Pi to the power y, for small y's Input

This task takes no input.

Output

Your code should compute and print (or return)
\$\pi^y\$ for all \$y = \frac11, \frac12, \frac13, \frac14, \frac15, \frac16, \frac17, \frac18, \frac19, \frac1{10}, \frac1{11}, \frac1{12}\$.  The first 20 digits of the output (truncated and without any rounding) should be correct in each case. 

Here are the answers:

3.1415926535897932384
1.7724538509055160272
1.4645918875615232630
1.3313353638003897127
1.2572741156691850593
1.2102032422537642759
1.1776640300231973966
1.1538350678499894305
1.1356352767378998683
1.1212823532318632987
1.1096740829646979321
1.1000923789635869829
APL (Dyalog Extended), 9 8 bytesSBCS



(⍳12)√○1


Try it online! (⎕PP←34 is Print Precision: 34 digits; ⎕FR←1287 is Float Representation: 128-bit decimal)

○1 \$π×1\$

(…)√ take the following roots of that:

 ⍳12 ɩndices 1 through 12