summaryrefslogtreecommitdiff
path: root/tests/fb2.math-webtex.fb2
diff options
context:
space:
mode:
Diffstat (limited to 'tests/fb2.math-webtex.fb2')
-rw-r--r--tests/fb2.math-webtex.fb22
1 files changed, 2 insertions, 0 deletions
diff --git a/tests/fb2.math-webtex.fb2 b/tests/fb2.math-webtex.fb2
new file mode 100644
index 000000000..feaefadcd
--- /dev/null
+++ b/tests/fb2.math-webtex.fb2
@@ -0,0 +1,2 @@
+<?xml version="1.0" encoding="UTF-8"?>
+<FictionBook xmlns="http://www.gribuser.ru/xml/fictionbook/2.0" xmlns:l="http://www.w3.org/1999/xlink"><description><title-info /><document-info><program-used>pandoc</program-used></document-info></description><body><title><p /></title><annotation><p></p></annotation><section><p>List math:</p><p>• <image l:href="#image1" l:type="inlineImageType" alt="E = m c^2" /></p><p>• <image l:href="#image2" l:type="inlineImageType" alt="A = \pi r^2" /></p><p>Inline math: <image l:href="#image3" l:type="inlineImageType" alt="x=\frac{-b \pm \sqrt {b^2-4ac}}{2a}" />.</p><p>Display math:</p><image l:href="#image4" l:type="imageType" alt="\int_a^b \! f(x)\,dx = F(b) - F(a)." /></section></body><binary id="image4" content-type="image/png">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</binary><binary id="image3" content-type="image/png">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</binary><binary id="image2" content-type="image/png">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</binary><binary id="image1" content-type="image/png">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</binary></FictionBook> \ No newline at end of file