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Gu]U;}|߃[^_]UWVSEU MJMRUU U0XP;}} Gu]U;}|[^_]UWVSEU MJMRUU U0XP;}} fGu]U;}|[^_]UWVSEU MJMRUU U0XP;}}f%f fGu]U;}|[^_]UWVSEU MJMRUU U0XP;}} Gu]U;}|[^_]UWVSEU MJMRUU U0XP;}} Gu]U;}|[^_]UWVSEU MJMRUU U0XP;}} Gu]U;}|[^_]arccosarcsinarctanarccosharcsinharctanhcoscoshexploglog10sinsinhsqrttantanhceilfabsfloorarctan2fmodhypotconjugateAdd the arguments elementwise.addSubtract the arguments elementwise.subtractMultiply the arguments elementwise.multiplyDivide the arguments elementwise.divideFloor divide the arguments elementwise.floor_dividet&'True divide the arguments elementwise.true_divide'Divide elementwise, ZeroDivision exception thrown if necessary.divide_safereturns conjugate of each elementreturns remainder of division elementwiseremainderpower(x,y) = x**y elementwise.powerreturns absolute value of each elementabsolutenegative(x) == -x elementwise.negativegreater(x,y) is array of 1's where x > y, 0 otherwise.greatergreater_equal(x,y) is array of 1's where x >=y, 0 otherwise.greater_equalless(x,y) is array of 1's where x < y, 0 otherwise.less&less_equal(x,y) is array of 1's where x <= y, 0 otherwise.less_equalequal(x,y) is array of 1's where x == y, 0 otherwise.equalt&not_equal(x,y) is array of 0's where x == y, 1 otherwise.not_equallogical_and(x,y) returns array of 1's where x and y both true.logical_andlogical_or(x,y) returns array of 1's where x or y or both are true.logical_orlogical_xor(x,y) returns array of 1's where exactly one of x or y is true.logical_xor'logical_not(x) returns array of 1's where x is false, 0 otherwise.logical_notmaximum(x,y) returns maximum of x and y taken elementwise.maximumminimum(x,y) returns minimum of x and y taken elementwise.minimumbitwise_and(x,y) returns array of bitwise-and of respective elements.bitwise_and&'bitwise_or(x,y) returns array of bitwise-or of respective elements.bitwise_orbitwise_xor(x,y) returns array of bitwise exclusive or of respective elements.bitwise_xort&invert(n) returns array of bit inversion elementwise.invertvleft_shift(n, m) is n << m elementwise.left_shift'right_shift(n, m) is n >> m elementwise.right_shiftt&'arccos(x) returns array of elementwise inverse cosines.&arcsin(x) returns array of elementwise inverse sines.v'arctan(x) returns array of elementwise inverse tangents.&arctanh(x) returns array of elementwise inverse hyperbolic tangents.arccosh(x) returns array of elementwise inverse hyperbolic cosines.arcsinh(x) returns array of elementwise inverse hyperbolic sines.cos(x) returns array of elementwise cosines.cosh(x) returns array of elementwise hyberbolic cosines.&exp(x) returns array of elementwise e**x.log(x) returns array of elementwise natural logarithms.&log10(x) returns array of elementwise base-10 logarithms.sin(x) returns array of elementwise sines.sinh(x) returns array of elementwise hyperbolic sines.'sqrt(x) returns array of elementwise square roots.'tan(x) returns array of elementwise tangents.tanh(x) returns array of elementwise hyperbolic tangents.ceil(x) returns array of elementwise least whole number >= x.fabs(x) returns array of elementwise absolute values, 32 bit if x is.floor(x) returns array of elementwise least whole number <= x.arctan2(x,y) is a safe and correct tan(x/y).fmod(x,y) is remainder(x,y)hypot(x,y) = sqrt(x**2 + y**2), elementwise.UVSuLlx`$(T,dhl,:\ ` pdlHd,Ph|X\t<0P0lP0P(P,P0P($P,(P0,P(P,P0P4,P \P$`P0dP P$P(P,P0PP,P0\P0|P0PP0P0P PPP P4P PP4P  P$$P4(jhPhojjjj hh@h@PÃ,PhoV$ ;u CSPjhhjjjj hhh0PÃ,PhV$ ;u CSPjhІhjjjj hhh0PÃ,PhV$ ;u CSPjhh2jjjj hhh0PÃ,Ph2V$ ;u CSPjhPhxjjjj hh@h@0PÃ,PhxV$ ;u CSPjhhjjjj h hh0PÃ,PhV$ ;u CSPjhЇhjjjj hDhh0PÃ,PhV$ ;u CSPjh0h:jjjj h_hh0PÃ,Ph:V$ ;u CSPjhphjjjj hwh@h@0PÃ,PhV$ ;u CSPjhhψjjjj hhh0PÃ,PhψV$ ;u CSPjhhjjjj hhh0PÃ,PhV$ ;u CSPjh0hOjjjj hhh0PÃ,PhOV$ ;u CSPjhphjjjj hhh@0PÃ,PhV$ ;u CSPjhhjjjj hhh0PÃ,PhV$ ;u CSPjhhDjjjj hhh0PÃ,PhDV$ ;u CSPjhPhjjjj hhh0PÃ,PhV$ ;u CSPjhhjjjj hh@h@0PÃ,PhV$ ;u CSPjhh*jjjj hh@h0PÃ,Ph*V$ ;u CSPjhPhjjjj hDhh0PÃ,PhV$ ;u CSPjhhjjjj hDhh0PÃ,PhV$ ;u CSPjhh[jjjj hDhh@0PÃ,Ph[V$ ;u CSPjhphjjjj h"hh0PÃ,PhV$ ;u CSPjhЌh jjjj hDhh0PÃ,Ph V$ ;u CSPjh0hkjjjj hDhh0PÃ,PhkV$ ;u CSPjhh֍jjjjh4hh@0PÃ,Ph֍V$ ;u CSPjhh4jjjjh4hh`0PÃ,Ph4V$ ;u CSPjhPhjjjjh4hh0PÃ,PhV$ ;u CSPjhhjjjjhLhh0PÃ,PhV$ ;u CSPjhhjjjjh4hh0PÃ,PhV$ ;u CSPjh0hYjjjjh4h h0PÃ,PhYV$ ;u CSPjhphjjjjh\h@h0PÃ,PhV$ ;u CSPjhhÅjjjjh\hTh0PÃ,PhÅV$ ;u CSPjhhʅjjjjh\hhh0PÃ,PhʅV$ ;u CSPjh0hjjjjh\hh0PÃ,PhV$ ;u CSPjhhхjjjjh\h|h0PÃ,PhхV$ ;u CSPjhhمjjjjh\hh0PÃ,PhمV$ ;u CSPjhPhjjjjh\hh0PÃ,PhV$ ;u CSPjhhjjjjh\hh0PÃ,PhV$ ;u CSPjhБhjjjjh\hh0PÃ,PhV$ ;u CSPjhhjjjjh\hh0PÃ,PhV$ ;u CSPjhPhjjjjh\hh0PÃ,PhV$ ;u CSPjhhjjjjh\hh0PÃ,PhV$ ;u CSPjhВhjjjjh\h0h0PÃ,PhV$ ;u CSPjhh jjjjh\hDh0PÃ,Ph V$ ;u CSPjhPhjjjjh\hXh0PÃ,PhV$ ;u CSPjhhjjjjh\hlh0PÃ,PhV$ ;u CSPjhГhjjjjhfhh0PÃ,PhV$ ;u CSPjhhjjjjhfhh0PÃ,PhV$ ;u CSPjhph!jjjjhfhh0PÃ,Ph!V$ ;u CSPjhh'jjjjhlhh 0PÃ,Ph'V$ ;u CSPjhݔh/jjjjhlhh 0PÃ,Ph/V$ ;u CSPjhh4jjjjhlhh 0PÃ,Ph4V$ ;u CSPe[^]umath_numpy_ARRAY_API_UFUNC_API1.0__version__piecan't initialize module umathUVS hjjhthdÃhj@t; 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