The General Theory of Employment, Interest, and Money *1 * 2 2013 3 18 *1 1936 *2 c 2011 2.1 (http:// creativecommons.org/licenses/by/2.1/jp/)
i (1936) http://bit.ly/qtb3kb
iii http://bit.ly/cqnrzk
iv R. G. R. F. D. M. J. M. 1935 12 13
v (1936) i iii I 1 1 3 2 5 3 15 II 21 4 23 5 29 6 33 6 41 7 47 III 53 8 I: 55 9 II: 65 10 69 IV 79 11 81
vi 12 89 13 99 14 105 14 111 15 117 16 125 17 133 18 145 V 151 19 153 19 161 20 167 21 175 VI 185 22 187 23 197 24 221 231 (1936) 231 (1939) 233 237 239 248
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5 2 http://bit.ly/oiatfw *1 *2 I : i. *1 1820 10 9 *2 (4 p. 127)
6 2 1 ii. : (a) (b) (c) (d)
7 *3 II *4 *5 III *3 19 *4, p. 5, *5 19
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12 2 *8 100 19 VI J. S. [, Chap. xiv. 2.] *8 n n 1 n + 1 0.9 0.9 n + 1 n 9/10(n + 1) n
13 *9 * 10 * 11 ( * 12 *9 p.34 *10 J. A. (p. 102) p. 154 *11, p. 17 : *12
14 2 VII : 1. 2. 3.
15 3 I *1 + *2 *3 *1 6 *2 *3
16 3 *4 N Z Z N Z = ϕ(n) *5 N D D N D = f(n) N D > Z) N N Z = D (N) D N f(n) = ϕ(n) N Z(= ϕ(n)) D(= f(n)) Z N D N Z *4 *5 20
17 II : 1. N 2. (D 1 ) N 3. N D 1 D 2 D 4. D 1 + D 2 = D = ϕ(n) ( ϕ ) (2)
18 3 D 1 N (D 1 = χ(n) ) ϕ(n) χ(n) = D 2 5. (i) ϕ (ii) χ (iii) D 2 6. N 5 N D 7. N D = ϕ(n) N N 8. D 1 D (Z) (D 1 ) D 2 Z D 1 D 2 Z D 1 N
19 *6 4 III 1 *6 10
20 3
II
23 4 http://bit.ly/otxdbh I II (i) ( ) *1 *2 *1 iii *2
24 4 (ii) *3 *4 ( 2 10 100 300 1.8 8.7 110 430 ) (iii) 3 ( ) *3 v 1935 6 p.225 *4 1935 8, p. 247.
25 III 1 1 2
26 4 *5 E W N E = NW 1 *6 *7 *5 X X w *6 *7 (
27 IV Z r = ϕ r (N r ), Z r N r N r O r O r = ψ r (N r ) p = Z r + U r (N r ) = ϕ r(n r ) + U r (N r ) O r ψ r (N r ) U r (N r ) N r ( O r = ψ r (N r ) Z r = ϕ r (N r ) N r O r O r N r N
29 5 http://bit.ly/otxdbh I ( *1 *2 *1 p. 24 3 *2
30 5 *3 *3
31 II *4 12 *4
33 6 http://bit.ly/pzsbxe I: A A 1 G A + G A 1 A + G A 1 (i) G B G A G B G A 1 A (G B ) (G A 1 ) A A
34 6 U *1 A F U A *2 A U G A 1 G B A du da (C) (A A 1 ) (I) (A 1 U) U U A 1 = 0 A U G (G B ) A 1 *1 *2
35 *3 *4 (ii) 2 V A U V V *3 *4 Z w = ϕ(n) Z = W ϕ(n) W W Z w = Z) N = A w U w = Z w = ϕ(n) ϕ (N) = 1
36 6 U + V
37 *5 *6 ( II *5 1935 6, p. 235. *6 1935 8 p. 241 et seq.
38 6 - - - A 1 (A A 1 ) A A 1 A A 1 U A U A A 1 A 1 U A 1 U V A A 1 U U U A A 1 A U A A 1 A 1 U A 1 U V
39 = = + (6.1) = (6.2) = (6.3)
41 6 I A 1 + (G B ) G A 1 G G B G (G B ) I A U A 1 I A 1 I A 1 = 0 1
42 6 6 1 1 *7 *7
43 (i) (ii) 1 *8 *9 II * 10 *8 *9 *10
44 6 6 29 1 1 1 III
45 IV ( 6 p. 360) (p.42) * 11 1 *11 ( 1934 5, p. 145)
46 6 6
47 7 http://bit.ly/qf2u5r I II
48 7 III 6
49 *1 D. H. ( *2 IV ( i. p. 171, ) *1 *2 1933 9, p. 399) ( 1933 12, p. 658)
50 7 *3 *4 V *3 1932 11, p. 123. *4 Loc. cit. p. 125.
51 (1), (2) (3) (
52 7
III
55 8 I: http://bit.ly/mpvl6r I (C) (N) (W ) (C w ) (Y w ) (Y w ) N N Y w N N 20 Y w Y w N Y w ( ) C w ( )
56 8 I: χ C w = χ(y w ) C = W χ(y w ) 4 (GDP) 470 470 1 1 =470 GDP 1 GDP 10 20 1 20 GDP 5 4 OK (i) (ii) (iii) II (1) (C)
57 (2) IV (3) (4) *1 5 4 *1 Cf. 14
58 8 I: (3) (5) ( *2 (6) *2
59 III C w Y w C w Y w dc w /dy w 1 *3 *3 Cf. p. 251.( 18 )
60 8 I: IV U V 1929
61 1935 *4 *5 1925 2,400 1933 6,800 1.03 1924-1931 1928-1931 *6 1919-1933 *4 1930 3 31 8,700 3,700 1933 3 31 8,100 4,600 *5 *6 Op. cit. pp. 117 138.
62 8 I: 8.1 1928-1931 ( ) 1928 1929 1930 1931-791 731 620 482 433 435 437 439 358 296 183 43 8.2 1925-1933 ( ) 1925 1926 1927 1928 1929 ) 30,706 33,571 31,157 33,934 34,491 7,685 8,288 8,223 8,481 9,010 ) 23,021 25,283 22,934 25,453 25,481 ( ) 1930 1931 1932 1933 ) 27,538 18,721 7,780 14,879 8,502 7,623 6,543 8,204 ) 19,036 11,098 1,237 6,675 *7 1925-29 10 1.5 1929 1932 1925-29 5 95 *7 (NBER) 52
63
64 8 I:
65 9 II: http://bit.ly/puk2lp I : (i) (ii) (iii) (iv) (v) (vi) (vii) (viii)
66 9 II: (i) ; (ii) (iii) (iv) II
67 For incomes will have to fall (or be redistributed) by just that amount which is required, with the existing propensity to consume to decrease savings by the same amount by which the rise in the rate of interest will, with the existing marginal efficiency of capital, decrease investment. *1 *1
69 10 http://bit.ly/pbeqd0 R. F. 1931 6 I (Y w ) Y w
70 10 b C w Y w Y w > C w C w 59 dc w /dy w 1 C w I w Y w = C w + I w Y w = k I w 1 (1/k) k k II k I w N 2 N = k N 2 k = k *1 Y w / N I w / N 2 k = k 9 *2 *1 e e e e N N 2 Y w = Yw e en N I w = I w e en 2 N 2 N = e e I w N e k N 2 e N 2 Y w k = Iw e en e en 2 Y w ) k I w /e en 2 = Y w /e e N Y w / N = I w / N 2 k = k *2
71 k 10 10 *3 1 1 *4 *3 *4 21 p.303
72 10 III 10 4 40 (i) (ii) (iii)
73 8 ( 5 2 5 2 3 1931 1932 *5 IV *5 p.128
74 10 ( V 500 500 10 99 10 98 10 97
75 1000 500 + n 10 100/n n(n + 1)/2(50 + n) 520 50 0.06 510 2 900 2.5 9 730 19 ( TNX!) 4 44 *6 *7 520 10 640 900 10 920 (?? *6 1 *7 = ( Y/Y )/( I/I) = ( Y/Y ).(Y C)/( Y C) = (1 C/Y )/(1 dc/dy ) dc/dy C/Y
76 10 3 2.5 60 70 1929 1932 75 95 VI *8 *8
77
IV
81 11 http://bit.ly/nbvezr I Q 1, Q 2,...Q n ( ) 1 1 IRR
82 11 *1 Q r r d r r 1 Q r d r Q r d r Q r d r II 1 2 *1
83 Q 1 Q 1, Q 2,...Q r Q 1 Q pp.519-520) 3 3 3 100 100 3 20 10 6 4 3 3 *2 *2
84 11 3 100 3 14 (1930) *3 *4 *5 III *3 Op. cit. p. 168 *4 Op. cit. p. 159 *5 Op. cit. p. 155
85 *6 22 *6 Cf. 1934 12.
86 11 IV V
87 *7 *7
89 12 http://bit.ly/qhskh5 I II *1 *1
90 12 III 5
91 10 11 *2 *3 IV *2 (vol. ii. p. 195) *3
92 12 V (1) (2) (3)
93 (4) 30 20 25
94 12 *4 (5) *4
95 VI *5 *5
96 12 ( VII
97 VIII
98 12
99 13 http://bit.ly/pokg6n I 11 14 II
100 13 *1 *2 r M L M = L(r) *1 T *2
101 15 1 d r 1 r n d r n r nd r = 1 d n+r 1d n n n d r 1 d n+r / 1 d n n 1 d r *3 *4 *3 - *4
102 13 (i) (ii) (iii)
103 index @! @ III IV V
104 13
105 14 http://bit.ly/mpcca4 I ( II ) * 1 *2 vi *3 p.95) *1 *2 p.186 *3 (1) (2)
106 14 vol., ii. p. 29) (p.20) *4 I (III.) l échange d épargnes contre capitaux neufs ( ) *4 (F.H. 1932 8 )
107 *5 ( I r X 1 X 1 X 2 X 2 Y 1 Y 1 Y 2 Y 3 Y 2 Y 3 Y 1 X 1 X 1 r 1 Y X 1 X 1 X 2 X 2 Y *5 R. F. D.H. 1934 12, p. 652
108 14 r 2 r 2 X 2 X 2 Y Y 2 X Y Y 1 Y 2 Y Y 2 ( ) *6 Y X Y X *6 17
109 Y X 1 2 *7 *8 *7 *8
110 14
111 14 http://bit.ly/pdqqzy I p. 105) ( 6 ), VI p. 534 p. 593 : *9 * 10 *9 *10 D. H.
112 14 14 * 11 (p. 534). * 12 3 70 [ ] 1 33 70 [ ] (p. 593). (3 ), p. 163 * 13 ( ) * 14 *11 *12 *13 *14
113 * 15 pp.251-3 i xiii * 16 *15 (p. 22) *16 (op. cit. pp. 129-134) 1500 500 1000 1300 500 x 800 + x x 200 x
114 14 14 II (p.511) 5 3 2
115 III * 17 * 18 * 19 (1) (2) *17 p. 339 p. 363. *18 *19 p.233.
116 14 14
117 15 http://bit.ly/pazouv I 13 13
118 15 (i) (ii) (iii) (iv) ( 1933-34
119 ( II M 1 M 2 L 1 L 2 L 1 L 2 M = M 1 + M 2 = L 1 (Y ) + L 2 (r)
120 15 L 1 Y M 1 L 2 r M 2 (i) M Y r, (ii) L 1 (iii) L 2 (i) (ii) M Y r M M M M Y M M M 1 r M Y M 2 M 1 r Y M r r M 2 Y M 1 M 1 M 2 *1 Y r M r r M 1 M 2 M Y M Y M 1 V L 1 (Y ) = Y/V = M 1 (iii) V V M 2 r 13 M 2 L 2 M 2 r *1 5
121 r r r M 2 r r r 4 4 0.16 2 0.04 2 5 M 1 M 2 r
122 15 M 1 M III L 2
123 (1) (2) (3) ( 1932 (4) 11 iv, p.86
124 15 1.5 2 IV 21 L 2 M 2 = 0 M = M 1 M M 1 M M 1 V = Y V Y O P Y = OP MV = OP * 2 *3 O M 2 V *2 V Y/M 1 Y/M *3 21
125 16 http://bit.ly/preo7c I
126 16
127 II *1 *1 p. 593.
128 16 8 8
129 III 2 2.5
130 16 IV
131
133 17 http://bit.ly/pdhj85 I 100 105 5 95 5 100 100 100 107 5 100 105 105 105 107100(= 98) 100 100 100 98
134 17 2 *1 a x x a *1 1932 3, p. 50
135 II (i) (ii) (iii) q c q c q c l q c + l q c + l q, c, l q 1 c 2 l 3 q 1 c 2 l 3
136 17 a 1 a 2 q 1, c 2, l 3 q 1 c 2 l 3 a 1 + q 1, a 2 c 2, l 3 a 1 + q 1, a 2 c 2, l 3 a 1 + q 1, a 2 c 2, l 3 a 1 + q 1, a 2 c 2, l 3 l 3 q 1 c 2 a 1 a 2 q 1 c 2
137 III (i) (ii) *2 2 *2 20
138 17 a 1 a 2 (iii) (a) (b) (c) *3 *4 *3 19 *4 (IV)
139 *5 *5 p.102
140 17 ( ) *6 IV *6
141
142 17 V (a) (b) (c) *7 *8 *7 p.89 *8
143 *9 p.581 VI *9
144 17 * 10 * 11 *10 *11 20
145 18 http://bit.ly/qukksi I *1 *1 20
146 18 *2 (1) (2) (3) II [ ] *2 20
147 ( III (i) (ii)
148 18 (iii) (iv) (i) (ii)
149 (iii) (iv) *3 *3 19
V
153 19 http://bit.ly/r4scpu I ( 1
154 19 *1 II (1) *1
155 (2) 1 1 (1) (a) (b)
156 19 (2) (3) (4) (5) (4) (6) (7)
157 (4) (5) 1 2 2
158 19 (i) (ii) (iii)
159 (iv) III
160 19
161 19 http://bit.ly/nshv67 (1) (2) p.90 x y x F (x) F (x) *2 x + y = ϕ(x) E r = ϕ (x) ϕ(x) F (x) F (x) *2 1 1
162 19 19 (F (x)/f (x)) C w ϕ k x = k y ϕ (x) = 1 + (1/k ) F ϕ x x n = χ(x) n F (x) x + y = ϕ(x) n = χ(x) 2 n = x + y x ϕ(x) = χ(x) x n 1 y χ(n 1 ) n 1 n χ(n 1 ) ϕ(x) = χ(x) x n 1 + dn 1 ϕ(n 1 + dn 1 ) χ(n 1 + dn 1 ) y x
163 n = x + y x y F (x) n = x + y 1924-34 20
164 19 19 ( p. 101) ( p. 102) p.75) 2 2 2 ( p. 75)
165 * 3 ( p. 253) *4 ( (1) (2) ( vi.-xii.) index @ F (x) ϕ(x) F (x) ϕ(x) F (x) ϕ(x) *3 p.252. *4
166 19 19
167 20 *1 http://bit.ly/p5tmwf I 3 p.16) Z = ϕ(n) N D wr ( ) N r N r = F r (D wr ) D wr D w N r = F r (D w ) r D w N r *1 ( I
168 20 18 N r = F r (D w ) F (D w ) = N = N r = F r (D w ) e er = dn r dd wr D wr N r e e = dn D w dd w N e or = do r dd wr D wr O r D wr = 1 1 e or P r P r *2 e or = 0, D wr = P r e or = 1 1 *2 p wr 1
169 N r ϕ(n r ) *3 1 eor e er = N rϕ (N r ) p wr (ϕ (N r )) 2 p wr 1 e or = 1 ϕ (N r ) = 0 e or 1 p wr D wr dp wr D wr dd wr p wr O r p wr = D wr e pr D wr = (p wro r) = p wr O r + O r p wr D wr = = D wr O r + O r p wr O r O r p wr = D wr (1 e or ) D wr = Or pwr 1 e or O r p wr = D wr p wr O r 1 1 e or P r = D wr ( ) O r = P r *3 D wr = p wr O r do r dp wr 1 = p wr + O r dd wr dd wr = e or N rϕ (N r ) e er (ϕ (N r )) 2 p wr
170 20 do r D wr + dp wr D wr = 1 dd wr O r dd wr p wr e pr + e or = 1 1 e p + e o = 1 r 1 W 1 p e p (= Ddp pdd ) e w(= DdW W dd ) e p = 1 e o (1 e w ). * 4 e o = 0 e w = 1 II *4 p = p ww D = D ww p = W p w + p W W = W.e p w p D w + p D w W W = e p(p/d)( D (D/W ) W ) + (p/w ) W = e p(p/d). D + W (p/w )(1 e p), e p = D p p D = e p + D W p p D W (1 e p) = e p + e w(1 e p) = 1 e o(1 e w).
171 1 *5 n n *6 1 1 *5 *6 IV
172 20 III 1 MV (1) (2)
173 IV
175 21 http://bit.ly/pgarsq I
176 21 *1 II III (1) (2) *1 17
177 (1) (2) (3) (4) (5) IV
178 21 IV (1) (a) (b) (c) (a), (b), (c) (2) (3) (4) (5) (2) 4 III 1
179 (3) (2) I (2) (4) V
180 21 (5) V
181 VI 20 MV = D M V D V e p (= Ddp pdd ) = 1 e o = 0 e w = 1 1 e w = 1 e w = DdW/W dd e o = 0 e o = DdO/OdD e d = MdD/DdM Mdp/pdM = e p e d, e p = 1 e e e o (1 e w ) e = e d (1 e w )e d e e e o = e d (1 e e e o + e e e o e w ) e(= Mdp/pdM) e d, e w, e e, e o e d e w
182 21 e e e o e d = 1 e w = 0 e e e o = 1 e e e o = 0 e d = 1 e w = 1 e = 1 e d = 1, e w = 0, e e e o = 0 e d = 1 e o = 0 e = 1 e 1 e d e w e 1 VII 10 5 3-3.5 (
183 1820 1914 5 50 19 *2 19 (1) (2) (3) *2 19
VI
187 22 http://bit.ly/pzsbxe ( ) I
188 22 II *1 *2 *1 *2 12
189 10
190 22 *3 III *3
191 *4 2 6 2 2 *5 *4 *5 (p. 194 )
192 22 1928-29 1929 25 IV
193 15 10 90 50 100 115 90 100 10 15 90 103 10 12 V
194 22 VI D H 1929
195 VII
196 22
197 23 http://bit.ly/qmdcpj I *1 *2 *1 D; p. 130; I *2 p.51
198 23 25 1923 *3 II *3 1923 11 24
199
200 23 *4 *5 III *4 *5
201 *6 (1) 1620 1622) ( ) (1668) 10 6 ( 1676) ( 1682) (1701 1706 ) *6
202 23 (disette des espéces) [ vol ii., p.200, 201,.] *7 *8 (1) *9 (2) * 10 * 11 1621 *7 1692 *8 *9 *10 ( 1752). *11 ( vol. ii. p. 204).
203 1663 [ vol ii., p.210, 211.] (2) (1622) : [ vol ii., p.228.] (1581)
204 23 ( 1665, 1691), (1675).[ vol ii., p.235.] (3) 2 1426 1455 1466 1530 1621 [ vol ii., p.223.] [
205 vol ii., p.178] (4) * 12 * 13 *12 ( vol ii., pp. 25, 26) *13 (ILO) H B
206 23 IV 18 [ vol ii., pp.176-7.] [ vol ii., p.335.] V
207 * 14 * 15 * 16 1787 3 *14 *15 *16
208 23 VI (1862-1930) * 17 1891 1906 1906 1911 (1916) 1919 4 1923 1930 *17
209 * 18 * 19 *18 *19 pp.297
210 23 0.01 5.4 VII [ ii p.208] 1598 [ ii p.290] 1662 (1686) (1690)
211 [ ii p.209] 1695 [ ii p.291] 1723 * 20 ; ; ; *20 (p. 297)
212 23 : ;. ; ; : 2 * 21 *21
213 1 * 22 [ 1821 7 7 ] *22 pp.139-47.
214 23 [ 1822 7 16 ] [ pp.8.9] (I. i. ch. 15) [ p.363.] * 23 *23 J. S. v pp. 38 et seq.
215 * 24 * 25 1889 J A A F * 26 A F * 27 : 1895 1889 *24 1936. *25 (1844) *26 J. M. 1892 *27 1935 7 14
216 23 * 28 *28 p. 26
217 [ pp.iii-v] [ p.vi] [ p.ix] : [ p.27] [ p.50, 51]
218 23 [ p.69] [ p.113] [ p.100] ( p. 362).[ p.101] * 29 * 30 * 31 * 32 *29 p.79. *30 p.117. *31 p.130. *32 p.131.
219 A + B B
221 24 http://bit.ly/ooyblm I
222 24 II
223
224 24 III 1,000 900 900
225 900 100
226 24 IV V
227
231 (1936) http://bit.ly/ouumhz
232 (1936) J. M. 1936 9 7
233 (1939) http://bit.ly/qxxsoy
234 (1939) *1 *1
235 *2 *3 ( J B J B J. M. 1939 2 20 *2 22 19 *3
237 2011.09.25 2011.09.28 2011.10.05 23 2011.10.11 http://ebooks.adelaide.edu.au/k/keynes/ john_maynard/k44g/appendix1.html 2011.10.11 2011.11.25 2011.12.27 2013.03.18
239 1. John Maynard Keynes, The General Theory of Employment, Interest and Money (1936) HBJ (1953) Marxisit Internet Archive (Marxisit.org) (1973) Palgrave/McMillan (2007) 2011 9 1 25 Paul Krugman Palgrave/Macmillan Introduction (2007) John R. Hicks, Mr. Keynes and the Classics ; A Suggested Interpretation (Econometrica Vol 5, No.2 Apr. 1937, pp.147-159) 2. 1929 2012
240 20 2008 70 70 2012
241 VI 3. 1883 1 1919 1919 1921 P 1923 1930 1936 1944 1946
242 4. 4.1. 2012 3 1941 1995 2008 money money 4.2.
243 4.3. 21 20 20 21 20 *4 (GDP) 470 470 GDP 1 GDP *4 Brady, Michael E. The Applied Mathematics of J.M. Keynes Theory of Effective Demand in the General Theory: Correcting the Mathematical Errors of the Economics Profession. Xlibris, 2006.
244 GDP 14 14 1 2 5. IS-LM IS-LL) 45 IS-LM IS-LM
245 IS-LM IS-LM IS-LM 1970 IS-LM IS-LM IS-LM 1970 IS-LM IS-LM IS-LM 2008 IS-LM IS-LM IS-LM IS-LM IS-LM
246 R 1904-1989) 1969 IS-LM 1972 IS-LM 6. 70 M 20
247 / 7. http://cruel.org/books/generaltheory/ 2012 2 / (hiyori13@alum.mit.edu)
248, 76, 77, 130, 96 97, 24, 17 19, 146 147, 209 210, 173, 179, 71, 180, 143, 95 96, 140, 76 77, 120, 137, 137, 76 77, 130, 224 225, 159, 115 116, 48, 117, 120, 153, 178, 181, 137, 133 144, 176, 137, 140 143, 210, 100, 118 124, 124, 176 182, 177 183 R.F., 69, 103 104, 124, 203, 158, 160, 158, 160, 221 222, 95 96, 91 92, 91,, 14, 124, 170, 176 182, iii, 30, 37, 44, 49, 143, 171, 190, 91 92, 67, 121 122, 194, 221 226, 157 159, 160, 179 180, 11, 147 148, 127 128, 130 131, 29 31, 89 98, 175 176, 29 31, 89, 29 31, 89 98, 190 191, 83, 156 157, 118 121, 49 50, 76 77, 120, 137, 123, 50 52, 124, 121, 137, 199 200, 205, 122 123, 118 119, 157 159, 98, 122 124, 157 159,, 115 116, 105 115, 100, 118 124, 122 124, 67, 82, 84 87, 129 130, 222 223, 57 58, 66 67, 118 124, 99 104, 86, 123, 224, 121 122, 133 144, 100, 133, 112 113, 111 112, 114 115, 57, 158 ( ), 130, 223, 155 156, 172 173, 61 62, 61, 91, 208 210, 70, 60 61, 210 219, 118 119, 123, 158, 76 77, 130, 197, 199, 226, 23, 197 198, 105 115
249, 106 109, 3, 106 109, 55, 145, 167 173,, 69, 70, 73, 146, 162, 16, 26, 226, 60, 193, 168, 17 19, 146 147, 59, 76 77, 63, 58 ( ), 214 218, 195, 95, 90 91, 96 97, 130, 222, 75, 187 196, 34 37, 133 139, 89 90, 76, 59, 72, 75, 76, 225 226, 225, 10 11, 14, 71, 76, 114, 162, 163, 7, 9, 154, 161 166, 127 128, 130 131, 222 224, 26, 50, 172, 222 223, 130, 183, 221 227, 24, 81 87, 86 87, 67, 82, 84 87, 129 130, 222 223, 99, 222 223, 209, 224, 197 199, 205,, 35 37, 70, 70, 70, 125 126, 38, 17 19, 39, 55 64, 65 67, 56, 34 37, 106 109, 55 60, 63, 66 67, 146, 182 183, 102 103, 118, 155 156, 15, 33 34, 71, 120, 221 222, 117, 120, 153, 178, 181, 91, 109, 155, 91 96, 90 91, 96 97, 121 122, 99 100, 178, 207, 214, 12, 214, 16, 127 128, 171 172, 76, 77, 182, 196, 205, 226, 171, 63, 16, 19, 55, 34,, 58, 221 222, 218, 137, 72, 106, 114 115, 121 123, 140, 146, 189, 125 126, 37 39, 47 52, 38, 157 159, 157 159, 156 157, 156, 154 160, 25 27, 173, 196, 95 97, 95, 17 19, 146 147, 70, 146, 90 98, 106 109, 99, 222 223, 37 39, 47 52, 92 96, 38,, 61 62, 61, 160, 158, 160
250, 35 36, 172, 66, 97, 196, 195 196, 37, 115, 49 50, 63, 210 213 R.F., 107 A C, 7, 9, 24, 154, 13, 112 113,, 45, 93, 76, 77, 130, 84 85, 208, 210, 115, 89 95, 58, 175 183, 124, 176 182, 129 130, 197, 199, 226,, 50, 197 198, 197 199, 205, 226 R.G., 48, 35 36, 42 46 J A, 214 218, 19, 5, 133 139, 108, 223, 86, 97, 124, 103 104, 92, 96, 142, 138 140, 123, 93 96, 135, 140 143, 210, 117 124, 100, 102 103, 118 122, 146, 100 103, 99 100, 100 104, 15, 33 35, 41 46, 129, 130, 159, 190, 198, 205 206, 194, 161, 145, 127 128, 25 27, 7 10, 158 D.H., 49, 194, 95, 13, 23, 36, 45, 83, 84, 105, 106, 109, 231, 111 112, 113, 143, 197 A F, 214 218, 213 215, 19, 210 213, 90 91, 177 183, 155, 167 173, 225, 16, 34, 15, 34, 197, 193, 3, 214, 218, 114 115