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After running 2to3

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This commit is contained in:
Grant Sanderson
2018-08-09 17:56:05 -07:00
parent 06a65190e7
commit 858051a806
172 changed files with 2117 additions and 2221 deletions
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82
old_projects/zeta.py
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@ -1,4 +1,4 @@
from __future__ import print_function
from big_ol_pile_of_manim_imports import *
import mpmath
@ -437,7 +437,7 @@ class DefineForRealS(PiCreatureScene):
x_min = 0,
x_max = 3,
tick_frequency = 0.25,
numbers_with_elongated_ticks = range(4),
numbers_with_elongated_ticks = list(range(4)),
unit_size = 3,
)
number_line.add_numbers()
@ -501,9 +501,9 @@ class DefineForRealS(PiCreatureScene):
self.pi_creature.change_mode, "happy"
)
self.wait(3)
self.play(*map(FadeOut, [
self.play(*list(map(FadeOut, [
fracs, pi_arrow, pi_dot, approx,
]))
])))
self.lines = lines
self.braces = braces
self.dots = dots
@ -596,13 +596,13 @@ class DefineForRealS(PiCreatureScene):
zeta_s_eq.shift(0.5*UP)
inputs.add(*zeta_s_eq[2:2+n_input_chars])
sum_terms = TexMobject(*it.chain(*zip(
sum_terms = TexMobject(*it.chain(*list(zip(
[
"\\frac{1}{%d^{%s}}"%(d, input_string)
for d in range(1, 1+num_shown_terms)
],
it.cycle(["+"])
)))
))))
sum_terms.add(TexMobject("\\cdots").next_to(sum_terms))
sum_terms.next_to(zeta_s_eq, RIGHT)
for x in range(num_shown_terms):
@ -841,7 +841,7 @@ class FromRealToComplex(ComplexTransformationScene):
number_line = NumberLine(
unit_size = 2,
tick_frequency = 0.5,
numbers_with_elongated_ticks = range(-2, 3)
numbers_with_elongated_ticks = list(range(-2, 3))
)
number_line.add_numbers()
input_dot = Dot(number_line.number_to_point(2))
@ -966,7 +966,7 @@ class FromRealToComplex(ComplexTransformationScene):
self.play(Blink(randy))
self.play(randy.change_mode, "happy")
self.wait()
self.play(*map(FadeOut, [randy, bubble, frac, words]))
self.play(*list(map(FadeOut, [randy, bubble, frac, words])))
def show_s_equals_two_lines(self):
self.input_label.save_state()
@ -1087,9 +1087,9 @@ class FromRealToComplex(ComplexTransformationScene):
self.play(FadeIn(anti_domain))
self.play(Write(anti_domain_words))
self.wait(2)
self.play(*map(FadeOut, [
self.play(*list(map(FadeOut, [
anti_domain, anti_domain_words,
]))
])))
self.domain_words = domain_words
def ask_about_visualizing_all(self):
@ -1114,9 +1114,9 @@ class FromRealToComplex(ComplexTransformationScene):
self.play(
morty.change_mode, "pondering",
morty.look_at, self.input_dot,
*map(FadeOut, [
*list(map(FadeOut, [
bubble, bubble.content, self.domain_words
])
]))
)
arrow = Arrow(self.input_dot, self.output_dot, buff = SMALL_BUFF)
arrow.set_color(WHITE)
@ -1169,7 +1169,7 @@ class FromRealToComplex(ComplexTransformationScene):
]
power_sums = np.cumsum(powers)
lines = VGroup(*[
Line(*map(self.z_to_point, z_pair))
Line(*list(map(self.z_to_point, z_pair)))
for z_pair in zip(power_sums, power_sums[1:])
])
widths = np.linspace(line_thickness, 0, len(list(lines)))
@ -1276,7 +1276,7 @@ class ComplexExponentiation(Scene):
self.wait()
self.play(
imag_part.move_to, imag_part.get_left(),
*map(FadeOut, [brace, we_understand, real_part])
*list(map(FadeOut, [brace, we_understand, real_part]))
)
self.wait()
self.imag_exponent = imag_part
@ -1544,7 +1544,7 @@ class ShowMultiplicationOfRealAndImaginaryExponentialParts(FromRealToComplex):
imag_part.generate_target()
real_part.target.next_to(brace, UP+RIGHT, buff = 0)
imag_part.target.next_to(real_part.target, buff = 0)
self.play(*map(MoveToTarget, [real_part, imag_part]))
self.play(*list(map(MoveToTarget, [real_part, imag_part])))
self.wait()
class ComplexFunctionsAsTransformations(ComplexTransformationScene):
@ -1587,7 +1587,7 @@ class ComplexFunctionsAsTransformations(ComplexTransformationScene):
2*RIGHT+DOWN,
RIGHT+2*UP,
]
input_dots = VGroup(*map(Dot, input_points))
input_dots = VGroup(*list(map(Dot, input_points)))
input_dots.set_color(YELLOW)
output_dots = VGroup(*[
Dot(ip + on)
@ -1634,7 +1634,7 @@ class VisualizingSSquared(ComplexTransformationScene):
self.title = title
def plug_in_specific_values(self):
inputs = map(complex, [2, -1, complex(0, 1)])
inputs = list(map(complex, [2, -1, complex(0, 1)]))
input_dots = VGroup(*[
Dot(self.z_to_point(z), color = YELLOW)
for z in inputs
@ -1788,7 +1788,7 @@ class ShowZetaOnHalfPlane(ZetaTransformationScene):
self.wait()
self.play(
morty.look_at, self.plane.get_bottom(),
*map(FadeOut, [bubble, bubble.content])
*list(map(FadeOut, [bubble, bubble.content]))
)
self.play(Blink(morty))
self.play(FadeOut(morty))
@ -1799,10 +1799,10 @@ class ShowZetaOnHalfPlane(ZetaTransformationScene):
words.next_to(ORIGIN, UP+LEFT)
words.shift(LEFT+UP)
line = Line(*map(self.z_to_point, [
line = Line(*list(map(self.z_to_point, [
complex(np.euler_gamma, u*FRAME_Y_RADIUS)
for u in (1, -1)
]))
])))
line.set_color(YELLOW)
arrows = [
Arrow(words.get_right(), point)
@ -1818,7 +1818,7 @@ class ShowZetaOnHalfPlane(ZetaTransformationScene):
)
self.play(FadeOut(arrows[0]))
self.wait(2)
self.play(*map(FadeOut, [words, line]))
self.play(*list(map(FadeOut, [words, line])))
def set_color_i_line(self):
right_i_lines, left_i_lines = [
@ -1998,9 +1998,9 @@ class SquiggleOnExtensions(ZetaTransformationScene):
arrow = Arrow(label.get_right(), dot, buff = SMALL_BUFF)
self.play(Write(label, run_time = 1))
self.play(*map(ShowCreation, [arrow, dot]))
self.play(*list(map(ShowCreation, [arrow, dot])))
self.wait()
self.play(*map(FadeOut, [arrow, label]))
self.play(*list(map(FadeOut, [arrow, label])))
return dot
def cycle_through_options(self):
@ -2166,7 +2166,7 @@ class IntroduceAnglePreservation(VisualizingSSquared):
for index in 3, 7:
randy.bubble.content[index].set_color(YELLOW)
self.play(*map(FadeIn, [randy, morty]))
self.play(*list(map(FadeIn, [randy, morty])))
self.play(
randy.change_mode, "speaking",
ShowCreation(randy.bubble),
@ -2182,11 +2182,11 @@ class IntroduceAnglePreservation(VisualizingSSquared):
)
self.play(Blink(randy))
self.wait()
self.play(*map(FadeOut, [
self.play(*list(map(FadeOut, [
randy, morty,
randy.bubble, randy.bubble.content,
morty.bubble, morty.bubble.content,
]))
])))
def cycle_through_line_pairs(self):
@ -2215,10 +2215,10 @@ class IntroduceAnglePreservation(VisualizingSSquared):
for y in np.arange(0, 3, 0.5)
if not (x <= 0 and y == 0)
]
brackets = VGroup(*map(
brackets = VGroup(*list(map(
self.get_right_angle_bracket,
intersection_inputs
))
)))
self.apply_function()
self.wait()
self.play(
@ -2300,7 +2300,7 @@ class IntroduceAnglePreservation(VisualizingSSquared):
angle_group = VGroup(angle_tex, angle_arrow)
self.play(*map(ShowCreation, lines))
self.play(*list(map(ShowCreation, lines)))
self.play(
Write(angle_tex),
ShowCreation(angle_arrow),
@ -2321,7 +2321,7 @@ class IntroduceAnglePreservation(VisualizingSSquared):
ShowCreation(arrow)
)
self.wait(2)
self.play(*map(FadeOut, [arc, angle_tex, arrow]))
self.play(*list(map(FadeOut, [arc, angle_tex, arrow])))
def put_angle_tex_next_to_arc(self, angle_tex, arc):
vect = arc.point_from_proportion(0.5)-interpolate(
@ -2478,10 +2478,10 @@ class NoteZetaFunctionAnalyticOnRightHalf(ZetaTransformationScene):
for y in np.arange(-0.5, 0.5, 1./16)
if abs(y) > 1./16
]
brackets = VGroup(*map(
brackets = VGroup(*list(map(
self.get_right_angle_bracket,
intersection_inputs
))
)))
self.play(ShowCreation(brackets, run_time = 3))
self.wait()
@ -2824,9 +2824,9 @@ class DiscussZeros(ZetaTransformationScene):
self.play(Blink(randy))
self.wait()
self.play(Blink(randy))
self.play(*map(FadeOut, [
self.play(*list(map(FadeOut, [
randy, bubble, bubble.content, trivial_zero_words
]))
])))
def show_critical_strip(self):
strip = Rectangle(
@ -2884,9 +2884,9 @@ class DiscussZeros(ZetaTransformationScene):
self.wait(3)
self.play(
photo.shift, 7*LEFT,
*map(FadeOut, [
*list(map(FadeOut, [
primes, self.dots, strip
])
]))
)
self.remove(photo)
self.critical_line = critical_line
@ -2911,7 +2911,7 @@ class DiscussZeros(ZetaTransformationScene):
def get_dot_wandering_anims(self):
self.dot_anim_count += 1
if self.dot_anim_count == 1:
return map(MoveToTarget, self.dots)
return list(map(MoveToTarget, self.dots))
denom = 4*(len(list(self.dots)))
def get_rate_func(index):
return lambda t : (float(self.dot_anim_count + 2*index + t)/denom)%1
@ -3165,12 +3165,12 @@ class PatreonThanks(Scene):
patreon_logo.set_height(1.5)
patreon_logo.next_to(special_thanks, DOWN)
left_patrons = VGroup(*map(TextMobject,
left_patrons = VGroup(*list(map(TextMobject,
self.specific_patrons[:n_patrons/2]
))
right_patrons = VGroup(*map(TextMobject,
)))
right_patrons = VGroup(*list(map(TextMobject,
self.specific_patrons[n_patrons/2:]
))
)))
for patrons, vect in (left_patrons, LEFT), (right_patrons, RIGHT):
patrons.arrange_submobjects(DOWN, aligned_edge = LEFT)
patrons.next_to(special_thanks, DOWN)