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Rename TexMobject -> Tex and TextMobject -> TexText

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This commit is contained in:
Grant Sanderson
2021-01-18 08:20:14 -10:00
parent 3bd56bff07
commit f91c81dd6a
16 changed files with 97 additions and 97 deletions
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26
example_scenes.py
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@ -10,8 +10,8 @@ from manimlib.imports import *
class OpeningManimExample(Scene):
def construct(self):
title = TextMobject("This is some \\LaTeX")
basel = TexMobject(
title = TexText("This is some \\LaTeX")
basel = Tex(
"\\sum_{n=1}^\\infty "
"\\frac{1}{n^2} = \\frac{\\pi^2}{6}"
)
@ -111,12 +111,12 @@ class TextExample(Scene):
text = Text("Here is a text", font="Consolas", font_size=90)
difference = Text(
"""
The most important difference between Text and TextMobject is that\n
you can change the font more easily, but can't use the LaTeX gramma
The most important difference between Text and TexText is that\n
you can change the font more easily, but can't use the LaTeX grammar
""",
font="Arial", font_size=24,
# t2c is a dict that you can choose color for different text
t2c={"Text": BLUE, "TextMobject": BLUE, "LaTeX": ORANGE}
t2c={"Text": BLUE, "TexText": BLUE, "LaTeX": ORANGE}
)
VGroup(text, difference).arrange(DOWN, buff=1)
self.play(Write(text))
@ -175,18 +175,18 @@ class TexTransformExample(Scene):
lines = VGroup(
# Surrounding substrings with double braces
# will ensure that those parts are separated
# out in the TexMobject. For example, here the
# TexMobject will have 5 submobjects, corresponding
# out in the Tex. For example, here the
# Tex will have 5 submobjects, corresponding
# to the strings [A^2, +, B^2, =, C^2]
TexMobject("{{A^2}} + {{B^2}} = {{C^2}}"),
TexMobject("{{A^2}} = {{C^2}} - {{B^2}}"),
Tex("{{A^2}} + {{B^2}} = {{C^2}}"),
Tex("{{A^2}} = {{C^2}} - {{B^2}}"),
# Alternatively, you can pass in the keyword argument
# isolate with a list of strings that should be out as
# their own submobject. So both lines below are equivalent
# to what you'd get by wrapping every instance of "B", "C"
# "=", "(" and ")" with double braces
TexMobject("{{A^2}} = (C + B)(C - B)", **kw),
TexMobject("A = \\sqrt{(C + B)(C - B)}", **kw)
Tex("{{A^2}} = (C + B)(C - B)", **kw),
Tex("A = \\sqrt{(C + B)(C - B)}", **kw)
)
lines.arrange(DOWN, buff=LARGE_BUFF)
for line in lines:
@ -258,8 +258,8 @@ class TexTransformExample(Scene):
# those of a target, regardless of the submobject hierarchy in
# each one, according to whether those pieces have the same
# shape (as best it can).
source = TextMobject("the morse code")
target = TextMobject("here come dots")
source = TexText("the morse code")
target = TexText("here come dots")
self.play(Write(source))
self.wait()