Thirty-two squares, one knight, two hymns.

Vedānta Deśika's 32-syllable śloka, square by square. Verse 929 sits on the board. Press Step and watch verse 930 assemble in the order the knight lands.

1स्थि
30रा
9ग
20सां
3स
24दा
11रा
26ध्या
16वि
19ह
2ता
29क
10त
27ता
4म
23ता
31स
8त्पा
17दु
14के
21स
6र
25सा
12मा
18रं
15ग
32रा
7ज
28प
13दं
22न
5य
0 / 32
स्थितासमयराजत्पा गतरामादकेगवि । दुरंहसांसन्नतादा साध्यातापकरासरा ॥

The tour as a table

Move numbers in board order. The knight starts at the top-left corner and ends at the third square of the last row. It is an open tour: no closed knight's tour exists on a 4×8 board. Starting from the corner, it is the unique knight's path whose cell sequence spells verse 930, which is how this reconstruction was verified.

Nasal marks shift with sandhi between the two readings (daṃ reads as da, raṅga as raṃ ga), which is normal in the tradition and does not affect the tour.

1309203241126
16192291027423
31817142162512
18153272813225

The form is a useful model for specification and encoding: one sequence of syllables carries several readings at once, each valid under its own rule. That is a dense, multi-constraint encoding written a thousand years before anyone had a word for it. Rudraṭa described the figure in the ninth century; Euler analysed the general tour in 1759.

References and open implementations
Machine

https://emergence.live/md/chitrakavya/knights-tour.mdOpen the file

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