boring_math/special_functions/__init__.py,sha256=-zkTsenMlEkf69Hbgl9_gumJa3Z0lujknre2I2SSpoo,762
boring_math/special_functions/__init__.pyi,sha256=47DEQpj8HBSa-_TImW-5JCeuQeRkm5NMpJWZG3hSuFU,0
boring_math/special_functions/ctrig.py,sha256=g2EiGvF_Sa8CeNsEGt00cNTGeaxkBUzTanKcOH63kO8,1995
boring_math/special_functions/ctrig.pyi,sha256=a_LJSF5x-v9hrGX26ZTcvUZlx0081xajf1j3INtzXWs,198
boring_math/special_functions/ctrig0.py,sha256=XcpmaD9Rjy9bsmkpGSHeHD1dk-5C-xcB7xxhfbT-U24,2562
boring_math/special_functions/ctrig0.pyi,sha256=2CbZJ9b894as3eRFkIILfrscwD6dGMTTtqFPQYO0L_g,204
boring_math/special_functions/exponential.py,sha256=VEaNEJOcWBWuMGz5SB8dV0x9kmUULE2jSiS-S5LUcmg,2691
boring_math/special_functions/exponential.pyi,sha256=5VPY0raDoU7LGWeSkiF_3eJaokjCpUV5AVeV80zSSbw,252
boring_math/special_functions/gamma.py,sha256=OktLEOZZgVE1tRESimHD3K2ecw_PLJAI0ku6wg_-zVk,2734
boring_math/special_functions/gamma.pyi,sha256=cSwcPgW7vrDJEM2nOr-5o8RcAciTiQsG4Z8F3iVPLhs,112
boring_math/special_functions/py.typed,sha256=47DEQpj8HBSa-_TImW-5JCeuQeRkm5NMpJWZG3hSuFU,0
boring_math/special_functions/trig.py,sha256=Q7NKI_I44p-oyTX11fOiV3T0iyiHdbxbhPaeQgpKrEQ,2005
boring_math/special_functions/trig.pyi,sha256=0b3RPSthEX7ummUwuChiDLbF_sSbQfGYO88QjrEdmLY,180
boring_math/special_functions/trig0.py,sha256=wJtk2WSBHjZd-UnsHEx-6JwkDKLO-8sim2BvRINb45U,2405
boring_math/special_functions/trig0.pyi,sha256=pe6z_TjWWJGPuaY29mGyKM2JpXHpavtry7tQ34DUlLs,186
boring_math_special_functions-3.0.0.dist-info/licenses/LICENSE,sha256=psuoW8kuDP96RQsdhzwOqi6fyWv0ct8CR6Jr7He_P_k,10173
boring_math_special_functions-3.0.0.dist-info/WHEEL,sha256=G2gURzTEtmeR8nrdXUJfNiB3VYVxigPQ-bEQujpNiNs,82
boring_math_special_functions-3.0.0.dist-info/METADATA,sha256=Rd7q8XQDNaiqRT5bVgImZdqCwNlN04AR6ul8wqiip7I,1889
boring_math_special_functions-3.0.0.dist-info/RECORD,,
