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The Octa-Tetra Museum - July 1, 2020 - The NAPKIN RING Paradox - “The volume a 'band' of specified height around a sphere (the part that remains after a cylindrical hole is
Spherical Ring -- from Wolfram MathWorld
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The Napkin Ring Paradox. Two rings-- same volume. | MathAdam
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![Truly Singaporean Singapore Mathematics: [Enrich20161103NRP] The Napkin Ring Problem](https://1.bp.blogspot.com/-1bmYVzkMwKg/WBtQFNHH1oI/AAAAAAAACXU/kTaH8kwuOFgIY4NQ6N__evB5ZP2BKFMfgCLcB/s640/Napkin%2BRing%2BProblem%2B1.jpg "Truly Singaporean Singapore Mathematics: [Enrich20161103NRP] The Napkin Ring Problem")
Truly Singaporean Singapore Mathematics: [Enrich20161103NRP] The Napkin Ring Problem
![Truly Singaporean Singapore Mathematics: [Enrich20161103NRP] The Napkin Ring Problem](https://1.bp.blogspot.com/-1bmYVzkMwKg/WBtQFNHH1oI/AAAAAAAACXU/kTaH8kwuOFgIY4NQ6N__evB5ZP2BKFMfgCLcB/s1600/Napkin%2BRing%2BProblem%2B1.jpg "Truly Singaporean Singapore Mathematics: [Enrich20161103NRP] The Napkin Ring Problem")
Truly Singaporean Singapore Mathematics: [Enrich20161103NRP] The Napkin Ring Problem
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