P + 1» S y / '> ó '> f ) = 



— K/^?-}- ^ y, >*'' voor p ^ u ' • 



Delft, Januari 1905. 



A. Toxopeus. 



