Subinphaa

Subinphaa (1281–1293) was the third king of the Ahom kingdom.

Subinphaa
Chao-Pha
Ahom King
SuccessorSukhaangphaa
Reign1281–1293
BornSubinphaa
Full name
Subinphaa
ReligionAhom religion
Ahom dynasty
1 Sukaphaa 1228–1268
2 Suteuphaa 1268–1281
3 Subinphaa 1281–1293
4 Sukhaangphaa 1293–1332
5 Sukhrangpha 1332–1364
Interregnum 1364–1369
6 Sutuphaa 1369–1376
Interregnum 1376–1380
7 Tyao Khamti 1380–1389
Interregnum 1389–1397
8 Sudangphaa 1397–1407
9 Sujangphaa 1407–1422
10 Suphakphaa 1422–1439
11 Susenphaa 1439–1488
12 Suhenphaa 1488–1493
13 Supimphaa 1493–1497
14 Suhungmung 1497–1539
15 Suklenmung 1539–1552
16 Sukhaamphaa 1552–1603
17 Susenghphaa 1603–1641
18 Suramphaa 1641–1644
19 Sutingphaa 1644–1648
20 Sutamla 1648–1663
21 Supangmung 1663–1670
22 Sunyatphaa 1670–1672
23 Suklamphaa 1672–1674
24 Suhung 1674–1675
25 Gobar Roja 1675–1675
26 Sujinphaa 1675–1677
27 Sudoiphaa 1677–1679
28 Sulikphaa 1679–1681
29 Supatphaa 1681–1696
30 Sukhrungphaa 1696–1714
31 Sutanphaa 1714–1744
32 Sunenphaa 1744–1751
33 Suremphaa 1751–1769
34 Sunyeophaa 1769–1780
35 Suhitpangphaa 1780–1795
36 Suklingphaa 1795–1811
37 Sudingphaa 1811–1818
38 Purandar Singha 1818–1819
39 Sudingphaa 1819–1821
40 Jogeswar Singha 1821–1822
41 Purandar Singha 1833–1838

During Subinphaa's rule, the Ahoms divided themselves into the rulers and the ruled with the formal delineation of the Ahom nobility (Satgharia Ahoms) and the rest of the Ahoms identifying themselves with the rest of the population.[1] Literally the Ahom of the Seven Houses, the nobility consisted of three state clans called Gohain (the royal, Burhagohain and Borgohain) and four priestly clans called Gogoi (Deodhai, Bailung, Mohan and Siring).[2]

Notes
  1. (Baruah 1993, p. 16)
  2. (Baruah 1993, p. 44ff)
gollark: You can keep a counter on each side, increment it when a message is sent/received, and ignore any with the wrong value, or just send a time (encrypted) and complain if it's more than a second or so off.
gollark: Replay attacks are easy enough to deal with.
gollark: Possibly. But you run into a similar issue to the symmetric encryption thing: what if someone steals a device with access to it and/or reads the keys off?
gollark: If you trust all the devices which you'll want accessing the banking server, you could use symmetric encryption.
gollark: This has the advantage that other CC computers can't intercept it in any wya.

References
  • Baruah, S. L. (1993), Last Days of Ahom Monarchy, New Delhi
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