Mathematica, \$\approx\$ 7.67 score

25 23 bytes, arbitrary precision, final score \$ \frac{23}{3}\$

N[#/Log[#],PrimePi[#]+1]&

-2 bytes, courtesy of @ExpiredData

Here is a benchmarking solution. The TIO link has funny-looking output but the function works just fine when ran locally with Mathematica's software.

Mathematica, \$\approx\$ 7.67 score

25 23 bytes, arbitrary precision, final score \$ \frac{23}{3}\$

N[#/Log@#,PrimePi@#+1]&

-2 bytes, courtesy of @ExpiredData

Here is a benchmarking solution. Try it online!.

Mathematica, \$\approx\$ 8.33 score

25 bytes, arbitrary precision, final score \$ \frac{25}{3}\$

N[#/Log[#],PrimePi[#]+1]&

Here is a benchmarking solution. The TIO link has funny-looking output but the function works just fine when ran locally with Mathematica's software.

Mathematica, \$\approx\$ 7.67 score

25 23 bytes, arbitrary precision, final score \$ \frac{23}{3}\$

N[#/Log[#],PrimePi[#]+1]&

-2 bytes, courtesy of @ExpiredData

Here is a benchmarking solution. The TIO link has funny-looking output but the function works just fine when ran locally with Mathematica's software.

Mathematica, \$\approx\$ 7.67 score

23 bytes, arbitrary precision, final score \$ \frac{23}{3}\$

N[#/Log[#],PrimePi[#]]&

Here is a benchmarking solution. The TIO link has funny-looking output but the function works just fine when ran locally with Mathematica's software.

Mathematica, \$\approx\$ 8.33 score

25 bytes, arbitrary precision, final score \$ \frac{25}{3}\$

N[#/Log[#],PrimePi[#]+1]&

Here is a benchmarking solution. The TIO link has funny-looking output but the function works just fine when ran locally with Mathematica's software.