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Revisit the English version (#1885)
* Update giscus scroller. * Refine English docs and landing page * Sync the headings. * Update landing pages. * Update the avatar * Update Acknowledgements * Update landing pages. * Update contributors. * Update * Fix the formula formatting. * Fix the glossary. * Chapter 6. Hashing * Remove Chinese chars. * Fix headings. * Update giscus themes. * fallback to default giscus theme to solve 429 many requests error. * Add borders for callouts. * docs: sync character encoding translations * Update landing page media layout and i18n
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@@ -94,4 +94,4 @@ As shown in the figure below, the hanota problem forms a recursion tree of heigh
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The hanota problem originates from an ancient legend. In a temple in ancient India, monks had three tall diamond pillars and $64$ golden discs of different sizes. The monks continuously moved the discs, believing that when the last disc was correctly placed, the world would come to an end.
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However, even if the monks moved one disc per second, it would take approximately $2^{64} \approx 1.84×10^{19}$ seconds, which is about $5850$ billion years, far exceeding current estimates of the age of the universe. Therefore, if this legend is true, we should not need to worry about the end of the world.
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However, even if the monks moved one disc per second, it would take approximately $2^{64} \approx 1.84×10^{19}$ seconds, which is about $585$ billion years, far exceeding current estimates of the age of the universe. Therefore, if this legend is true, we should not need to worry about the end of the world.
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