value of q

$-\alpha q$

$\left\{-\alpha q\right\}$

p

$2^p{3}^q$

note

$q=1$

$-1.58495$

$0.42\cdots$

$p=-1$

$\frac{3}{2}$

G

$q=2$

$-3.16\cdots$

$0.94\cdots$

$p=-3$

$\frac{9}{8}$

D

$q=3$

$-4.74\cdots$

$0.26\cdots$

$p=-4$

$\frac{27}{16}$

A

$q=4$

$-6.32\cdots$

$0.68\cdots$

$p=-6$

${\left(\frac{9}{8}\right)}^2$

E

$q=5$

$-7.90\cdots$

$0.10\cdots$

$p=-7$

$\frac{243}{128}$

B

$q=6$

$-9.50\cdots$

$0.50\cdots$

$p=-9$

$\frac{1}{8}{\left(\frac{3}{2}\right)}^6=\frac{729}{512}$

Fis

$q=7$

$-11.06\cdots$

$0.50\cdots$

$p=-11$

$\frac{2187}{2048}$

#

$q=-1$

$1.58\cdots$

$0.58\cdots$

$p=2$

$\frac{4}{3}$

F

$q=-2$

$3.16\cdots$

$0.16\cdots$

$p=4$

$\frac{16}{9}$

D−C

$q=-3$

$4.74\cdots$

$0.74\cdots$

$p=5$

$\frac{32}{27}$

D−F

$q=-4$

$6.32\cdots$

$0.32\cdots$

$p=7$

$\frac{128}{81}$

E−C

$q=-5$

$7.90\cdots$

$0.90\cdots$

$p=8$

$\frac{256}{243}$

$\tilde{s}$