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4 | 4 | Glue Tests |
5 | 5 | <container cell_index="1" cell_metadata="{}" classes="cell" exec_count="1" nb_element="cell_code"> |
6 | 6 | <container classes="cell_input" nb_element="cell_code_source"> |
7 | | - <literal_block language="ipython3" linenos="False" xml:space="preserve"> |
| 7 | + <literal_block language="ipython3" linenos="0" xml:space="preserve"> |
8 | 8 | from myst_nb import glue |
9 | 9 | <container cell_index="2" cell_metadata="{}" classes="cell" exec_count="2" nb_element="cell_code"> |
10 | 10 | <container classes="cell_input" nb_element="cell_code_source"> |
11 | | - <literal_block language="ipython3" linenos="False" xml:space="preserve"> |
| 11 | + <literal_block language="ipython3" linenos="0" xml:space="preserve"> |
12 | 12 | glue("key_text1", "text1") |
13 | 13 | glue("key_float", 3.14159) |
14 | 14 | <container classes="cell_output" nb_element="cell_code_output"> |
15 | | - <literal_block classes="output text_plain" language="myst-ansi" linenos="False" xml:space="preserve"> |
| 15 | + <literal_block classes="output text_plain" language="myst-ansi" linenos="0" xml:space="preserve"> |
16 | 16 | 'text1' |
17 | | - <literal_block classes="output text_plain" language="myst-ansi" linenos="False" xml:space="preserve"> |
| 17 | + <literal_block classes="output text_plain" language="myst-ansi" linenos="0" xml:space="preserve"> |
18 | 18 | 3.14159 |
19 | 19 | <container cell_index="3" cell_metadata="{}" classes="cell" exec_count="3" nb_element="cell_code"> |
20 | 20 | <container classes="cell_input" nb_element="cell_code_source"> |
21 | | - <literal_block language="ipython3" linenos="False" xml:space="preserve"> |
| 21 | + <literal_block language="ipython3" linenos="0" xml:space="preserve"> |
22 | 22 | glue("key_undisplayed", "undisplayed", display=False) |
23 | 23 | <container cell_index="4" cell_metadata="{'scrolled': True}" classes="cell" exec_count="4" nb_element="cell_code"> |
24 | 24 | <container classes="cell_input" nb_element="cell_code_source"> |
25 | | - <literal_block language="ipython3" linenos="False" xml:space="preserve"> |
| 25 | + <literal_block language="ipython3" linenos="0" xml:space="preserve"> |
26 | 26 | import pandas as pd |
27 | 27 |
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28 | 28 | df = pd.DataFrame({"header": [1, 2, 3]}) |
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68 | 68 | </div> |
69 | 69 | <container cell_index="5" cell_metadata="{}" classes="cell" exec_count="5" nb_element="cell_code"> |
70 | 70 | <container classes="cell_input" nb_element="cell_code_source"> |
71 | | - <literal_block language="ipython3" linenos="False" xml:space="preserve"> |
| 71 | + <literal_block language="ipython3" linenos="0" xml:space="preserve"> |
72 | 72 | import matplotlib.pyplot as plt |
73 | 73 |
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74 | 74 | plt.plot([1, 2, 3]) |
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149 | 149 | Math |
150 | 150 | <container cell_index="8" cell_metadata="{}" classes="cell" exec_count="6" nb_element="cell_code"> |
151 | 151 | <container classes="cell_input" nb_element="cell_code_source"> |
152 | | - <literal_block language="ipython3" linenos="False" xml:space="preserve"> |
| 152 | + <literal_block language="ipython3" linenos="0" xml:space="preserve"> |
153 | 153 | import sympy as sym |
154 | 154 |
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155 | 155 | f = sym.Function("f") |
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158 | 158 | f = y(n) - 2 * y(n - 1 / sym.pi) - 5 * y(n - 2) |
159 | 159 | glue("sym_eq", sym.rsolve(f, y(n), [1, 4])) |
160 | 160 | <container classes="cell_output" nb_element="cell_code_output"> |
161 | | - <math_block classes="output text_latex" nowrap="False" number="True" xml:space="preserve"> |
| 161 | + <math_block classes="output text_latex" nowrap="0" number="True" xml:space="preserve"> |
162 | 162 | \displaystyle \left(\sqrt{5} i\right)^{\alpha} \left(\frac{1}{2} - \frac{2 \sqrt{5} i}{5}\right) + \left(- \sqrt{5} i\right)^{\alpha} \left(\frac{1}{2} + \frac{2 \sqrt{5} i}{5}\right) |
163 | 163 | <target refid="equation-eq-sym"> |
164 | | - <math_block classes="pasted-math" docname="with_glue" ids="equation-eq-sym" label="eq-sym" nowrap="False" number="1" xml:space="preserve"> |
| 164 | + <math_block classes="pasted-math" docname="with_glue" ids="equation-eq-sym" label="eq-sym" nowrap="0" number="1" xml:space="preserve"> |
165 | 165 | \displaystyle \left(\sqrt{5} i\right)^{\alpha} \left(\frac{1}{2} - \frac{2 \sqrt{5} i}{5}\right) + \left(- \sqrt{5} i\right)^{\alpha} \left(\frac{1}{2} + \frac{2 \sqrt{5} i}{5}\right) |
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