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Original file (SVG file, nominally 300 × 60 pixels, file size: 8 KB)
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Summary
| Description | Pi constant |
| Date | |
| Source | Own work |
| Author | German |
| Other versions |
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Licensing
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I, the copyright holder of this work, release this work into the public domain. This applies worldwide. In some countries this may not be legally possible; if so: I grant anyone the right to use this work for any purpose, without any conditions, unless such conditions are required by law. |
File history
Click on a date/time to view the file as it appeared at that time.
| Date/Time | Thumbnail | Dimensions | User | Comment | |
|---|---|---|---|---|---|
| current | 07:59, 6 March 2021 | | 300 × 60 (8 KB) | Tahmid | File uploaded using svgtranslate tool (https://svgtranslate.toolforge.org/). Added translation for bn. |
| 17:20, 25 June 2017 |  | 300 × 60 (2 KB) | Rainald62 | Both character size and position according to a geometric sequence, slower decrease of size (24 steps per decade) ==> about 15 digits visible in 300-px preview, gray triangle as substitute for digits 35 to infinity, narrower margins, reduced file size... | |
| 12:40, 23 November 2016 |  | 440 × 100 (21 KB) | KCAuXy4p | Reduced file bloat (no need to specify font sizes to 13 decimal places; using 4 instead) | |
| 22:01, 7 November 2010 |  | 440 × 100 (61 KB) | Joe Schmedley | ||
| 09:11, 10 June 2010 |  | 440 × 100 (78 KB) | Rubybrian | I have been editing the file such that the lowest digits have different heights, and do not peter out suddenly at 1 pixel. Otherwise the image is nearly the same similar. Here is the code used to produce the file: 1 #!/usr/bin/ruby 2 3 File.open(" | |
| 13:32, 9 September 2007 |  | 440 × 100 (4 KB) | German | {{Information |Description=Pi constant |Source=self-made |Date=2007-09-09 |Author= German }} |
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- ط (رياضيات)
- دائرة
- عدد غير كسري
- قائمة الصيغ المحتوية ط
- قالب:شريط جانبي الثابت باي
- مساحة الدائرة
- محيط منحنى مغلق
- وليم جونز (عالم رياضيات)
- مبرهنة ليندمان-فايرشتراس
- إثبات أن 22/7 أكبر من π
- يوم ط
- خوارزمية ليو هوي لحساب π
- زو تشونغزي
- مادهافا من سانغماغراما
- سيكي تاكاكازو
- تاكيبي كينكو
- جون رنش
- ويليام شانكس
- تسلسل زمني لحساب ط
- الإخوان شودنوفسكي
- معضلة بازل
- مستخدم:Elsayed Taha/وليم جونز (عالم رياضيات)
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