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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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64
old_projects/eoc/chapter10.py
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@ -505,7 +505,7 @@ class ExampleApproximationWithCos(ExampleApproximationWithSine):
for dx in (0.01, 0.7)
]
self.play(*map(ShowCreation, v_lines), run_time = 2)
self.play(*list(map(ShowCreation, v_lines)), run_time = 2)
self.play(Transform(
v_lines, alt_v_lines,
run_time = 2,
@ -623,7 +623,7 @@ class ConstructQuadraticApproximation(ExampleApproximationWithCos):
))
self.play(
FadeIn(free_to_change),
*map(ShowCreation, arrows)
*list(map(ShowCreation, arrows))
)
self.play(*[
ApplyMethod(
@ -711,7 +711,7 @@ class ConstructQuadraticApproximation(ExampleApproximationWithCos):
submobject_mode = "lagged_start"
))
self.wait(2)
self.play(*map(FadeOut, [poly_at_zero, equals_c0]))
self.play(*list(map(FadeOut, [poly_at_zero, equals_c0])))
self.free_to_change_group.remove(
self.free_to_change_group.arrows[0]
@ -824,7 +824,7 @@ class ConstructQuadraticApproximation(ExampleApproximationWithCos):
))
self.wait(2)
self.play(*map(FadeOut, poly_group[:-1]))
self.play(*list(map(FadeOut, poly_group[:-1])))
self.free_to_change_group.remove(
self.free_to_change_group.arrows[1]
)
@ -855,9 +855,9 @@ class ConstructQuadraticApproximation(ExampleApproximationWithCos):
run_time = run_time
))
self.wait()
self.play(*map(FadeOut, [
self.play(*list(map(FadeOut, [
partial_cosine_graph, self.tangent_line
]))
])))
def compute_cosine_second_derivative(self):
second_deriv, rhs = self.get_cosine_second_derivative()
@ -899,9 +899,9 @@ class ConstructQuadraticApproximation(ExampleApproximationWithCos):
for line, graph in zip(tangent_lines, graphs)
]
self.play(*map(ShowCreation, tangent_lines))
self.play(*list(map(ShowCreation, tangent_lines)))
self.play(*tangent_change_anims)
self.play(*map(FadeOut, tangent_lines))
self.play(*list(map(FadeOut, tangent_lines)))
def compute_polynomial_second_derivative(self):
c2s = ["c_2", "\\text{\\tiny $\\left(-\\frac{1}{2}\\right)$}"]
@ -1136,9 +1136,9 @@ class ReflectOnQuadraticApproximation(TeacherStudentsScene):
self.wait(2)
self.change_student_modes(
*["plain"]*3,
added_anims = map(FadeOut, [
added_anims = list(map(FadeOut, [
approx_at_point, approx_rhs, real_result
]),
])),
look_at_arg = approx_at_x
)
@ -1297,7 +1297,7 @@ class SimilarityOfChangeBehavior(ConstructQuadraticApproximation):
FadeOut(dots)
)
self.play(*tangent_line_movements + dot_anims, run_time = 6)
self.play(*map(FadeOut, [tangent_lines, dots]))
self.play(*list(map(FadeOut, [tangent_lines, dots])))
self.wait()
class MoreTerms(TeacherStudentsScene):
@ -1476,11 +1476,11 @@ class CubicAndQuarticApproximations(ConstructQuadraticApproximation):
plus_quartic_term.next_to(polynomial, RIGHT)
plus_quartic_term.set_color_by_tex("c_4", self.colors[4])
self.play(*map(FadeOut, [
self.play(*list(map(FadeOut, [
self.plus_cubic_term,
self.polynomial_third_derivative,
self.polynomial_third_derivative_brace,
]))
])))
self.play(Write(plus_quartic_term))
self.wait()
@ -2084,9 +2084,9 @@ class TranslationOfInformation(CubicAndQuarticApproximations):
run_time = 2
))
self.wait()
self.play(*map(FadeOut, [
self.play(*list(map(FadeOut, [
deriv_info, arrow, output_info, outer_v_lines
]))
])))
self.quadratic_graph = quadratic_graph
self.v_line = center_v_line
@ -2112,10 +2112,10 @@ class TranslationOfInformation(CubicAndQuarticApproximations):
)
for d in derivs_at_x
])
group = VGroup(*it.chain(*zip(
group = VGroup(*it.chain(*list(zip(
derivs_at_x,
arrows
)))
))))
group.add(TexMobject("\\vdots"))
group.arrange_submobjects(DOWN, buff = SMALL_BUFF)
group.set_height(FRAME_HEIGHT - MED_LARGE_BUFF)
@ -2153,7 +2153,7 @@ class TranslationOfInformation(CubicAndQuarticApproximations):
derivs_at_x, derivs_at_zero
))
self.wait()
self.play(*map(Write, rhs_group))
self.play(*list(map(Write, rhs_group)))
self.wait()
for rhs in rhs_group:
self.play(Indicate(rhs[1]), color = WHITE)
@ -2245,13 +2245,13 @@ class TranslationOfInformation(CubicAndQuarticApproximations):
func, color = self.colors[0]
)
self.play(*map(FadeOut, [
self.play(*list(map(FadeOut, [
self.cosine_derivative_group,
self.cosine_graph,
self.quadratic_graph,
self.v_line,
self.dot
]))
])))
self.play(ShowCreation(graph))
self.graph = graph
@ -2525,10 +2525,10 @@ class ExpPolynomial(TranslationOfInformation, ExampleApproximationWithExp):
)
for d in derivs_at_x
])
group = VGroup(*it.chain(*zip(
group = VGroup(*it.chain(*list(zip(
derivs_at_x,
arrows
)))
))))
group.add(TexMobject("\\vdots"))
group.arrange_submobjects(DOWN, buff = 2*SMALL_BUFF)
group.set_height(FRAME_HEIGHT - MED_LARGE_BUFF)
@ -2569,7 +2569,7 @@ class ExpPolynomial(TranslationOfInformation, ExampleApproximationWithExp):
derivs_at_x, derivs_at_zero
))
self.wait()
self.play(*map(Write, rhs_group))
self.play(*list(map(Write, rhs_group)))
self.derivative_values = derivative_values
@ -2742,7 +2742,7 @@ class SecondTermIntuition(AreaIsDerivative):
self.change_area_bounds(new_t_max = new_x)
self.play(
FadeIn(dark_area),
*map(Animation, self.foreground_mobjects)
*list(map(Animation, self.foreground_mobjects))
)
self.play(
FadeOut(self.T_label_group),
@ -3453,8 +3453,8 @@ class RadiusOfConvergenceForLnX(ExpGraphConvergence):
brace = self.braces[0].copy()
self.play(*it.chain(
map(FadeIn, [approx_graph, brace]),
map(Animation, self.foreground_mobjects)
list(map(FadeIn, [approx_graph, brace])),
list(map(Animation, self.foreground_mobjects))
))
self.wait()
new_graphs = approx_graphs[1:self.initial_n_iterations]
@ -3462,15 +3462,15 @@ class RadiusOfConvergenceForLnX(ExpGraphConvergence):
self.play(
Transform(approx_graph, new_graph),
Transform(brace, new_brace),
*map(Animation, self.foreground_mobjects)
*list(map(Animation, self.foreground_mobjects))
)
self.wait()
approx_graph.remove(approx_dot)
self.play(
approx_dot.move_to, self.coords_to_point(self.divergent_example, 0),
*it.chain(
map(FadeOut, [approx_graph, brace]),
map(Animation, self.foreground_mobjects)
list(map(FadeOut, [approx_graph, brace])),
list(map(Animation, self.foreground_mobjects))
)
)
self.wait()
@ -3493,7 +3493,7 @@ class RadiusOfConvergenceForLnX(ExpGraphConvergence):
),
FadeIn(approx_graph[0]),
FadeIn(brace),
*map(Animation, self.foreground_mobjects)
*list(map(Animation, self.foreground_mobjects))
)
new_graphs = self.approx_graphs[1:self.initial_n_iterations]
@ -3501,7 +3501,7 @@ class RadiusOfConvergenceForLnX(ExpGraphConvergence):
self.play(
Transform(approx_graph, new_graph),
Transform(brace, new_brace),
*map(Animation, self.foreground_mobjects)
*list(map(Animation, self.foreground_mobjects))
)
self.wait()
@ -3528,7 +3528,7 @@ class RadiusOfConvergenceForLnX(ExpGraphConvergence):
for new_graph in new_graphs:
self.play(
Transform(self.approx_graph, new_graph),
*map(Animation, self.foreground_mobjects)
*list(map(Animation, self.foreground_mobjects))
)
self.wait()