Fails to NIntegrate where removable singularities are present

[archisman-panigrahi]

I am trying to NIntegrate the function Sin[x]/x between -1 and 1. It has a removable singularity at x = 0. However, mathics shows General::ovfl: Overflow occurred in computation.
However, the numerical integral works when I try to integrate from -0.5 to 1 (i.e., when the absolute value of the limits are not equal).
I am using the AUR package in Manjaro.

$ mathics

Mathics 4.0.0
on CPython 3.9.7 (default, Aug 31 2021, 13:28:12) 
using SymPy 1.9, mpmath 1.2.1, numpy 1.21.2, cython 0.29.24

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In[1]:= NIntegrate[Sin[x]/x,{x,-1,1}]
General::ovfl: Overflow occurred in computation.
Out[1]= Overflow[]

In[2]:= NIntegrate[Sin[x]/x,{x,-0.5,1}]
Out[2]= 1.43919

In[3]:= NIntegrate[Sin[x]/x,{x,-Infinity,Infinity}]
General::ovfl: Overflow occurred in computation.
Out[3]= Overflow[]

[TiagoCavalcante]

@apandada1 NIntegrate[Sin[x]/x, {x, -1.000000001, 1.}] strangely works, which makes me think this is SymPy related (the ovfl message is only raised twice, on an OverflowError and on a SymPy error).

[TiagoCavalcante]

@apandada1 I think this is related to mathics/Mathics #1501, maybe installing scipy (if it isn't installed) solves your problem.

[archisman-panigrahi]

scipy is already installed.