2541867610898/2541865828329, the parismina, is the tiny unnoticeable 11-limit comma with a size of 0.0012 cents that is the difference between a stack of 5 rastmas (243/242) and the 49/48 diesis; it is also the difference between two parimos and 9801/9800 as well as the difference between the closing error of eleven 11/9 thirds against two 3/1 tritaves and 99/98.
| Ratio
|
2541867610898/2541865828329
|
| Factorization
|
2 × 3-26 × 72 × 1110
|
| Monzo
|
[1 -26 0 2 10⟩
|
| Size in cents
|
0.001214086¢
|
| Name
|
parismina
|
| Color name
|
sasa-quinbilo-azozo comma
|
| FJS name
|
[math]\displaystyle{ \text{5d2}^{7,7,11,11,11,11,11,11,11,11,11,11} }[/math]
|
| Special properties
|
reduced
|
| Tenney norm (log2 nd)
|
82.4181
|
| Weil norm (log2 max(n, d))
|
82.4181
|
| Wilson norm (sopfr(nd))
|
204
|
| Comma size
|
unnoticeable
|
| Open this interval in xen-calc
|
