H. W. Poole on Perfect Harmony, etc. 21 
DIVISION OF THE OCTAVE INTO 53 INTERVALS. 
Transposition by 8 | Transposition by Flats. 
" Dom. 3ds. || fama a, | Dom. dd. 
oma al eer Thirds. |e), Minor. 
= J]. sll oe 
: 2 |S2 elles #2\s\e2al e(s 22 
cs S33) 3 83 sheelsis € 
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53 4/6 1*||12,D2"1 4/e0«[49| go" 
52 45) e 7*||24/E 4“ [16/d2“] 81 ¢ 0% 
51] 17 |A2 133) £ 6 «||/36) Bie 4420) do“ 
50} 5 21} 9 4*|/48 Of 5“ 132) e 4" 
Si, Seventh, 15 : 8. 49 146 |E 9} a2*|| 710 We T*144) 7 5 
48} 34 \F 50] d 3*//19) lic 1“} 3)60* 
47 |22 88] ¢ 6«||S1/E 5“ [23/d3"]15/ ¢ 1« 
E 46 }1 26| #543 F 6“ [35)e5“127) d 3“ 
: 45 | 51/1 14} 9 8*|| 2B1“H7/f 6" 139 e 5“ 
‘ 43$ Perfect Seventh 44 [39 2ial C2] 6ibi“{5l! f 6“ 
: 43 27 \I 9% 10 6 “ 
: 42 [15 4“1221 ¢ 2% 
i 41] 3): e6“|34| d 4“ 
: La, Sixth, 5: 3. 40} 44 D6 lin 0“146| e 6" 
32 | 32 |E 2") 5) a0“ 
: 38} 20 iF 3 ce 3“}17| 5 2“ 
. 37] 8|G1 d5“}29| ¢ 3* 
36 [49 |C " f1 7*|41) d 5b 
Dom. 3d, Minor. 35137 |Dé Olg 92 
34] 25 /E: oe” a lb 
4 33}13 \F : dt 3" 
: Sox, Fira, 3: 2. 32] 1\G¢ Tie’ ce 4“ 
: 31 | 42 |C € 73 d6“ 
301] 80 |D 4° Bb 
99 18 iE § 4 c € 
281 GiF d4 
F 27147 |B ¢ 2° 
26 } 85 (0 5° Vat 
95123 iDé 6b 
24),11/E1 ret 
4 Fa, Fourra, 4 : 3. 93 152\A' di 
: 22 140 |B 5“ jel 
21 |28 (0 4 ik 
: 20} 16 |D: 2) 
. 19] 4/E¢ ce 4° 
. Mi, Third, 5 : 4. 18 }45/A€ a2 
7 17 3 
15| 9\D 
L 14]50/G* 
143 }38|a5 
12 126 |B s« 
ll }14/\c 
Re, Szconp, 9: 8. 10] 2\Do° 
9}43 |G 
{4 Dom. 7th,minor. | §/31/A 4“ 
7119/B 2“ 
. 6} 7\C 
5p48|\F 7 
4136 |G 
: 3} 24 
2112/B1 
Do, Kzy-nore, 1} o/c 
