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* lib/rational.rb (floor, ceil, truncate, round): do not use
definitions of Numeric. * lib/rational.rb (to_i): should returns truncated self. * lib/complex.rb (numerator): requires Integer#{numerator,denominator}. * lib/complex.rb (quo): do not use definition of Numeric. * lib/complex.rb (>, >=, <, <=, between?, div, divmod, modulo, floor, ceil, truncate, round): undef'ed. * lib/mathn.rb (Rational#inspect): removed. git-svn-id: svn+ssh://ci.ruby-lang.org/ruby/trunk@15446 b2dd03c8-39d4-4d8f-98ff-823fe69b080e
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4 changed files with 123 additions and 45 deletions
17
ChangeLog
17
ChangeLog
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@ -1,3 +1,20 @@
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Tue Feb 12 20:32:50 2008 Tadayoshi Funaba <tadf@dotrb.org>
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* lib/rational.rb (floor, ceil, truncate, round): do not use
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definitions of Numeric.
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* lib/rational.rb (to_i): should returns truncated self.
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* lib/complex.rb (numerator): requires
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Integer#{numerator,denominator}.
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* lib/complex.rb (quo): do not use definition of Numeric.
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* lib/complex.rb (>, >=, <, <=, between?, div, divmod, modulo,
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floor, ceil, truncate, round): undef'ed.
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* lib/mathn.rb (Rational#inspect): removed.
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Tue Feb 12 16:48:10 2008 Nobuyoshi Nakada <nobu@ruby-lang.org>
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* parse.y (args, mrhs): flattens literal array splats.
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@ -104,6 +104,10 @@ class Complex < Numeric
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@RCS_ID='-$Id: complex.rb,v 1.3 1998/07/08 10:05:28 keiju Exp keiju $-'
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undef step
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undef <, <=, <=>, >, >=
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undef between?
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undef div, divmod, modulo
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undef floor, truncate, ceil, round
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def scalar?
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false
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@ -199,6 +203,10 @@ class Complex < Numeric
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x/y
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end
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end
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def quo(other)
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Complex(@real.quo(1), @image.quo(1)) / other
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end
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#
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# Raise this complex number to the given (real or complex) power.
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@ -248,6 +256,8 @@ class Complex < Numeric
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#
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# Remainder after division by a real or complex number.
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#
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=begin
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def % (other)
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if other.kind_of?(Complex)
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Complex(@real % other.real, @image % other.image)
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@ -258,7 +268,8 @@ class Complex < Numeric
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x % y
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end
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end
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=end
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#--
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# def divmod(other)
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# if other.kind_of?(Complex)
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@ -312,8 +323,6 @@ class Complex < Numeric
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end
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alias conj conjugate
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undef <=>
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#
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# Test for numerical equality (<tt>a == a + 0<i>i</i></tt>).
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#
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@ -410,8 +419,34 @@ class Complex < Numeric
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end
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class Integer
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unless defined?(1.numerator)
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def numerator() self end
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def denominator() 1 end
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def gcd(other)
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min = self.abs
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max = other.abs
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while min > 0
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tmp = min
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min = max % min
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max = tmp
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end
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max
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end
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def lcm(other)
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if self.zero? or other.zero?
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0
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else
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(self.div(self.gcd(other)) * other).abs
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end
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end
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end
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end
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module Math
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alias sqrt! sqrt
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@ -121,11 +121,6 @@ end
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class Rational
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Unify = true
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remove_method :inspect
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def inspect
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format "%s/%s", numerator.inspect, denominator.inspect
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end
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alias power! **
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def ** (other)
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105
lib/rational.rb
105
lib/rational.rb
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@ -238,6 +238,10 @@ class Rational < Numeric
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end
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end
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def div(other)
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(self / other).floor
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end
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#
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# Returns the remainder when this value is divided by +other+.
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#
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@ -249,7 +253,7 @@ class Rational < Numeric
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# r % 0.26 # -> 0.19
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#
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def % (other)
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value = (self / other).to_i
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value = (self / other).floor
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return self - other * value
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end
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@ -261,7 +265,7 @@ class Rational < Numeric
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# r.divmod Rational(1,2) # -> [3, Rational(1,4)]
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#
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def divmod(other)
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value = (self / other).to_i
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value = (self / other).floor
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return value, self - other * value
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end
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@ -270,7 +274,7 @@ class Rational < Numeric
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#
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def abs
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if @numerator > 0
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Rational.new!(@numerator, @denominator)
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self
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else
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Rational.new!(-@numerator, @denominator)
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end
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@ -345,8 +349,35 @@ class Rational < Numeric
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# Rational(-7,4) == -1.75 # -> true
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# Rational(-7,4).to_i == (-1.75).to_i # false
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#
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def to_i
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Integer(@numerator.div(@denominator))
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def floor()
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@numerator.div(@denominator)
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end
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def ceil()
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-((-@numerator).div(@denominator))
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end
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def truncate()
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if @numerator < 0
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return -((-@numerator).div(@denominator))
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end
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@numerator.div(@denominator)
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end
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alias_method :to_i, :truncate
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def round()
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if @numerator < 0
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num = -@numerator
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num = num * 2 + @denominator
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den = @denominator * 2
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-(num.div(den))
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else
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num = @numerator * 2 + @denominator
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den = @denominator * 2
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num.div(den)
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end
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end
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#
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@ -476,38 +507,11 @@ end
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class Fixnum
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alias quof quo
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undef quo
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# If Rational is defined, returns a Rational number instead of a Fixnum.
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remove_method :quo
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# If Rational is defined, returns a Rational number instead of a Float.
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def quo(other)
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Rational.new!(self,1) / other
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end
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alias rdiv quo
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# Returns a Rational number if the result is in fact rational (i.e. +other+ < 0).
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def rpower (other)
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if other >= 0
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self.power!(other)
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else
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Rational.new!(self,1)**other
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end
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end
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unless defined? 1.power!
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alias power! **
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alias ** rpower
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end
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end
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class Bignum
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unless defined? Complex
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alias power! **
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end
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alias quof quo
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undef quo
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# If Rational is defined, returns a Rational number instead of a Bignum.
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def quo(other)
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Rational.new!(self,1) / other
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Rational.new!(self, 1) / other
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end
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alias rdiv quo
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Rational.new!(self, 1)**other
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end
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end
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end
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unless defined? Complex
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class Bignum
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alias quof quo
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remove_method :quo
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# If Rational is defined, returns a Rational number instead of a Float.
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def quo(other)
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Rational.new!(self, 1) / other
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end
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alias rdiv quo
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# Returns a Rational number if the result is in fact rational (i.e. +other+ < 0).
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def rpower (other)
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if other >= 0
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self.power!(other)
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else
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Rational.new!(self, 1)**other
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end
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end
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end
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unless defined? 1.power!
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class Fixnum
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alias power! **
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alias ** rpower
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end
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class Bignum
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alias power! **
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alias ** rpower
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end
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end
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