|
|
|
- Easter Benson
- 1 years ago
- Views:
Transcription
1 H NT Z N RT L 0
2
3 4 n f lt r
4 h v d lt n r n, h p l," "Fl d nd fl d " ( n l d n l tr l t nt r t t n t nt t nt n fr n nl, th t l n r tr t nt. r d n f d rd n t th nd r nt r d t n th t th n r lth h v b n f th nd v d l p l d b r pl t p t N v pl n t r n t. p r f t n th T hn l h n t n f ll d n
5 8. ( n h t f r pt t n tr t nt f f P r nd r n t l p r t n, nd d n h r. nd nt f pr n t n. 220 p. ll. nd p t t n t n, f ltr t n, rr h Pr n pl n t r n ff rt t r n f th t n L h 88. t f d p l, b
6 R H d p l. h br n h f th bj t. Dr n l nd. 0. t r l tr t nt f. r nt t b d. nt f pr n pl nv lv d h ndb f r b d n h p r t n h v t n. 00 p. 0 ll. r, nd th d ppl d n t n t nd th nl n l, n tr t n nd nt n n, dd t n th v l d rv f ld nd t d, br ht th n r n r h, n t t t n, nd ( n h n h, p.2. n th d p l f f ndb f t n b d ff r nt th d.
7 NT l h t nd d p l. n r n t.2. th d. r f n 48. nt rn t n l, t n b t r l pr, n d r n t th t r nt pr t. n l l pr n pl nv lv d, ll r lr d d n d. B th r h t v r n th bj t. t n nd ll f n t r n nd rl n th. n r n,. D r b n b r f th n. tr t f N p l t n d tr t nd th pr nt r f p bl d p l t. t f. p. h lth, d., p.. d p bl
8 R H ll. 00. r, nd d r pt n f p l r. h l nd b t r l l n nd p r t n. p. 00. t ll rr d t. l nd p r f l v n rth. th p bl h lth, nt f ltr t n. * f r f br d rr t n p. ll.," p. 0.. r n f t r n l d b th t l n f h ll n r n, p. 8. p l f nd n l d n t r n n r l b f f n th f ltr t n nd r n t n f th d ff r nt t p f
9 NT th r n nt n nt, h fl h l pr p. 02. ( n d nd nt r tt nt f lt r, 02. ( n J r. nd nt t b d, th t. 06. ( n Pr t t f N t nt. f nn t t nd, v.4, p.22. f d p l, th d t r l pr l d t rt t r n t t t, l f l d, l n, h l n d n n n p l t,. r n d p l 4, p.6. n nd th r ppl t n t n n r n, v.66, x t r nd b t r b d t r., pl. 2,000.
10 R H r t n, r f t n, v n n x. 04. ( n J rn l, p. 6. d p l n n l nd, nd r n th pr r n n, v. 2, t h r." p l n n n n r n th n t r ff n f d ff r nt r p t t n th " l n.f rr," f r f ll l t d z, t n t n f th.. n n d p l b br d rr l pr. t p r n B ll t n d l l, v. 0, pt., p.2. tr t nt n t br d rr tr ll. 0,000. dr. nt p r l nd tr r f r n t n l h nd Fr n h nt l pl nt t l h. r. n. nt n f 08. ( n r n r v l d r th n br d rr t n. v n nd r.
11 NT tr t nt d d f r.,400. rv r.., ( n l n r f H n, Br l. ll d b tr t nt n p r l t n nd ff n f nt t b d..,600., p.2. f h l f. n n r n j rn l." nd p r f t n, nd br fl d t t H d n J rn l f th n nt f l n t th pt nd tr l n f lt r. n n n t r n t r l n r tr t nt f. l. 4, r f n b rv r l, f th pp r v r t n nd l t l. 280 p. 4 d. th d v r n f h d lt t l th pr v nt f p. Th r p rt d l th lf. th d p l pr bl f v d." P bl h lth, nd nd t n f v r bl t th.
12 R H fr h, t l nd, v.40, p.. p r f t n. f r n. 06. ( n P b l nd n n r, xp r nt t t n. p r f f th rd, v., p.. l nd n n r, rv d b th r t n d p l t. f r n, pt t n, t n f, t n. 6, n nd x d t n, nd d n tr. d n n fr r n. ( n N t r, f b t r f nd n. rn l f th v n l n n rn n th r b. 4, n p l j rn l nd p rt pl d b rf t n t t. 8, 00. r b pl nt v t d, n l d nd r t r,., nt r tt nt
13 NT nt n d.. nd r t, N.., pt t n r l t n f lt r t R d n, P. d p l.. n n th d f d p l n. r.,000. dr. 0. d n th n tr t n f n t n f n th d nd b h l. ( n Tr n., p. 0. d b br d rr t n. 0. ( n Pr d n l nd.. dr. 8., v.2, p. 8. f ttl n t n, dd t n f Br t h r, t.. 2, 00. th p rt l r t b d lt tt r nd f nt n t n. 06. ( n f n t n, r d t n f t f pr, p.80. rd, v.40, p.. p t t n nd b f ltr t n, nd n t f pr p.. n, v.6, p.. t tt pt t t l z t n.
14 R H ( n J rn l f t r l n t t fr l. l, th p l r f r. 08. ( n J r, v.88, p.4 4. n r lt f t nv t t n.. 2 dr. 08. n dr n t t. 04. ( n J r f h l n l h th r d n th d r f p r f t n b nd r r b. 6 dr. 4 ll. 06. r h t t n v r pp r t n, 0. 6 dr. ll. lph, v., p.. nt t b d, nd rf ld l r n r rd, r, v. 8, p. 8, 4. f pl nt, nd d l pr d r r bl f t n n., v n nt f n, b D bd n r, l ht, d t, t f n xp r nt t, v.42, p. nd nt t f lt r.
15 NT d p l r. 2, 00. nt r t n ll th t d h v b n b lt f r tr t nt dd n p l n f d p l b d h r nt r v r, tt nt d n rd f ltr t n pr d Br t h r. p ll t n f th f rt, v.24, p.6 6. r n z n, r v r L.. 0. ( n r, v., p.6 6, 66., ff t f ffl nt n tr,. 0. ( n 8... ( n n d f ltr t n th nl f l t., n n r, v. 4, d p l n h h xp r nt f. t, v. 0, p.2. pr p t t n nl th pl nt nd. t l b, n f n n r n nt f, pt t n tr t l n f lt r, t.
16 R H p l.,800. n l h nd r n t nd r f r r rd, v. 4, p.8. tr t nt rr d n n v r. 2 ll. 0. n, v., p.. l nd v t t f pr nt n r n r rd, n. n d r d p l f l d n n r n r f t n n r nd p t t n, pt tr t nt, nt r r. r n t n f.. p. 4.. ( n n p l t n f th d n. n. n th t, v., p. 4. n pr l n r th d f. r n d f lt r, t.. 8,000.. r n z n, v. 2, n d r t n f p bl f t r t h ld n t b ll d t
17 NT, ntr n t l r r, nt t b d nd tr l n f lt r. r n pl nt t t rn nd n H p. ( n nt f d x d t n l t d n 4. d r pt n f v r l p r f r p d h f th d r pr p t t n th d. rd r. 6, 00. d p l t, f ll n dr. 04. ( n nt n th d ff r nt th d n n l t f r th t f Tr n p ll t n th D l r b f r n t rn n t d t t. N n n t t d t nt p r 4, p... l d.
18 R H l nd tr, v.24, rd, n l nd, t h h n t r bt n d b d t ll t n f 0. ( n J rn l nt n f lt r, nd nd pt n 0. ( n n n r t t n f v l n n r ( n h ld d p nd n l l nd t n. p l. 8,000. t, v., t f n l nd nd n. 8. ( n ppl bl n d ff r nt t. n n p l d r th t t l z t n f l d. ll ( n r nt l r. Br fl d r b nd tt n. r rd, v.2, 8 t t f th t n. l nd.,000.. d r n th b t r l rf l t n, nd d th d f d.
19 NT 0. ( n n n r n 0, nd th d v l p nt 0. ( n n l n f r p rt l d p l b pr n l n f lt r. ( n n t d 44 : R p rt p n th, v.2, p.4 6. d h r f f h n n r n, pr v nt., nt r tt nt f ltr t n nd l t n r pr n 4, p.4. t n f n r f D p l th d f n t r n t t t, d n n b t r l t n, p ll rn l f th p r f t n nd th r ppl n n nl Z t hr ft d n, v. 6, p., 40. d n n l nd nd r, l pl nt t B d n, tr, h h n b d. n p r t n n t f xp r nt th r r p n d.,000.
20 R H ( n n d n r, th p l r rd t h br z b f r p n., 00. r f p r f t n b pt f lt r.. 4,800. h. nn l r p rt. 0. ( n nt l l t. r n t n f P bl h lth, th v l b l t f x n tt r fr d n f th nl th r lt f ph l p r n t f r pl t r v l f.. 0. ( n f b b t r l th d r t n t t f t r. l t n t r th n h n l th d f t, nd ppl nt nd (2 p r f ( n h t t nd p r f
21 NT 2., , v. 8, p.2. th d f d p l. 2,800. ll. t, v.28, rd, v.4, p.2. th r n n l nd, th p l t nt nt n f ltr t n, ppl n. 8 dr. 00. t n, v., p.. nd t ppl t n v l n d..,000., v.20, p. 8. h pt t n t x t r..,000. nt n nd th d f nt nd th r ff n. 2, 00. ll. 06. t, v. 6, p. 2. pt t n f r pr l n r t n h t r nd b p r l t n. ( n Pr t t f N 8. ( n l p r t n r th r th n t r. r n p
22 R H n r n n, t f th d ff r nt th d, th n d n n nd pr p t t n t n nd n ( n Tr n v. 4, p.6. th d f d p l n h d. 0. ( n n n r n th d, th pr l n r l rt f l. 26,000. t h, thr h rt f l b d, lt r nd d r b n pr l n r n l h pl nt nd xp r nt rr d nt l tr t nt f t B r n nd l xt nd n v r f r r. r l th d. n n r, v.,, dr. n r, v., pt., t d l t n pr, h n l n d p nd n n b t r l l d. 2,200. r n ppl f nd r.
23 NT 2 n n n r, tt d fr, l v n r dr n n n n r, h r f t n ffl nt nt th l. 0. ( n p.6 8. n n, th br f d r pt n. 04. ( n J rn l th d. ( n t n nt n nd nt r tt nt d rr t n. l r p rt (8th, th t, h n th pr v l n t th L r n 8. ( n t nn l r l n r tr t nt f th d f d p n f nd tr l t th L r n 8 6. ( n t nn l t l r fr n f t, nd n th d f r l d t th L r n 8. ( n t nn l nd p p r ll nd l. d nd r f lt r t r l f r
24 R H t th L r n x n t nn l r f t n ffl nt b nt r tt nt r b tr n n thr h, t n t th L r n 8. ( n t nn l r, nd nt n t n f th r t th L r n 0. ( n t nn l n f nt t nd th r r d nt r tt nt nt n f lt r. t th L r n 02. ( n t nn l nd nt r tt nt nt n t r. t th L r n 0. ( n t nn l n pt t n, nd t n f f p r t n f nt t f lt r, t. t th L r n 04. ( n t nn l lt r nd t r v l, th t th L r n 0. ( n t nn l nd f th l t n f t th L r n 0 ll. 06. ( n t b t n f nd tr t nd f lt r, t. t th L r n
25 . NT 2 0. ( n t nn l l n f lt r nd th r f ltr t rr t n f t. 08. ( n t n t th p r t n f nt r h l pr p t t n nd pt t. r n r. l b f Ph l d lph, p t t n, nt t nd pr n l n r. 00. ( n v r f lt r b d. n. 4, 00. t h r n n r,, p ll th h f r t r r nn l d p nt t d n n l nd nd Fr n. ( n J rn l r tt nt n t t l t t. f th n t n f ( d pth f f lt r r r d, ( pr p r r t f fl n d h r. 0. ( n n n r n b xp r nt t r.. ( n pt r nd n, v. 44, p.466. lt r.
26 R H d l t b t r n d n r nt, th t t, n l d n th r t r l d h r t f r. x d t. d n d tr f t n f n f lt r p l, 08., 88. nt th d f d p l. bl. 6, 00. n. d p l.. 8 dr. ll. 248, 2,, 4, n f d ff r nt th d f t n f ltr t n th f r v lv n n d., ( n r f t n. t r l r d r p ( n d. 2 dr. ll. p r f t n f.. 66 ll. 0. nn l r p rt (28th, n N r t t. V r f ll
27 NT 2. 4, pt t n, l d d p l nd l. 2, l b t d p f b nt rn t n l r n n, v.46, pb ll nd. B. D n ld, th f r t h l tr t nt n pr f r n t 0. ( n J r f d p l, nd th d ff lt ld r, v., nd th t th nl ff nt th d lt r..,000.. nt n n pt, d nt t n ( n T hn l. ntr b xp r nt nd th r r l t n t nd pt. f lt r... ntr b xp r nt rd, v. 2, p. 62. n f n f th pr n f ffl nt.
28 R H 0. dr. 0 ll., n ff n f nt t nd d l d d p l. tt n ddr, l t t th n d f P tt b r h. B ll t n f r n, v., p.4. f d v l p nt f th d, nd p l j r p l n r. 8 ll. 0. n h r pr f t b t rb l d d f fl f thr h p t tt r th t ht b pr nt n n p l bl n h. f n n r n t n t n h t n f fr n t t t,, v.42, p.. p l, nd t t n 8.
29 NT 2 n n, p.. l bl f r tr t nt, t p t b t n t r b tt r r n n, v.26, p.2. t b rd f h lth f r 8 0, v n nd f ltr t n. h d p l n t r n ll f l p r t n ( 8 2. t f pr d. t r l t n p n.. ( n J rn l d r br d rr t n th ( n r n t f n p l nd n pr r th b t r l ffl nt..24, p. 0. t n t t tr t p r f t n n. 2, l. v r nd t n r rd. ( n n p l Pr v d n, R.., Br t n, b,.,000. t f d p l th d
30 R H nd t r l n n n r n ll r, n d r n v l bl. D nt r r, f nd n th l t th d th, dr. 0. ( n th d. n J rn l f d, nd d h r nt tr. l. 6,400. t, v., p.686. f d p t n ff t d J rn l f th n l b D bd n, nd n th n t r 8, p tr t nt nd b d l t n. f lt r. th n t r tr l nd f ltr t n pr v rn l nd n 0. ( n Tr n n t th r t l n d r t n. 0. ( n B ld r, f l nd d p l th d, f tr p ll t n.
31 NT 04. ( n n l t d f nd t n nd pr 0. ( n n n r, l n th pr l n r th d f n d. rt. 0, , p. 48, 84. t n v b rv t n nd xp rt t n d r d d r f p r t b 0. ( n Pr p.20. n n f f lt r nd nt t b d. r l d ( n l r f r n t r n. th tr p l t n n n r n n, nd nv t t n f n l h p l. 4,000. f b t r l pr nd th nd., ( n t r tt nt f ltr t n, pt t n n p l j rn l nd l n th d nt t n nd t. l nd n n r, t p n th p r f t n f t r lt r, tr nd l t
32 B R H Pr d n f, v.2, p.26., 4,200. Thr p p r b rr, r p t v l. N t d r tl n tr t t n t l l nd t n. f th r n d L. J. L nt, nl n d t t. 2,000. th d f tr t l nd., ( n ffl nt b n l nd d bl nt t. ( n n n r n 8, 4, 40, 68, 422, 20,, 248, 2, 20 v. 0, p.4, 60, 0, 2, 4 8 v. 2, p.420, 44 xp r nt t t n, th r n r n r rd, p Pr tt, h f n n r f t d ff r nt pl nt nd d n ll. 0. ( n nt n, ll n nd l nv ll, pt t n. n p l j rn l tr t nt t r l nd 0. 4 ll. 0. ( n d nt t n, h l pr p t 0. ( n n nd d p l, n. pl. 04. p.4. rd, v.4, p.6 0. ff n.
33 NT, dr. n t, v.24, n f nt t b d. D r b ll,., n t n f pt t n n n r n,, v.4, p.. rd, v.4, p. 2. nd rv r. n n p r t n f pt t n, n n d n n nd d p l f l d. n p l n. lt r n t r l, nd ff n 0. ( n Pr d, p.2. d p nd n n b t r l t n. pr n, N.., n f ld,. nd ll. 06. ( n n r nd t t r f r f t f n pl n th d p l f. 08. ( n n n r v nt n f tr p ll t n nd. ( n Tr n r, v. 8, p.. t n f th t t n th
34 R H d. n f J n r n, nt r tt nt f ltr t n, n n n r n f D p l r f Pr f. Ph lp th b t, th h th l n bl. Th l n th f l t v t b l t f th ffl nt. th t nd l t n n r t n p h th d th n ( n V n N. r th dv n nt f n. n n l nd nd th r ntr. n d p l. t th n, N. J. 44 p. 0. d r b n pr t t Pr v t nd B ll t n p, N.. nd h pr n p l f t r th pr n l n n.. n n r n n r nt r tt nt f ltr t n r l f th d t r n h r t r f th pr d n f r bt n n b t r lt. n t l. 6,000. D. t p r l nd tr pt t n, f r nd p r nt rr d t t P r nd
35 NT L f bj t nd f th d f, v., p. 4. th r f r rr t n r f ltr t n. rd, v.2, tr f t n. 0, p. 2. t n f l n, nd d n n rd, v.60, p.68. nd v nf r t n n 8. ( n n d n n, r l nd, n h h x n d t n f d n tr t.. 0. ( n h, v.26, p.48. d n r p n pr t, th n, v.8, p. 0, 6, r df rd, n l nd.. n l nd. 2,000. n n b bt n d b pl ttl nt t b d. d rn n.2 0, p.22., pr l 2, p. 4. t n nd b f ltr t n thr h
36 R H t n t t t f h l b r t r nd h lth ff r, B rl n t n, Vt tt n d. p nt nd hn l r. ntr b t n xp r nt t t n, n., n n nd t n f n. ntr b xp r nt rt l r tt nt n t pt ltr t n.. B., , 00.. ntr b xp r nt f lt r nd nt t b d, th h l lt r bt n d b tr t nt n. B., th h t r r. 06. ( n nd rr t n p p r, f th h tt n t t t f nt t f lt r.. B. tt n t t t f n n, v.6, r b t n t n, thr tr l n f lt r, nt nd D bd n l t b d.. B. lt nd pr t l
37 NT. B. nt n d. t n f n rd, v. 6, p.60. nt t t n f th h tt n t lt r. f f rth r p r f t n r nd d. dr. ll. n, v.66, p.. n t r n d p l j rn l nd t n f n r f D f l v l f rt l z r. th r l nd, nl b rr t n. t r,., nd ff t f th l 6, p. 42, 62. t r n n r nd rv r. th d n t P r nd f pr p. 0. l t < n n r l n th t f r t n t t n th b t th d. 88. ( n J r t n nd v h v l bl rn l f th f f r n.
38 R H ( n t l t n n r l h nd. 2 f ld n pl. l n n r, r b th P r t d f r.., p.628. n f th t rr t n p rp.. 8,000. v., p.8. nd h r lt fr t n n r n r rd, n f n p l nd nt f r, b d n th r x 2. l l p l," n.22, p.8 8. d p l. D r b ( n n n r n. nd th Fr n h,. r., 00., v., p.48. d t th ll pp nt d nt n n r." t th d f d p l. t p l f r nd t d n. V l n xh t v nf r
39 NT t r t n t r n t 8 8. ( n B ld r, r n z n, v.20, fl d r b th B rl n pl nt, ( n f r., ( n, v., p.248. rl n, P r nd n Br t h t n.. pl ( n n rr t n n th t rn t t (Jn n n r n p t t n th d. P r f t n n d r bl r d t n f t. r nd n tr t d b th th r ( n n n d n th t t th d f, r.
40 R H 00. ( n n z n p rt n f r f l p r n r n r rd, t r nd th f n n l p nt f rr t n. n n r n t, f r t L n l nd P r. 20,000., r., v., p.2. f r f P r. r l d h r. t t h, d n h rt nt f., 00. ll*. 2, nn l d r n n, v., rr t n th P r t 00. dr. 8. dr. pl n v ll r, v n xt nt nd
41 NT 4. ( n n r t n d tr v x v l, v., p. 88. rr t n th d n 8, tr b t n. r.,000. f r f P r. 8. ( n n 8. ( n n n r n. th R l n l nd. l. 8. ( n t n f d tr b t n t nd t t nt f r P d n, l. p l n t n f d t d nb r h, tl nd, n n ,000., r, rl n nd r lt bt n d. r h f D d f th n t t
42 R H., dr. l n n r, tr t nt f n pt., z n, v., p.. l dr. h l p nt t ll r l th pt t n, nd p p l j rn l r n p l r p ln t.. 8. ( n t n f r. r n t R d n,. 4, p.. t f th R d n f r, nd ppl t n nd p r nd n, v.28, p. 6. r n z n, v.2, r ll. t n f n n r ( n n t f. 0, p.. rd, v.26, p.. th l r t nd t f l t th pr v n l r n n, v.,
43 NT 4 0. ( n n n r,, th pr v pt tr t nt. n n r n n, n f r. nt. 4, dr. v l n n r, r t. Tr t nt b. 4, dr. dv nt fr d pt n t. t t t n f v l 8. n n t r v n nt f n. rn l f th 4, p..., th f r t f t nd n r n, v. 4, p. 4, 440 d l t n n r f l, bl d, l nd h r nd th r.6, p. 28, 62. l nd. th t t pl n, ppl n th p ll t d t r th t f d.
44 R H nd p l, p.2. l nd. v nt ft r.p tr f t n n r.,400. r t n, th nf r t n 2. ( n J r f n pr p t nt, " l r n," n n r n d f h lth n nt f b t r lt., dr. v l n n r, n, v.6, p. 8. f l d nd th t r lt n. ( n Tr n 2. ( n n r t v ntr, n t n, n r ll n ( n Tr n r z n nt, f r d b xt r f l r n. 8. ( n J r f tr t nt. B l v th t t nt. bl h lth, hl r d nd l t r.
45 NT 4 J rn l f. 8.. xp r nt t t n, n r p t nt.. dr ( n r d d b pr p t t n th 6. ( n J rn l. n.,000. p.4. " r f l " n t nt t f pr p t nt dd d ld b. 2, 00. t, v., p.244. t nn r.. r d lph t r f r n t r n ppl n f r th dv n nt f n. d t r v r fr l d. l nd tr, v.4, t H, n l nd.. ( n J rn l f r f t.. ( n J rn l n b dd t n f n tr t
46 R H nd t r, nd d r b p r t n f p n. 2,000.. nt f nd n pr d n f l, bl d, l nd h r l. d nt t n. f rr hl r d nd hl r n. th t n nd l th t ff. n. d. 6, r n z n, v., th nv r n f th l h nt t d. 2, n nd t r p rt b Pr rd, v., p.20..p tr f t n f l d b ppl n d. rt rl j rn l r n z n, v.8,. pr. n n r, n l d th t n n th r hl
47 NT 4 n n r n, v. 6, r n z n, v., nd l f l. Pr p t t ( n n p l rv r. r h l pr p t t n b ( n n th ffl nt tr t d th r ll pl t f r nd. n, nt. 00. t. n r nd f th n t, v.28, p. 8. t f r t n n r t d b t l t r r h f th. t r n t t t, n n n r n l. ll t, v., p.., p.j 4. l. R lt n l d 8 4. ( n n nd l, nd th f lt r. 00. dr. 8. ( n l r d nd hl r n d
48 R H d p l r. n n r, v.28, p.. nd l n f rr, nd. 2,000. dr. 8. h l pr p t t n, th 4. ( n J rn l f h l pr p t t n pl nt. r n r rd, t t n p r t l b l nd. dr. 00. ( n n, f ll d b l nd d p l 00. dr t r, pr p t t n th. Pr p t t n f ll d r. 8. ( n h p l r t f lt r nd th ffl nt. 2 dr. 8. ( n nd f rr lph t. R p rt nd n f t t f nt t. dr ( n f rr lph t r l n
49 NT 4 nd., 00. dr. l nd l pr p t t n r. 00. ( n t n thr h p l r t. ( n n n r n l d x d th h. dr h l pr p t t n b lph t. 8 dr. 8. ( n h l pr p nd ppl d. 2 dr. 2 ll. v l n n r, v t f p r t n nd th n r l, N n t n nd 8 6. ( n J rn l f t f l n nd l nd th d p rt ll dr d b h t n..,200. dr. 8., dr. n L nd n b pr p t
50 R H. ( n n n r v n nt f n. l r fr l n ll. x l d b f r ntr n nt r. b n tr d th v r pr p t nt. t. n pr d h t pr d h n v l, v.4, p.. tr t d th th d bl B r pr d t Br nn,.48, p.8. r nd T d h n. B.. ( n n n r n nd ffl nt, nd t f., dr. 0. ltr t n f.. 8. ( n n. 2 dr h r nt r f nt r pl f th lph t f f l p r t n f r v r l r.. ll. 08. ( n nd f lt r. tt., dr.. 8 dr ( n p r f d b h l t b t n n r, h rl. ll n. dr. 0. ( n th l. r n n r, r p rt n pl n b tt d. R
51 NT f th l th d, pr p d f r., 00. lt bt n d t th pl nt, n r t b f ll d b th t n l n p r t n r, v.6, p.. nd n d r n n lt n th d v r xp n v. 2. ( n Tr n. nd t D rt nd, nd r n. ( n n n r l d t r t r,., ( n l v l nd n l f l.. hl r r n r t d t. 2 dr. 0. n, v., p.. nd t r t f n l nt b hl r n, th d v l p pl t n. n p l j r J r n t r t n ( n f v l n n r.
52 R H n n n r n t f rt, B t n. D b rb f L nd n.. ( n n n r,, p. 8. h r h f ll tr t d n 8. ( n n r. D r b H r t nd f th r th d. p bl t r f pl nt nd tr. rd, v. 6, p. 4. t f d nf t n f, v n nt f n.. l t n f hl r d l tr. th t ntr n t r., t n, v., p.. pt t n nd f lt r b d. 00. dr. n n n r nd r pr r, t t r l tt r nd pr p t t l d r n f rt l z r.. 0. ( n p. 24. pr v nt. h d f tr t n th th h pt r. 2, dr.
53 NT tr b t n fr r nt t t n, V..J t r ppl nd r, v. 8, p. 48,, v. 2, p. 2., p.688. th nt v l bl f r d nf t n d t t B t n, R d B n, N. J. t n. F ll r f r n t r n l Pr d n. rd, v.6, p.646. bl, th n d r t n f ( n n, B t r l t. h n p d r nd th pp r r.. ( n T h. ntr b xp r nt l nd n n r, r pr p d nt. f th L nd n. 8, p. 6,. rd f r. n d r n d. t n nd d d. ll , p.222.
54 R H t t r. 0. ( n d nd d ff n nt t b d.. 2 d. 2 dr., v. 4, p.224. t t t rth n. hp th pr f r p r f t n f., t. 8,000. t, dv bl, nd t p pp r lph t nd th r nt. t r. 2, l tr l.. 8. t n f r th dv n nt f t n tt n d., nt f, n r n l tr d. ( n l tr l r, N.., h r lt t r p hl r t, t. f r d b th , p. 04. t n n n l nd nd nd th t f th h dr n
55 NT l b h l f th n t r 0. ( n n n r n nt. b t r b d. n r rd, v. 8, p. 6. f r lt fr tr t nt f r v t p f p r f t n.. 8. ( n J r. n t h fl f t bl h., , ( n t b rd f h lth, 0. fr nt t f lt r. d n f th n l nd. rn l f th f p r t n f f lt r. t d f br z..,000., v.2, pt., p.4 4. f r th b tt r r v l f t r n r f. l nd tr, v.,
56 R H.,000.. rd, v.40, p.4 6. lt r n t r l nd nfl n dr. ll. 0. r th b t r b d. ( n n p l n Br t h t n f n p l r lt bt n d t L hf ld nd d. 2,800. lth. pt t n nd n, v.4, p.2. r lt f v l bl xp r nt. ( n J rn l f rd, v.4, p. 0. v rh pt n, n l nd. l tr t nt h l.,000., p.644. lv rh pt n, n l nd., n r f D p l r. l n th t th d r l n t th r n tt r f t t n, n p rt nt b t l th t ( n, v.2, p.20. nt t b d n d p l f r nd nd r d, 0, p..
57 NT. 6 ll. 0. ( n f xp r nt t n r f t n n nt t b d. n t th b l rn l f th n, v. 0, p.244. f, p ll th n tr n t r lt v t n t n. ffl nt t n, f v r bl t r p d p r f t n.. 2, t n t n nd f lt r nd r v r t t b d. 2, 00. d h r n t n, th th r f r nt t b d n r l r rd r. n n n r n t d b b t t n h b l t r b n n d n n th th n l r f "l v n, P t r n t n n, v. 8, p. 62. f xp r nt n r t f b d., nd nt t nd p r l t n 40 b t r l tr t nt r. 0. ( n n d n l r t D bd n l t b d d f l t. h l f t
58 R H. ( n B ld r, p l nd nt n n r. l f lt r. pl ( n t n pl n pt t n l. 00. ( n p r nt f tt. n r ff th pl. 00. p.2. n nt, p r t n nd ff 04. ( n n l r r p l d tr b t n ( n p. 02. d tr b t n b pr n l r Tr n t n h th t p n th d v l p ( n nt n n r. Tr n t n rd, v., p.. nd pt t n ll tr t d
59 NT r n t n l l p r f t n, p ll th rr t n th d.. ( n J rn l f t n t th L nd n nt n f p r f t n tt n d, nd lth, v.24, p.6. xp r nt t t n nd r t n f f lt r.. ( n N t n l n nd thr nt t f lt r, t nd l n r ( n J rn l f th rd, v. 4, p. 2. r l n r tr t nt f l. 00. ll. 00. ( n, h r th x d t n f r n r r., ( n t b d. n l f r. ( n n n r n,, n nt t b d f. L nd n. 4,800. l b l nd H t n. thr h b d, h n l d r f p r t n th ffl nt.
60 R H n l nd. 8, p.404. b d.. d. dr. n l nt t b d. 02. ( n J rn l 4, p.86. t lf rd, n l nd. r r f lt r nd b t r b d. r. 6,000., p.620. nd nt t b d, nd v t bl t r nd th r t th l r n. 4, , p p ll n th p r t n nd ff tr t nt ll. 0. n f pt t n nd nt t dr. r, L nd n, v. 0, nd pt t n nd b r f L d, nd l nd t R d t r n t t t, r b d., P., 00. t b d nd l d b d. h h
61 NT 6 dr. ll. 02. r r f lt r nd v. 2 dr. 2 ll. r nt t b d nd nd r d pl n. f, th n d r n th p t r. f n n r n n n pt t n th d bl. ( n n n r, L nd n, n l, d r b n r f l xp r nd n f d bl nt t b d.. ( n n n r n, v.68, th R f lt r r nt t b d. r nt., 00. dr. th ff n f pt t n, b d d f p n pt t n, f l n, n l n dr. ll. 0.. r n r rd, v.6, 0. ( n n n r f lt r. 0. ( n n p l f ttl n t n nd nt t b d., ( n nd nt t b d. h t f R n,, p. 00. t bl h nt f xp r nt l
62 R H l nd, 04. nt t b d, th nt f r n, h 0.., p. 8. nd f lt r nd n n r t r f r d t F nd d n n, v.4, lt r nd 06. ( n n r b d f r h f, v. 4, p.. b t r l tr t, p. 0. nd ll n t h. P r f t n t n d r bl r nt, nt. nd b d h r nt th l. nt l b d, L n, v.4, p.. l n ff t f d nt n f l v ll, nd., v.4, p.80. nd nd f lt r. N pl nt. n l nd., 00. ll. 0. ( n b d. b rn N....60, p ( n n n r,
63 NT 00. ( n n n r n b t th d f d p l. Pl n,000. dr. 0. b r, pt t n nd n 0. dr. ll. 0. t n, d n h b r, pr r r nd l d b d. n t, T nn. p. 2. r nd f lt r. l nd. 2,600. dr. tr t nt n d nt t n dr. 0. ( n t b d nd nt r tt nt f lt r. r l z d b pp r lph t b f r, ( n nd f n b t r b d nd n, dr. 0. nt t b d nd x l r f lt r. t n, n l nd.. t r b d. ( n n n r, d, th b nt nd ff nt. n l nd.,000. n f v l r rd, v. 0, p.. nd nt t b d. R lt n t f pr p nd r n f br r r f nt f th f ld n pl. ll , p..
64 R H ll. 0. ( n pt t n nd nt t b d. f h rr v l, v.6, p. 4. th f, v.46, p.. d.,000., p.20. ppl t n t pr t l d p l d nd t.l f r pr d th nd n h nd r r r t r l, n n r, v.6, r n n r. r b n pr p t t n t n nd n t f., p. 0. th n p thr h f lt r, th t x d f r n. n T hn, 0, p.248. t n t h l tr t nt, th. 4 dr. 8 0., p r d d t h r l b l r th.
65 NT 6 ld nd pr p rt n n f th p r f t n p. 0. l. 8. ( n p l t n J rn l f r tt nt f ltr t n nd br d f. 20, p.6. r n z n, v.6, nd fr nt r tt nt f ltr d f ltr t n f th Fr n h, 4. v n n xtr l ld th r, f d n h rt t. t, R.. 2,000. t pr v nt. rd f h lth. 2, 00. d f lt r, ff t f ld th r r n r rd, v.24, d f h lth, v n nf r t n n f n tr f t n th t t pl. t n b th f t n f. n t r n t t n. tt n r n t, d n 2 h tt t.
66 R H Ph l pp n 0, p ( n. r t n nd rr n nt f 0. ( n t l. 6,800.. p rd f ltr t n, f ll d b t n, l xp r nt n nd. n J rn l tr t n nd t p nt p n n 8 0 nd 8. t t t b rd f h lth n f ltr p l t n t r t n f n t n th B t n tr. 2 d. 2 dr. v l n n r, rd, v.2, p. 4. p l r t n f t n. n 8 4. ( n J rn l, n h h r f r d 02. ( n n p l n f pt t n nd f lt r
67 NT 6 r n, v.2, n t n f r d p l t 00. ( n pr v nt. b nt n l r d bl d p l, 0, p. 0. h tt, nd h d r tr. t th L r n l r p rt (2 d, 8, ff t f h n l p t n ld, tr t nt f d, t th L r n 8 2. ( n t nn l t r tt nt nd f lt r, ff t f n f ltr t n, t. t th L r n 8. ( n t nn l l n l d n rn n pr v l f l d, nd n r l n p t t n f rd f h lth f p rt n t r v b l. h tt.. fr t n t n. h tt..
68 R H t b nt r t h, 8 6, p.. n f v t. t b nt r t th, 8, p. 0. h tt t n. tt. 6 p. nd ffl nt t h r t, nd df ld. p ( n t t r l f r nt r tt nt nd f lt r ( n Tr n r, v. 0, p. 0. rd, v.28, p.2. n ppl nt, d b t r l t n n nt r tt nt nt t t n. 08. ( n n r t n, n t n f pt rn l nd t l n ff n f f lt r 04. ( n T h h n Pr f n n t lt f r r. n r n nd nd t n tt nt nd.,000. ll. t, v. 2, th d f d p l n t., nd n th Br nx r v r v ll, N..
69 NT 6 r l.,000. p rt f h tt t t f ll r t d n t r n t th r nd r pr r. 8. ( n n r, v. 2, p.4 6. r b n f r d thr h nd r 8 2. ( n n n d n d b J r D r. f l b t r r n r rd, v.46, n n n r n d fr l nt n,., t r,. nd n t, R... dr. f ld n n n r n r t f r, v.42, p.2. d r b t t pp r t. ff n p r d n, v.2, p. 60. fr pr p t t n t n.
70 R H t r n,. ( n Tr n r, v.2, p. 2. nd d r b t n t ll d n th ffl nt. 06. ( n J r. 8, p.2., v. 6, p.628. r n f r f lt r b d d r n dr. 0. ( n t t n nd d bl f ltr t n 8 6. ( n n rr t n.. dr ( n f ld n pl. t, v., p.2 6. n n, L n p.2. h b n tt n d n d. t n nd n n n r n n n p l t.. 2 ll t d n,. p.4. h r lt fr tr l pl nt t nt, b n d th r p d f ltr t n. 8. ( n n d n d th l d pr d n f lt r pr.
71 NT dr. 8. ( n. 4,000. t f Br t h th p d l l tt ntl n b d. h n t t n t t t, v.,, t N Br t n, p.. t n b d n th r n l f d t r d n, P. 6, , p.22, 2. h f lt r d thr h t n f t b t n. t nt R, l. t n nd p rd f ltr t n.. dr. 8. ( n n n r n f n t r l b d f r v l th t r t r, r n f ltr t n f ffl nt fr n th Br t n.4, p.66. n pt t n. l t nd d. 02. ( n d t nt r tt nt f lt r f t r. ( n n n r
72 R H r l n,. n n r n n n r n r p t t n b f r th ppl n r n r rd, n d l th lph t f l n nd. n n r n, L n rd, v. 2, p.460. nd nt r tt nt f ltr t n pl nt, nd.,000., p. 8. n d f r th t f p. 8, 0. d b tr n r, nd f n l 8. ( n n n n, v n v ll, nd.,. dr. 02. d. 4 dr. 2 ll. n r n t. n pl nt, h r p rt l f th.. 2 dr ( n J r r n z n, v.2. p r f d b f ltr t n.
73 NT d n pl. 8. n r, v., p.48. nd 20 f lt r b d., dr. nt r tt nt nd f lt r. ( n Tr n.8, p. 84. ll d b nt r tt nt f ltr r., H p n n, v.4, nt. 0. ( n f th t t f N lt r b d, v n t nd h 00. dr. 02. r v l f lt r, h r n ll f Pl nf ld, N. J. 62. h tt. 2, 00. th f lt r b d. t, R.. t nt f P t t r d f th l d r v d fr th f lt r. 6, n r, v.4, P. 8. f lt r b d. r b d n 8. 2, 00. D r t f fl f f b d, ff t f fr t n b d, t
74 R H. n 8.,200.. r t r b th ntr d t n f. n , 00. tt nt n t r p f v t bl d n, P. dr. h d p l pl nt, f n ll r., 00. dr. th b h l pr t d nd th d f r h ndl n r., r th n n r n t. v l xt nd n v r x nth p t l f r th d n n lt r.. ( n n n r n f r n, l n nd n t, p n rb n, x d ( n n h pr r nd nd r 0. ( n n 4 r f nt r tt nt nd d t n th.. ( n n n r n r th f ltr t n f. r ( n n r z n " nd f ltr t n thr h dr. 4 ll. 0. ( n d b d nt t n nd
75 NT ( n n n r n. dr ( n n, th f ltr t n f ll n. ld b bt n d dr. ll. 0. t r tt nt nd f lt r b d. r. ll. 0. ( n. 2 ll. 8. ( n lt r b d. r,.,400., h n n n v.4, p. 8. nd f lt r.., dr. n d r bl n r n 8. ( n n l r H, n r n r v, N nt n nt r tt nt nd f lt r.. 2, dr. nd 6 nt r tt nt nd f lt r., 00. dr. ll. ll. 8. ( n n 8 6. ( n n l. 8. ( n n t n b d, v n t t d t.
76 R H dr ( n nt f lt r. l f r th n n... r l F ll, R.... r,., 00..,800. dr. n n r nd rv r dr. ll. b nt nd f ltr t n. t n r h. ntr l b ( n pr v nt. l d d r pt n f rr n t th l n f. 2, 00. h lth. n, rdn r, t n f 0. 2 dr. ll. dd t n., N.. n r n t,
77 NT l dr. t, v. 6, l n F lt r t th L r n n n n r n n, r d n f r n r rd, v., l r f r n t r t f p n n r n, v. 2, r, n tr t d f r t n, p.. 2,200. n n D f lt r.. fl nt, nl b f l nt r p rt f th h tt t t r f r n n r n r rd, l n f lt r. p.. nt t t n p n d ff r nt t p nd t d t r n ff t f f lt r, ( n n l nd. v l nt n n p l r t, b n d tr b t d r n l r.
78 R H f v r pr n v. 8, p. 24. rd f h lth n d ff r nt. r t th D rb n t f pr, p.. rd, v.62, p. 28. n d Dr l tt. t n t d l n, Fr n th r. ll. 08. d r pt n f " n p.t.d t n, n t n f l f n t n nd n n d n t n. d nt t n t n, tr l n.,000.. ntr b xp r nt r n th r t t v nn f r d n. l n t r n...b r n p n d pth f f lt r f th r d n nd th p t l 02. ( n n n r f lt r.,000.
79 NT r. 2, 00. 2, p.. t n t t rb r, nn., ff t n n n zl pr r, t. l n f lt r t r n r rd, r b t r. r, nn. 4, 00.. f pr n l n f lt r nd r l l. 2,000. p. 0. z f f lt r t r l nd 0. ( n n, v. 8, p.8. t t n f v l n n r. l t n f lt r t B r n h, n r t n. n n n r n t r t n f tl nd. d t b d, r v l f r. 4, 00., p B. n pt t n dr. f ld n pl.. ntr b xp r nt th t tr l n f lt r nd h l t n nd th t th pt t n n d
80 R H. B. f th 06. ( n f lt r h v v n r lt nd t h r t r r t f fl., d... ntr b xp r nt, v., p.28. rd, v., p.46, ( n n nd f th pr n l n f lt r. 06. ( n n, n t n f pt t n, pr n 00. dr. ll. 0. v l b l t f lt r n r nd f n l nt r tt nt nd h l, t. n n r n nd f lt r. t nd d h n n r n l. n l nd., 00. t nt n d nt t n nd t n r., 00. r t n. p l tt nt n v n
81 NT 8 r t h h t r, v., p. 4. t nt ppl nt d b t b d f r tr t n th t r t r. r v ll N... r rd, v.6, t f t fr t nn r nd t n b f r nt r n n r., r nd t n r th t d nt t nd th t th ffl nt p thr h d nd f lt r. p r f t n pl nt f r, v. 6, p.. th d t l d t t f t. lt r nd ttl n b n, th p t r, d.,200. r n t nt r tt nt nd f lt r r pt t n, pr n l n f lt r nd r d rf, r n,, p. 0. l l p r f t n pl nt," f lt r.. 4,000. r n t pt n f th pt t n nd l r rd f r p r d f ht. dr. xp r nt. Pl nt ll n h th ffl nt ll b d tr b t d.. 2, d. zl nd r d ff r nt h d, f r nd nd r v r n n t nt f t r., p. n th r d p l t r tr t
82 R H ll t n f th ll. 06. ( n d d p l th d nd f ltr n nd pr n l n f lt r n t ll. 0. f pt t n, pr n l n rf. 0,000. t h r n n r, p r f d b d nt. dr. 6 ll. 0. ( n th f lt r n r. n n tr t n n d pt n f pr n l n f lt r dr. ll. n, pr n l n f lt r nd 00. ll. 0. r r t t ll b l z d f r p r p rp. r n n n r n nd Fr d r P. t rn, h h d r f p r f t n., pr n l n f lt r, ttl n t n f lt r t t r, v. 6, p.4. th d f r l n t n t.
83 NT 8., 00. dr. d n n d nt t n b n.. 2, dr. 0., pr n l n f lt r nd nd f lt r. 04. ( n n r, v. 8, r nd nt t b d.. ( n n l, n l d n pt t n nd n l nd., th n t t t n f v l n n r.. dr. 0. ( n pr n l n f lt r. 08. ( n n pt t n nd pr n B df rd t t n, r n r rd, v., p. 0. r nd ttl n b n. 8 ll. 0. ( n pr n l n f lt r t b pl d pr v d t n f r 2,000,000 p t f,000,000 ll n. 00. dr. ll. n n nd r t h b r, l n f lt r, ttl n t n nd l d. 0. ( n n n nd p r l t n f lt r. l. 4, dr., l d b d nd pr n l n
84 R H. 0. ( n n h h n t f h dr l t,000. dr. 0. ttl n t n, pr n l n f lt r, dr. b pt t n nd rth r v, v. 0, p.4., n l d n nt h b r, pr r p r l t n b d, d P..,000. f P nn lv n, th pr l n r tr t nt n dr. 2 ll.. b r nd nt t b d, p r l t l v r v ll, N.. nt f t nn r t. t r f t.,800. f P nn lv n, t n, nd th d b f n r n... h h p pt tt r ( n n p l n n p l p r t n f p nd d l d
85 NT 8 r n v v.62, p.2 0. v d b r n nd n n r, nt l nv t r n, d b p l j rn l nd nd t n.. r l h n l th d fr. b rr n n. D t h r n n r, b n t n f th p r l d l., n b d nt t n r pr p r f t n n t b n d nd d. ll. 0. n t n. x d t t l n d l t, p.. n th f d p l tt r r t n t n pr l n r n p l j r b ph n t n, th th r r l t pl t l r v d t 0,000. dr. 0.. t t n t n nd th th d
86 R H, ll.. nd., h l d r h p.. dr. 0. n, n r b f lt r nd pt r n n, p t r f Pl b n nd n pt t n, th p l d r pt n l n n r pr v nt. n n r n n,. t t v n r" r d nd p l r. t n f n t n nd d r pt n f f th f r t th r t. t n.,000. t f v l, th n t n h t r f th r 8. ( n B ld r, r h t t r l t. f th pt t n.
87 NT 8 pr n nd th r, r, n t, tr t nt f. f pp l. 6, 00. v l d. b t r r r t d n r d fr pt nd d dr. ll. 0., th ll tr t n f n t ll t n r r l., 00. d rr t n. 2 dr. 0. ( n L, v l. n r n, t n t pt t n t n f pt t n nd f lt r n t. 0. ( n Tr n r, v.46, p.4 6. h n b rl th d f n p t nt r ht t th pt n l d p nt, p ll f t p r t
88 R H l t d b ld n. r n nt f r d l v r t th n t f pr p. 0. n r v l n n r, n f r d ff r nt nt ( n n n r n nd th d f tr t nt 06. ( n n t f n n r nd rv r. 8 dr. 8. ( n,. f pl pr p t t n r th t ff nt. J rn l f th f l th r th t p. dr. 0. t, p. 4. th pl n f d t l. t b rd f h lth.. bl d t p r f t n.., dr. p.4. t n f t n nd r.
89 NT 8 n l d n th th tr l. n r rd, v. 2, r d p t, r t f fl ( n nt n n r. p ll t t B r n h, v r t.,200. t d f th r t p r d n pt. 8. ( n n r, v. 8, l d n p l r l r pt n f th n n n r, v. 4,. dr. 0. n f t l t nd n t. x t r n l nd. bl H lth. n th r f n t r. f d p l t
90 R H rn l f th n t r n t n pt t n nd nt t. ( n n n r n r rd, t r, n l nd. 2,400. d f f ltr t n pl nt. t pr n, N... b n f l d t n ( n p l nd nt n n r r rd n f pt t n n pr f r n t d d p l. n n r ( n n n r n lt bt n d t th p n r pt n r dr. ll. 02. r tt nt f lt r r tt. n r ff ( n 24, p. 6. d r n n n, v.4, p.44 r n. rd, v.4, p.444. v lv d, l d tt r r v d nd ll. 0. n t n, v.2, p.2. t n n t n f th x
91 NT 04. ( n n t h n t n n r n n,.v.44, n pt t n nd d r b n r n, v.6, p.82. th th pt t n t x t r, n p l j rn l, ll. n r d pr,, v., p.28. n n p l f l t n nn t n th r H n r p l n 4, ( n n l t n f l d nd xt nt f. dr. ll. 00. n f f r rt f. L n t l,, v.42, p.. t p t 8. n n r n n f p r f t n. 08. ( n n n r n n r n n n r n r rd, f l r lt.
92 R H n n r n, ( n r lt f p r t n f pt xp r nt t l t n, dr. 0. t r nd v l, n, v.42, p.2. th p l nd d r b n r ( n n. ( n n n r f lt r. 00. dr. 00. ( n t n th f lt r b d.. ll. 06. ( n p p l t n f fr 60,000 t 02. ( n n p l t r r lt. r. 2, dr. 0. l d b d. v r,., 00. r nt t f lt r, h n th t h n th nd v r d p l r, r f t n." n p l j rn l h r n nt th l. 00. dr. ll. n. t f t r r lt h v b n
93 NT n.,000. d. t d b n f th r nd r t r,., n l d n d t l d n l v l d f p ( n B ll tr n t n l, v. 0, t l b, h.
94 R H f r t th t f r h h th tr tl n t x pt f r nd v d l r d. R tt n h ld b d r h. r h f ll th r nd bj t nd x. n nd pr n f v v l fr 8 t 06 n l v. r r l f r n th t t d fr n th r r. h f th f r t r h v nd v d l h b th n p f l f t n p d. nt p tp d, nt. nt p tp d, 2 nt. 8 pp. nt p tp d, 0 nt. d, 2 nt. d, 2 nt. d, 40 nt. p tp d, 6 nt. p d, 0 nt. d n p f l f t n. rt pp. 4 nt n F r n L n pp. d nd v d l B r ph. 08. n p f l f t n. pt b r. 2 l f r h l.. th rn nt, p tp d. t. 0. t pp. 0 p nd Ph t r ph,
95 R l t n t th nt, p tp d.,, 0. N t d n p r t rt nt. 0. f t rn P nn l rr n. r v r. f th rn p d, $.00. nd Pr v d d b th r t ht r d p tp d, 0 nt. pr p r d f r th f r t ht h l nn t t d t l f B...f r th r l t nt n d n th t t l L br r nd 2 nt. th r pp. 08. bl th t r l n th L br r p r t l r r t f pr nt th pp r d ll b nt p tp d ntr, 6 nd 64. n pp h ntr. pp. tp d. d. p tp d, 2 lpt r, n, t r, l r. r, t pp pp.. nt, p tp d pp. nt,
96 R H. pp. nt, pp r n r ll.., p tp d. d nd n p tp d... nt, p tp d. nt, p tp d. th t tl n th nthl 0. pp. 0. nd rl. 2 pp. h l d nd T ll n H t lv r f
97
98
99
100
46 D b r 4, 20 : p t n f r n b P l h tr p, pl t z r f r n. nd n th t n t d f t n th tr ht r t b f l n t, nd th ff r n b ttl t th r p rf l pp n nt n th
n r t d n 20 0 : T P bl D n, l d t z d http:.h th tr t. r pd l 46 D b r 4, 20 : p t n f r n b P l h tr p, pl t z r f r n. nd n th t n t d f t n th tr ht r t b f l n t, nd th ff r n b ttl t th r p rf l
4 8 N v btr 20, 20 th r l f ff nt f l t. r t pl n f r th n tr t n f h h v lr d b n r d t, rd n t h h th t b t f l rd n t f th rld ll b n tr t d n R th
n r t d n 20 2 :24 T P bl D n, l d t z d http:.h th tr t. r pd l 4 8 N v btr 20, 20 th r l f ff nt f l t. r t pl n f r th n tr t n f h h v lr d b n r d t, rd n t h h th t b t f l rd n t f th rld ll b n
0 t b r 6, 20 t l nf r nt f th l t th t v t f th th lv, ntr t n t th l l l nd d p rt nt th t f ttr t n th p nt t th r f l nd d tr b t n. R v n n th r
n r t d n 20 22 0: T P bl D n, l d t z d http:.h th tr t. r pd l 0 t b r 6, 20 t l nf r nt f th l t th t v t f th th lv, ntr t n t th l l l nd d p rt nt th t f ttr t n th p nt t th r f l nd d tr b t n.
Humanistic, and Particularly Classical, Studies as a Preparation for the Law
University of Michigan Law School University of Michigan Law School Scholarship Repository Articles Faculty Scholarship 1907 Humanistic, and Particularly Classical, Studies as a Preparation for the Law
Colby College Catalogue
Colby College Digital Commons @ Colby Colby Catalogues College Archives: Colbiana Collection 1872 Colby College Catalogue 1872-1873 Colby College Follow this and additional works at: http://digitalcommonscolbyedu/catalogs
Colby College Catalogue
Colby College Digital Commons @ Colby Colby Catalogues College Archives: Colbiana Collection 1871 Colby College Catalogue 1871-1872 Colby College Follow this and additional works at: http://digitalcommonscolbyedu/catalogs
is: 3o>« P 6 Jsgg E 2 si O j= o ocq O o & s r 3 O O K O r " CD r cd as c 3 ^th ^ "OU a 5 " c ?.53 drag S.S pqc O r OT3 4J o >> o.- X h 5 c o o C C :_
& Q f*
35H MPa Hydraulic Cylinder 3.5 MPa Hydraulic Cylinder 35H-3
- - - - ff ff - - - - - - B B BB f f f f f f f 6 96 f f f f f f f 6 f LF LZ f 6 MM f 9 P D RR DD M6 M6 M6 M. M. M. M. M. SL. E 6 6 9 ZB Z EE RC/ RC/ RC/ RC/ RC/ ZM 6 F FP 6 K KK M. M. M. M. M M M M f f
z E z *" I»! HI UJ LU Q t i G < Q UJ > UJ >- C/J o> o C/) X X UJ 5 UJ 0) te : < C/) < 2 H CD O O) </> UJ Ü QC < 4* P? K ll I I <% "fei 'Q f
I % 4*? ll I - ü z /) I J (5 /) 2 - / J z Q. J X X J 5 G Q J s J J /J z *" J - LL L Q t-i ' '," ; i-'i S": t : i ) Q "fi 'Q f I»! t i TIS NT IS BST QALITY AVAILABL. T Y FRNIS T TI NTAIN A SIGNIFIANT NBR
Grilled it ems are prepared over real mesquit e wood CREATE A COMBO STEAKS. Onion Brewski Sirloin * Our signature USDA Choice 12 oz. Sirloin.
TT & L Gl v l q T l q TK v i f i ' i i T K L G ' T G!? Ti 10 (Pik 3) -F- L P ki - ik T ffl i zzll ik Fi Pikl x i f l $3 (li 2) i f i i i - i f i jlñ i 84 6 - f ki i Fi 6 T i ffl i 10 -i i fi & i i ffl
Exhibit 2-9/30/15 Invoice Filing Page 1841 of Page 3660 Docket No
xhibit 2-9/3/15 Invie Filing Pge 1841 f Pge 366 Dket. 44498 F u v 7? u ' 1 L ffi s xs L. s 91 S'.e q ; t w W yn S. s t = p '1 F? 5! 4 ` p V -', {} f6 3 j v > ; gl. li -. " F LL tfi = g us J 3 y 4 @" V)
Ed H. H w H Ed. en 2: Ed. o o o z. o o. Q Ed. Ed Q to. PQ in o c3 o o. Ed P5 H Z. < u z. Ed H H Z O H U Z. > to. <! Ed Q. < Ed > Es.
d n 2: d t d t d! d d 52 d t d d P in t d. d P5 d - d d , d P il 0) m d p P p x d d n N r -^ T) n «n - P & J (N 0 ' 4 «"«5 -» % «D *5JD V 9 * * /J -2.2 " ^ 0 n 0) - P - i- 0) G V V - 1(2). i 1 1 & i '
106 70/140H-8 70/140H-8
7/H- 6 H 7/H- 7 H ffffff ff ff ff ff ff ff ff ff f f f f f f f f f f f ff f f f H 7/H- 7/H- H φφ φφ φφ φφ! H 1 7/H- 7/H- H 1 f f f f f f f f f f f f f f f f f f f f f f f f f f f f f ff ff ff ff φ φ φ
Material Properties Measurement. Accuracy of Plastic Strain Estimated by Hardness to Assess Remaining Fatigue Lives
Ml Pp M Ay f Pl S Ed by Hd A R Lv M. Nk, Hh, Ld., Jp; S. K, Hh-GE Nl Ey, Ld., Jp; Y. Kk, Y. Tk, Tky El Pw Cpy, Jp; J. K, K vy, Jp; T. Ow, Ay Gk vy, Jp ABSTRACT A b f p hv b pfd vl h l y f p Khwzk-Kw Nl
IMPROVEMENT OF AN APPROXIMATE SET OF LATENT ROOTS AND MODAL COLUMNS OF A MATRIX BY METHODS AKIN TO THOSE OF CLASSICAL PERTURBATION THEORY
IMPROVEMENT OF AN APPROXIMATE SET OF LATENT ROOTS AND MODAL COLUMNS OF A MATRIX BY METHODS AKIN TO THOSE OF CLASSICAL PERTURBATION THEORY By H. A. JAHN {University of Birmingham) [Received 7 October 947]
A L A BA M A L A W R E V IE W
A L A BA M A L A W R E V IE W Volume 52 Fall 2000 Number 1 B E F O R E D I S A B I L I T Y C I V I L R I G HT S : C I V I L W A R P E N S I O N S A N D TH E P O L I T I C S O F D I S A B I L I T Y I N
Recreation and Wilderness Situation in the United States:
{rn w United States Department of Agriculture Forest Service Rocky Mountaln Forest and Range Experiment Station Fort Collins, Colorado 80526 General Technical Report RM-f 89 This file was created by scanning
p a s G N G e w i l r a c u o a i a p p d r i p r R s c p p s t m o n c e r f G t o o e n r G t
C P C A R h B 4h u t A A O E p s G N G w i l r c u i p p d r i p r R s c p p s t m n c r f G t n r G t L I UC-700 Sptmbr1988 P C L A Jl W Dhlby Willim E. Grg Mnul Gnzls Rnld G. Stffrd... & -. ---....-:.
(ril"s::lli '*Y, ,dr4{n. w.j. ",;:ii:{..._, I i,ai I. AOEP'IIICKOTO MyHI4TIUIIA.JTbHO O PAI,rOrrA nepmckoto KpA.fl TIOCTAHOBJTEHPIE
'*Y w.j TOCTOBJTEPE.MCTPU{ OEP'CKOTO MyTU.JTbO O PrOrr EPMCKOTO Kp.fl 26.02.20t3 e387 -l fo uecet Meellf [epe.rer 3eMeJrbbr ycrkb rrperr3ebr r pecrbjreg MferbM cembfl Mr ytbeprme r ctbjrerrem MrcTpr r
'NOTAS"CRITICAS PARA UNA TEDRIA DE M BUROCRACIA ESTATAL * Oscar Oszlak
OVí "^Ox^ OqAÍ"^ Dcument SD-11 \ 'NOTAS"CRTCAS PARA UNA TEDRA DE M BUROCRACA ESTATAL * Oscr Oszlk * El presente dcument que se reprduce pr us exclusv de ls prtcpntes de curss de Prrms de Cpctcón, se h
FY 13 TDC Revenue Report 31-Dec-2012
CLLR CNTY TRST TAX RVN CAC January 10, 2013 V-1 Staff Reprts 1 f 18 Budget escriptin und Y 13 Adpted Budget Y 13 (5%) Reserved by Law Y 13 Net Budget Y 13 recast Variance t Y 13 Budget Beach acilities
Last 4 Digits of USC ID:
Chemistry 05 B Practice Exam Dr. Jessica Parr First Letter of last Name PLEASE PRINT YOUR NAME IN BLOCK LETTERS Name: Last 4 Digits of USC ID: Lab TA s Name: Question Points Score Grader 8 2 4 3 9 4 0
Executive Committee and Officers ( )
Gifted and Talented International V o l u m e 2 4, N u m b e r 2, D e c e m b e r, 2 0 0 9. G i f t e d a n d T a l e n t e d I n t e r n a t i o n a2 l 4 ( 2), D e c e m b e r, 2 0 0 9. 1 T h e W o r
'5E _ -- -=:... --!... L og...
F U T U R E O F E M B E D D I N G A N D F A N - O U T T E C H N O L O G I E S R a o T u m m a l a, P h. D ; V e n k y S u n d a r a m, P h. D ; P u l u g u r t h a M. R a j, P h. D ; V a n e s s a S m
:,,.. ;,..,.,. 90 :.. :, , «-»,, -. : -,,, -, -., ,, -, -. - «-»:,,, ,.,.
.,.,. 2015 1 614.8 68.9 90 :,,.. ;,. 90.,.,. :.. :, 2015. 164. - - 280700, «-»,, -. : -,,, -, -.,. -. -. -,, -, -. - «-»:,,, -. 614.8 68.9.,.,., 2015, 2015 2 ... 5... 7 1.... 7 1.1.... 7 1.2.... 9 1.3....
o C *$ go ! b», S AT? g (i * ^ fc fa fa U - S 8 += C fl o.2h 2 fl 'fl O ' 0> fl l-h cvo *, &! 5 a o3 a; O g 02 QJ 01 fls g! r«'-fl O fl s- ccco
> p >>>> ft^. 2 Tble f Generl rdnes. t^-t - +«0 -P k*ph? -- i t t i S i-h l -H i-h -d. *- e Stf H2 t s - ^ d - 'Ct? "fi p= + V t r & ^ C d Si d n. M. s - W ^ m» H ft ^.2. S'Sll-pl e Cl h /~v S s, -P s'l
Nrer/ \f l xeaoe Rx RxyrZH IABXAP.qAATTAJI xvbbqaat KOMnAHT1. rvfiqgrrox 3Axl4 Pn br H esep fiyraap: qa/oq YnaaH6aarap xor
4 e/ f l ee R RyZH BXP.J vbb KOMnH1 vfig 3l4 Pn b H vlun @*,/capn/t eep fiyaap: a/ YnaaH6aaap eneaneee 6ana tyail CaHafiu cafigun 2015 Hu 35 nyaap l'p 6ana4caH "Xe4ee a aylzh abap gaan" XKailH gypeu"uzn
I;;"" I _ t. . - I...AJ_ ~I 11 \_-., I. LIfI.l..(!;O '{. ~- --~--- _.L...,.._ J 5" i. I! I \ 1/ \. L, :,_. RAmE ABSTRACT
5 ;; _L_ 7 9 8 A Ll(;O '{ L _ OFFCAL RETURNS GENERAL ELECTON RAmE 98 9 w ;; (k4(ap 'A ' lee S'T'lTE 5'C TU AS c ; _ l6l>'
,W.(.1*i x. Itr ::r:: i# A=,lrr. 'l ' rykfu. -[ *' 5 ]{, X/,i "# rrlrr,;- "h. K rn. f'e-s **1,:i' $ *' ##a. "+ c)4mls ( d)3.4 v * fr: lt-) t'..].
![,W.(.1*i x. Itr ::r:: i# A=,lrr. 'l ' rykfu. -[ *' 5 ]{, X/,i # rrlrr,;- h. K rn. f'e-s **1,:i' $ *' ##a. + c)4mls ( d)3.4 v * fr: lt-) t'..].](/thumbs/77/75855052.jpg ",W.(.1*i x. Itr ::r:: i# A=,lrr. 'l ' rykfu. -[ *' 5 ]{, X/,i # rrlrr,;- h. K rn. f'e-s **1,:i' $ *' ##a. + c)4mls ( d)3.4 v * fr: lt-) t'..].")
General Physics II (PHYS 104) Exam 1: February 23,2012 Name: Multiple Choice (4 points each): Answer the following multiple choice questions. Clearly circle the response (or responses) that provides the
APPH 4200 Physics of Fluids
APPH 42 Physics of Fluids Problem Solving and Vorticity (Ch. 5) 1.!! Quick Review 2.! Vorticity 3.! Kelvin s Theorem 4.! Examples 1 How to solve fluid problems? (Like those in textbook) Ç"Tt=l I $T1P#(
GEORGE F. JOWETT. HOLDER -of NUMEROUS DIPLOMAS and GOLD. MEDALS for ACTUAL MERIT
GEORGE F OWE ANADAS SRONGES AHLEE HOLDER of NUMEROUS DPLOMAS nd GOLD MEDALS for AUAL MER AUHOR LEURER AND REOGNZED AUHORY ON PHYSAL EDUAON NKERMAN ONARO ANADA P : 6 23 D:::r P ul lv:; j"3: t your ltr t:
Divided. diamonds. Mimic the look of facets in a bracelet that s deceptively deep RIGHT-ANGLE WEAVE. designed by Peggy Brinkman Matteliano
RIGHT-ANGLE WEAVE Dv mons Mm t look o ts n rlt tt s ptvly p sn y Py Brnkmn Mttlno Dv your mons nto trnls o two or our olors. FCT-SCON0216_BNB66 2012 Klm Pulsn Co. Ts mtrl my not rprou n ny orm wtout prmsson
r 3 > o m > o > z m Z -< Z il r H O O H H i-» 00 a o x3 X M > I- > 1 n 0) l' 1
7J 73 Z -) r a c -< 0-73 - -0 -< C 73 FLE N. UC08-25454S - c X - a 0 TJ 0 TB - ;w - 70 () < r 3 a r w r r r Ō Z c a Z. < 7 C B D - -< a r Z J < r < < 70 TJ "s w 3 0 D < 70 -) 7) 0 TJ!! -( Z X - r 7) 77
Made the FIRST periodic table
Made the FIRST periodic table 1869 Mendeleev organized the periodic table based on the similar properties and relativities of certain elements Later, Henri Moseley organized the elements by increasing
February 17, 2015 REQUEST FOR PROPOSALS. For Columbus Metropolitan Library. Issued by: Purchasing Division 96 S. Grant Ave. Columbus, OH 43215
F 7, 05 RQU FOR PROPOL P/B & O RFP L 5-006 F L : P D 96 G, OH 435 D : 3, 05 N :00 N (, O L ) W D, P P D, F D : (64) 849-034; F: (64) 849-34 @ RQU FOR PROPOL NRUON L ( L L ) R P ( RFP ) P B P N L 5-006
l I I I I I Mechanics M 1 Advanced/ Advanced Subsidiary Pearson Edexcel P46705A II II I I I I II PEARSON
Write your name here Su rn ame Other names Pearson Edexcel nternational Advanced Level r Centre Number l Mechanics M 1 Advanced/ Advanced Subsidiary Candidate Number "' Wednesday 8 June 2016 Morning Time:
A-\ LOAN DOCUMENT ' ' """" N11I OTIC TBAC UNANNOUNCED JUSTIFICATION DTIC^OA DISTRIBUTION STAMP DATE RECEIVED IN DTIC
LAN DCUMENT ' ' """" N TC TBAC UNANNUNCED JUTFCATN w DTRBUTN/ AVALABLTY DE DTRBUTN AVALABLTY AND/R PECAL A-\ DTRBUTN TAMP 99822 077 DATE RECEVED N DTC PHTGRAPH TH HEET AND RETURN T DTC-FDAC DTC^A DCUMENT
I if +5sssi$ E sr. Egglg[[l[aggegr glieiffi*gi I I a. gl$[fli$ilg1li3fi[ Ell F rss. F$EArgi. SEgh*rqr. H uf$:xdx. FsfileE
(tl Sh*q +sss$!! ll ss s ;s$ll s ; B 3 $ Sest -9[*; s$t 1,1 - e^ -" H u$xdx fd $A sfle *9,9* '. s. \^ >X!l P s H 2.ue ^ O - HS 1- -l ( l[[l[e lff* l$[fl$l1l3f[ U, -.1 $tse;es s TD T' ' t B $*l$ \l - 1
JIEJIE MICROELECTRONICS CO., Ltd
JIJI MICROLCTRONICS CO., Ltd SMJ Series 400 Transient Voltage Suppressor Rev.2.0 DSCRIPTION: TVS diodes can be used in a wide range of applications which like consumer electronic products, automotive industries,
Housing Market Monitor
M O O D Y È S A N A L Y T I C S H o u s i n g M a r k e t M o n i t o r I N C O R P O R A T I N G D A T A A S O F N O V E M B E R İ Ī Ĭ Ĭ E x e c u t i v e S u m m a r y E x e c u t i v e S u m m a r y
Knowledge Fusion: An Approach to Time Series Model Selection Followed by Pattern Recognition
LA-3095-MS Knwledge Fusin: An Appch t Tie Seies Mdel Selectin Fllwed by Ptten Recgnitin Ls Als N A T I O N A L L A B O R A T O R Y Ls Als Ntinl Lbty is peted by the Univesity f Clifni f the United Sttes
A NEW METHOD OF INVERSION OF THE LAPLACE TRANSFORM* ATHANASIOS PAPOULIS. Polytechnic Institute of Brooklyn
405 A NEW METHOD OF INVERSION OF THE LAPLACE TRANSFORM* BY ATHANASIOS PAPOULIS Polytechnic Institute of Brooklyn Introduction. In determining a function r(t) from its Laplace transform R(p) R(p) = [ e"'r(t)
glo beau bid point full man branch last ior s all for ap Sav tree tree God length per down ev the fect your er Cm7 a a our
SING, MY TONGU, TH SAVIOR S GLORY mj7 Mlod Kbd fr nd S would tm flsh s D nd d tn s drw t crd S, Fth t So Th L lss m ful wn dd t, Fs4 F wd; v, snr, t; ngh, t: lod; t; tgu, now Chrst, h O d t bnd Sv God
SCIENCE SAC Making a World of Difference. University Interscholastic League
SCIENCE SAC 2013 GENERAL DIRECTIONS: DO NOT OPEN EXAM UNTIL TOLD TO DO SO. Ninety minutes should be ample time to complete this contest, but since it is not a race, contestants may take up to two hours.
Geometry Chapter 8: Area Review PA Anchors: A3; B2; Cl. .1.t+~4 -~-J. ""T... Sl. J":..2.l.. -+-Jw. A =- A(~)'" ~ A :..!w-l-~
Geometry Chapter 8: Area Review PA Anchors: A3; B2; Cl 1. Find the missing value given BCDA is a rectangle. Perimeter = 62 cm Area =? V:. d.t-\" ~vj B.--- ---,c 17 em ~ J. ':. ~). -:: - '0..., rj ~ -;:,
JIEJIE MICROELECTRONICS CO., Ltd
JIJI MICROLCTRONICS CO., Ltd SMJ Series 600W Transient Voltage Suppressor Rev.2.0 DSCRIPTION: TVS diodes can be used in a wide range of applications which like consumer electronic products, automotive
The Study of Structure Design for Dividing Wall Distillation Column
Korean Chem. Eng. Res., Vol. 45, No. 1, February, 2007, pp. 39-45 r m o Š i m Çm k m d p 712-749 e 214-1 (2006 11o 18p r, 2006 12o 14p }ˆ) The Study of Structure Design for Dividing Wall Distillation Column
Table of Contents Priority 1: Prenatal and Families with children ages 0-5 Priority 2: Youth Priority 3: Elders
Table of Contents Wellness Plan Introduction----------------------------------------------------------------------1 Priority 1: Prenatal and Families with children ages 0-5-----------------------------------------2
JEPPESEN JeppView General Info Jambi, IDN S ' E ' Mag Var: 0.0 W Elevation: 92' Runway Info Runway ' x 98' asphalt
irport Information WIP (Sultan Thaha) General Info Jambi, IN S 01 38.1' E103 38.6' Mag Var: 0.0 W Elevation: Public, IFR, ontrol Tower, Rotating eacon, ustoms Fuel: Jet -1 Time Zone Info: GMT+7:00 no ST
ECE 650 Lecture #10 (was Part 1 & 2) D. van Alphen. D. van Alphen 1
ECE 650 Lecture #10 (was Part 1 & 2) D. van Alphen D. van Alphen 1 Lecture 10 Overview Part 1 Review of Lecture 9 Continuing: Systems with Random Inputs More about Poisson RV s Intro. to Poisson Processes
elegant Pavilions Rediscover The Perfect Destination
Pv Rv T Pf D W... T O Lv! Rv p f f v. T f p, f f, j f f, bw f p f f w-v. T f bk pv. Pv w b f v, pv f. W, w w, w f, pp w w pv. W pp v w v. Tk f w v k w w j x v f. W v p f b f v j. S f f... Tk Y! 2 3 p Pv
YALE UNIVERSITY DEPARTMENT OF COMPUTER SCIENCE
fa it) On the Jacobi Polynomials PA ' Gregory Matviyenko Research Report YALETJ/DCS/RR-1076 June 13, 1995 DTI,* QUALITY DEFECTED 3 YALE UNIVERSITY DEPARTMENT OF COMPUTER SCIENCE & k.-. *,«.
The Periodic Table of Elements
The Periodic Table of Elements 8 Uuo Uus Uuh (9) Uup (88) Uuq (89) Uut (8) Uub (8) Rg () 0 Ds (9) 09 Mt (8) 08 Hs (9) 0 h () 0 Sg () 0 Db () 0 Rf () 0 Lr () 88 Ra () 8 Fr () 8 Rn () 8 At (0) 8 Po (09)
YORK UNIVERSITY. Faculty of Science and Engineering Faculty of Liberal Arts and Professional Studies MATH A Test #2.
YORK UNIVERSITY Faculty of Science and Engineering Faculty of Liberal Arts and Professional Studies MATH 317 6. A Test #2 June 27, 212 Surname (print): Given Name: Student No: Signature: INSTRUCTIONS:
Atoms and the Periodic Table
Atoms and the Periodic Table Parts of the Atom Proton Found in the nucleus Number of protons defines the element Charge +1, mass 1 Parts of the Atom Neutron Found in the nucleus Stabilizes the nucleus
Thank You! $20,000+ Anonymous
T D $20,000+ Ay $10,000+ Fll Fly Cbl T Ew & S Vbl $5,000+ Ay M. & M. T Fll M. Fl H. Hwz D. & M. G A. Ky $2,500+ M. Plp J. Bly, III J & Klly Bzly S T. & My C. Fll Mk & E G R Hy Jy & Ell Jll Fly Ly F Cy
2.' -4-5 I fo. - /30 + ;3, x + G: ~ / ~ ) ~ ov. Fd'r evt.'i') cutckf' ()y\e.._o OYLt dtt:vl. t'"'i ~ _) y =.5_21/2-+. 8"'- 2.
Statistics 100 Sample FINAL Instructions: I. WORK ALL PROBLEMS. Please, give details and explanations and SHOW ALL YOUR WORK so that partial credits can be given. 2. You may use four pages of notes, tables
A comparison of metals and nonmetals (Review) Review: Types of Chemical Bonding
All course materials, including lectures, class notes, quizzes, exams, handouts, presentations, and other materials provided to students for this course are protected intellectual property. As such, the
,,,,..,,., {. (, ),, {,.,.,..,,.,.,,....... {.. : N {, Z {, Q {, Q p { p{ {. 3, R {, C {. : ord p {. 8, (k) {.42,!() { {. 24, () { {. 24, () { {. 25,., () { {. 26,. 9, () { {. 27,. 23, '() { ( ) {. 28,
PHYS 232 QUIZ minutes.
/ PHYS 232 QUIZ 1 02-18-2005 50 minutes. This quiz has 3 questions. Please show all your work. If your final answer is not correct, you will get partial credit based on your work shown. You are allowed
Ch. 9 NOTES ~ Chemical Bonding NOTE: Vocabulary terms are in boldface and underlined. Supporting details are in italics.
Ch. 9 NOTES ~ Chemical Bonding NOTE: Vocabulary terms are in boldface and underlined. Supporting details are in italics. I. Review: Comparison of ionic and molecular compounds Molecular compounds Ionic
I I. R E L A T E D W O R K
A c c e l e r a t i n g L a r g e S c a l e C e n t r o i d - B a s e d C l u s t e r i n g w i t h L o c a l i t y S e n s i t i v e H a s h i n g R y a n M c C o n v i l l e, X i n C a o, W e i r u L
Nagoya Institute of Technology
09.03.19 1 2 OFDM SC-FDE (single carrier-fde)ofdm PAPR 3 OFDM SC-FDE (single carrier-fde)ofdm PAPR 4 5 Mobility 2G GSM PDC PHS 3G WCDMA cdma2000 WLAN IEEE802.11b 4G 20112013 WLAN IEEE802.11g, n BWA 10kbps
ORBITAL DIAGRAM - A graphical representation of the quantum number "map" of electrons around an atom.
178 (MAGNETIC) SPIN QUANTUM NUMBER: "spin down" or "spin up" - An ORBITAL (region with fixed "n", "l" and "ml" values) can hold TWO electrons. ORBITAL DIAGRAM - A graphical representation of the quantum
FOR TESTING THill POWER PLANT STANLEY STEAM AUTOMOBILE SOME TESTS MADE WITH IT. A Thesis surmitted to the
..' -...,-.....,.; \'
SEQUENTIAL TESTS FOR COMPOSITE HYPOTHESES
[ 290 ] SEQUENTIAL TESTS FOR COMPOSITE HYPOTHESES BYD. R. COX Communicated by F. J. ANSCOMBE Beceived 14 August 1951 ABSTRACT. A method is given for obtaining sequential tests in the presence of nuisance
, (1). -, [9], [1]. 1.. T =[ a] R: _(t)=f((t)) _ L(t) () = x f, L(t) T., L(t), L() = L(a ; ) = L(a). (2) - : L n (t) =(L n )(t) = 1=n R supp [ 1], 1R
![, (1). -, [9], [1]. 1.. T =[ a] R: _(t)=f((t)) _ L(t) () = x f, L(t) T., L(t), L() = L(a ; ) = L(a). (2) - : L n (t) =(L n )(t) = 1=n R supp [ 1], 1R](/thumbs/72/66503319.jpg ", (1). -, [9], [1]. 1.. T =[ a] R: _(t)=f((t)) _ L(t) () = x f, L(t) T., L(t), L() = L(a ; ) = L(a). (2) - : L n (t) =(L n )(t) = 1=n R supp [ 1], 1R")
25 3(514) 517.988..,..,.. -.,.., -, -. : _x(t) =f(t x(t)) _ L(t) (1) L(t) _.. - -, f(t x(t)) L(t). _ ([1],. 1, x 8,. 41),. [2]{[4],., [2]{[4],, [1]. - x(t) =x f( x())dl() t {, {.. [5]{[7]. L(t),. [8] (1),
Lecture 2. Fading Channel
1 Lecture 2. Fading Channel Characteristics of Fading Channels Modeling of Fading Channels Discrete-time Input/Output Model 2 Radio Propagation in Free Space Speed: c = 299,792,458 m/s Isotropic Received
single-layer transition metal dichalcogenides MC2
single-layer transition metal dichalcogenides MC2 Period 1 1 H 18 He 2 Group 1 2 Li Be Group 13 14 15 16 17 18 B C N O F Ne 3 4 Na K Mg Ca Group 3 4 5 6 7 8 9 10 11 12 Sc Ti V Cr Mn Fe Co Ni Cu Zn Al Ga
APPH 4200 Physics of Fluids
APPH 4200 Physics of Fluids Rotating Fluid Flow October 6, 2011 1.!! Hydrostatics of a Rotating Water Bucket (again) 2.! Bath Tub Vortex 3.! Ch. 5: Problem Solving 1 Key Definitions & Concepts Ω U Cylindrical
Name of the Student: Problems on Discrete & Continuous R.Vs
Engineering Mathematics 05 SUBJECT NAME : Probability & Random Process SUBJECT CODE : MA6 MATERIAL NAME : University Questions MATERIAL CODE : JM08AM004 REGULATION : R008 UPDATED ON : Nov-Dec 04 (Scan
i of 6. PERFORMING ORG. REPORT NUMBER Approved for public Dtatibuft Unlimited
SECURITY CLASSIFICATION OF THIS PAGE (When Data Entered) REPORT DOCUMENTATION PAGE READ INSTRUCTIONS BEFORE COMPLETING FORM I. REPORT NUMBER 2. GOVT ACCESSION NO. 3. RECIPIENT'S CATALOG NUMBER WP-MDSGA-65-4
MATH 423 Linear Algebra II Lecture 11: Change of coordinates (continued). Isomorphism of vector spaces.
MATH 423 Linear Algebra II Lecture 11: Change of coordinates (continued). Isomorphism of vector spaces. Change of coordinates Let V be a vector space of dimension n. Let v 1,v 2,...,v n be a basis for
4r, o I. >fi. a IE. v atr. ite. a z. a til. o a. o o. 0..c. E lrl .',,# View thousands of Crane Specifications on FreeCraneSpecs.
i View husns Crne Speiiins n reecrnespes.m :: :r R: 8 @ il llj v u L u 4r,? >i C) lrl? n R 0&l r'q1 rlr n rrei i 5 n llvvj lv 8 s S llrvvj Sv TT [ > 1 \ l? l:i rg l n - l l. l8 l l 5 l u r l 9? { q i :{r.
Dependency-Preserving Normalization of Relational and XML Data (Appendix)
Dependency-Preserving Normalization of Relational and XML Data (Appendix) Solmaz Kolahi Department of Computer Science, University of Toronto solmaz@cs.toronto.edu Proof of Theorem ( ) Suppose (R,Σ) is
Fall 2011 CHEM Test 4, Form A
Fall 2011 CHEM 1110.40413 Test 4, Form A Part I. Multiple Choice: Clearly circle the best answer. (60 pts) Name: 1. The common constituent in all acid solutions is A) H 2 SO 4 B) H 2 C) H + D) OH 2. Which
THE POISSON TRANSFORM^)
THE POISSON TRANSFORM^) BY HARRY POLLARD The Poisson transform is defined by the equation (1) /(*)=- /" / MO- T J _M 1 + (X t)2 It is assumed that a is of bounded variation in each finite interval, and
graphicdesign SPECIAL INFORMATION & DISPENSER ORDER FORM Version1.0,Updated20October2016 Date SP-4066 Encore DEF Graphics Form Manual
graphicdesign SPECIAL INFORMATION & DISPENSER ORDER FORM Version1.0,Updated20October2016 Date 2016 Gilbarco Veeder-Root Version 1.0 20 October 2016 Initial Release SP-4066 Encore DEF Graphics Form Manual
elnpol^l SSJU (tl = N) gnot
ZZ'Uap 66-' S fbul - alnph lluuur!^u SSf, psnu '6 ajns ' l/mu) l,u l fuan 's 'b rll ' p9 'z p6 ua ' "'s pr.u6lu rna u! 6url6ll l4s a11 ap]sap na plnm'6lu l bulm ll psnu aln5 11r1/vu) l,u lusl ll l p usal
NINETEEN EIGHTY-FOUR. Introduction
G Oll, 1984 NINETEEN EIGHTY-FOUR T B P C D F Rl Wk Tp f Du 1984 Ppul M Ru Lk I Gll Iu Cll G Oll f u. Hv pl k lf, fv publ puul, Oll b b l uful, bu l pful. H vl N E-Fu pll ll, xplf pl ul f ppv v l, flu b
T H E S C I E N C E B E H I N D T H E A R T
A t t R u r s - L x C t I. xtr turs t Lx Ct Rurs. Rr qurtr s s r t surt strutur. Ts Att Rurs rv ut us, s srt t tr t rtt rt yur t w yu ru. T uqu Lx st ut rv ss ts ss t t y rt t tys t r ts w wr rtts. Atrx
(MW)..5C. 5EMII-. GOS (TH) (St, EBS, PI<, R Sports Soclo. (DK) Health Edu. (V) HOC,JUDO, KHO-KHO, Eng. (SKK) MP MP (JPS) (AV, DI<,RS) Health Edu.
.e. PT I (M -II).. PTII (M - IV).e. PTIII(M - VI) PDM -II & IV D M -II & IV D l 9.20.M.- 10.15.M. - 11:10.M. - 11.20.M. - 12.15-1.10-1.40-2.35-2.55-3.s0-4.45. 10.15.M..lO.M. :2D.M. 12.15 1.10 01.40 2.35
Default values for unit DX-S standard.
Default values for unit DX-S standard. UNIFLAIR ITALIA spa 1. USER (U) : USER PASSWORD 22. 2. FACTORY (F) : FACTORY PASSWORD 177. Prob PROBES Tipo Min Max U.M. Var. Def Presence Superv /1 Presence external
Theorem 1. An undirected graph is a tree if and only if there is a unique simple path between any two of its vertices.
Cptr 11: Trs 11.1 - Introuton to Trs Dnton 1 (Tr). A tr s onnt unrt rp wt no sp ruts. Tor 1. An unrt rp s tr n ony tr s unqu sp pt twn ny two o ts vrts. Dnton 2. A root tr s tr n w on vrtx s n snt s t
FULL PRESCRIBING INFORMATION
HIGHLIGHTS OF PRESCRIBING INFORMATION T gg f G f ffv S f pbg f f G G (p p j) INJECTION, GEL f INTRAMUSCULAR SUBCUTANEOUS I US Appv: 192 ---------------------------------------INDICATIONS AND USAGE ---------------------------------------
Power Board 715G5246P02W21002S (For 42RL7500)
Key omponent Power Board GP0W00S (For RL00) SG0 DSPL-0N-AF 0 0PF 0V SG0 DSPL-0N-AF BOX 0 00PF 0V t R0 0K L0 0NF 0V change to.mm I0 D D D D AP00DG 0 PF L0 MH MH R0 0 0NF 0V TVRKFAOZF R- FB0 SG0 DSPL-0N-AF
(2.1) f(r) ds= f(r(t))lr (t) dt,.y NUMERICAL EVALUATION OF LINE INTEGRALS*
SIAM J. NUMER. ANAL. Vol. 30, No. 3, pp. 882-888, June 1993 (C) 1993 Society for Industrial and Applied Mathematics 017 NUMERICAL EVALUATION OF LINE INTEGRALS* K. ATKINSONt AND E. VENTURINOt Abstract.
30 Zn(s) 45 Rh. Pd(s) Ag(s) Cd(s) In(s) Sn(s) white. 77 Ir. Pt(s) Au. Hg(l) Tl. 109 Mt. 111 Uuu. 112 Uub. 110 Uun. 65 Tb. 62 Sm. 64 Gd. 63 Eu.
Enthalpy changes: experimentally it is much easier to measure heat flow at const pressure - this is enthalpy q p = )H : also nearly all chemical reactions are done at constant pressure. Enthalpy (heat)
RANK AND PERIMETER PRESERVER OF RANK-1 MATRICES OVER MAX ALGEBRA
Discussiones Mathematicae General Algebra and Applications 23 (2003 ) 125 137 RANK AND PERIMETER PRESERVER OF RANK-1 MATRICES OVER MAX ALGEBRA Seok-Zun Song and Kyung-Tae Kang Department of Mathematics,
o ri fr \ jr~ ^: *^ vlj o^ f?: ** s;: 2 * i i H-: 2 ~ " ^ o ^ * n 9 C"r * ^, ' 1 ^5' , > ^ t g- S T ^ r. L o n * * S* * w 3 ** ~ 4O O.
THE PENALTY FR MAKING A FALSE STATEMENT IN THIS REPRT AND/R CERTIFICATE IS S5. R SIX MNTHS IMPRISNMENT R BTH "D "? y. " cr TJ Xl^ " Q. rt 5' "g s r ^.. C i :? S :.. y ' : s s ^ST (X. I ^^ ^ ^ S : t ^ :
Temperature Control in Autothermal Reforming Reactor
Korean Chem. Eng. Res., Vol. 45, No. 1, February, 2007, pp. 12-16 j mi s m i m j oh qç s Çms Ç 702-701 e 1370 (2006 9o 26p r, 2006 12o 13p }ˆ) Temperature Control in Autothermal Reforming Reactor Song
CHEM 130 Exp. 8: Molecular Models
CHEM 130 Exp. 8: Molecular Models In this lab, we will learn and practice predicting molecular structures from molecular formulas. The Periodic Table of the Elements IA 1 H IIA IIIA IVA VA VIA VIIA 3 5
WARDROP EQUILIBRIA IN AN INFINITE NETWORK
LE MATEMATICHE Vol. LV (2000) Fasc. I, pp. 1728 WARDROP EQUILIBRIA IN AN INFINITE NETWORK BRUCE CALVERT In a nite network, there is a classical theory of trafc ow, which gives existence of a Wardrop equilibrium
by Fdruary,2015 It may. kindly be eosured that a copy of deposit slip is supflied to this for All the Principals/HMs,
.DBS(B) (10)/2014 3, /l 2' Oi.e he Depy Direr Hiher din Bilpr Diri Bilpr (). Tele phne /x 01978 2228 emil ddhebilpredinil.m '. Ded Bilpr 174001,rr he,. ' i i, lj by drry,201 All he rinipl/hm, Di Bilp"i)
EQUATIONS WHOSE ROOTS ARE T I E nth POWERS OF T I E ROOTS OF A GIVEN CUBIC EQUATION
EQUATIONS WHOSE ROOTS ARE T I E nth POWERS OF T I E ROOTS OF A GIVEN CUBIC EQUATION N. A, DRAiMand MARJORIE BICKNELL Ventura, Calif, and Wilcox High School, Santa Clara, Calif. Given the cubic equation
8. Relax and do well.
CHEM 1225 Exam I John I. Gelder February 4, 1999 Name KEY TA's Name Lab Section Please sign your name below to give permission to post your course scores on homework, laboratories and exams. If you do
PERIODIC TABLE OF THE ELEMENTS
Useful Constants and equations: K = o C + 273 Avogadro's number = 6.022 x 10 23 d = density = mass/volume R H = 2.178 x 10-18 J c = E = h = hc/ h = 6.626 x 10-34 J s c = 2.998 x 10 8 m/s E n = -R H Z 2
5 s. 00 S aaaog. 3s a o. gg pq ficfi^pq. So c o. H «o3 g gpq ^fi^ s 03 co -*«10 eo 5^ - 3 d s3.s. as fe«jo. Table of General Ordinances.
5 s Tble f Generl rinnes. q=! j-j 3 -ri j -s 3s m s3 0,0 0) fife s fert " 7- CN i-l r-l - p D fife s- 3 Ph' h ^q 3 3 (j; fe QtL. S &&X* «««i s PI 0) g #r
8. Relax and do well.
CHEM 1314.03 Exam I John I. Gelder September 25, 1997 Name TA's Name Lab Section Please sign your name below to give permission to post, by the last 4 digits of your student I.D. number, your course scores
C107 C108 C uF/10V Ta. 10uF/10V Ta. 100nF. 100nF. 100nF C106 C111 C110 VCC VCC AVCC (AD0)PA0 (AD1)PA1 (AD2)PA2 (AD3)PA3 (AD4)PA4 (AD5)PA5
ate: may 0 Kiad.... ize: Id: / RPIVR alarm v. File: rpialarm.sch heet: / pittnerovi.com P0 P P 0 P0 PI VR_ IRQ IRQ VR_ V R0 00k RFM_IRQ PWM LOOP LOOP0 comm comm.sch 00uF/.V R0 00k V VR_ K VR_ V V RT P0