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4140 Create a complex number from a real part and an optional imaginary part.
4145 Converts to a string according to format_spec.O:__format__can't convert complex to longcan't convert complex to int(dd)__complex__|OO:complexcomplex() arg is not a string)(%s%s%sj%scomplex division by zerocomplex divmod()complex remainderclassic complex divisioncomplex modulocomplex exponentiationabsolute value too largecomplexrealimagconjugate__getnewargs____format____format__ requires str or unicodecan't convert complex to floatcomplex() can't take second arg if first is a stringcomplex() arg is a malformed stringcomplex() second arg can't be a stringcomplex() argument must be a string or a numberfloat(r) didn't return a floatno ordering relation is defined for complex numberscomplex divmod(), // and % are deprecated0.0 to a negative or complex power__complex__ should return a complex objectthe real part of a complex numberthe imaginary part of a complex number??????????????????GCC: (GNU) 4.6.x-google 20120106 (prerelease)zR| ?r0?$D??C0R?H?O?e
6187 float too large to pack with f formatfloat too large to pack with d formatcan't unpack IEEE 754 special value on non-IEEE platformReturns self, the complex conjugate of any float.Returns the Integral closest to x between 0 and x.Returns True if the float is an integer.the real part of a complex numberthe imaginary part of a complex numberDBL_MAX -- maximum representable finite floatDBL_MAX_EXP -- maximum int e such that radix**(e-1) is representableDBL_MAX_10_EXP -- maximum int e such that 10**e is representableDBL_MIN -- Minimum positive normalizer floatDBL_MIN_EXP -- minimum int e such that radix**(e-1) is a normalized floatDBL_MIN_10_EXP -- minimum int e such that 10**e is a normalizedDBL_MANT_DIG -- mantissa digitsDBL_EPSILON -- Difference between 1 and the next representable floatFLT_RADIX -- radix of exponenth X @ (  x  ???????
6977 Returns self, the complex conjugate of any int.Truncating an Integral returns itself.the real part of a complex numberthe imaginary part of a complex numberthe numerator of a rational number in lowest termsthe denominator of a rational number in lowest termsBGCC: (GNU) 4.6.x-google 20120106 (prerelease)zR| ?/00DP0C M?H?W??d?x?$???C0R?H?O?e
8294 6O:__format__long too big to converttoo many digits in integer(N)long is too large to formatdivision by zeroclassic long division|Oi:longan integer is requirednegative shift countlong int too large to convertinteger conversion failedlongxbasesys.long_infoconjugatebit_length__trunc____getnewargs____format____sizeof__realimagnumeratordenominatorbits_per_digitsize of a digit in bitssizeof_digit__format__ requires str or unicodecan't convert negative long to unsignedlong string too large to convert/s/ndk-toolchain/src/python/Python-2.7.5/Objects/longobject.clong() arg 2 must be >= 2 and <= 36invalid literal for long() with base %d: %sintermediate overflow during divisioninteger division result too large for a floatlong division or modulo by zeropow() 2nd argument cannot be negative when 3rd argument specifiedpow() 3rd argument cannot be 0long() missing string argumentlong() can't convert non-string with explicit basebyte array too long to convert to intcannot convert float infinity to integercannot convert float NaN to integernb_int should return int objectPython int too large to convert to C longPython int too large to convert to C intlong int too large to convert to intcan't convert negative value to unsigned longlong has too many bits to express in a platform size_thuge integer: number of bits overflows a Py_ssize_tlong int too large to convert to floatReturns self, the complex conjugate of any long.Truncating an Integral returns itself.Returns size in memory, in bytesthe real part of a complex numberthe imaginary part of a complex numberthe numerator of a rational number in lowest termsthe denominator of a rational number in lowest termssize in bytes of the C type used to represent a digit????????????P?