The full table of nations: The first column contains the names of the descendents of Noah (X's). Columns 2-8 contain the "related words": the regular constructs (MX, )RCX, $PTX and KTBX in columns 2-5, the plural construct XYM in column 6, and the externally-provided identifications of the nations and countries in columns 7 and 8 respectively.
The full table of nations. | ||||||||
1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | |
X | (MX | )RCX | $PTX | KTBX | XYM | new nation name(s) | new country name | |
1 | GMR | (M GMR | )RC GMR | $PT GMR | KTB GMR | )PRYQY | ||
2 | MGWG | (M MGWG | )RC MGWG | $PT MGWG | KTB MGWG | GRMNY) | ||
3 | MDY | (M MDY | )RC MDY | $PT MDY | KTB MDY | MDYM | HMDY | |
4 | YWN | (M YWN | )RC YWN | $PT YWN | KTB YWN | YWNYM | MQDWNY) | |
5 | TBL | (M TBL | )RC TBL | $PT TBL | KTB TBL | YTYNY) | ||
6 | M$K | (M M$K | )RC M$K | $PT M$K | KTB M$K | MWSY) | ||
7 | TYRS | (M TYRS | )RC TYRS | $PT TYRS | KTB TYRS | TRQY | ||
8 | )$KNZ | (M )$KNZ | )RC )$KNZ | $PT )$KNZ | KTB )$KNZ | )SY) | ||
9 | RYPT | (M RYPT | )RC RYPT | $PT RYPT | KTB RYPT | PRKWY | ||
10 | TGRMH | (M TGRMH | )RC TGRMH | $PT TGRMH | KTB TGRMH | BRBRY)H | ||
11 | )LY$H | (M )LY$H | )RC )LY$H | $PT )LY$H | KTB )LY$H | )LS | ||
12 | TR$Y$ | (M TR$Y$ | )RC TR$Y$ | $PT TR$Y$ | KTB TR$Y$ | +RSS | ||
13 | KTYM | (M KTYM | )RC KTYM | $PT KTYM | KTB KTYM | KTYM | )KY) | |
14 | DDNYM | (M DDNYM | )RC DDNYM | $PT DDNYM | KTB DDNYM | DDNYM | DRDNY) | |
15 | KW$ | (M KW$ | )RC KW$ | $PT KW$ | KTB KW$ | KW$YM | (RB | |
16 | MCRYM | (M MCRYM | )RC MCRYM | $PT MCRYM | KTB MCRYM | MCRYM | ||
17 | PW+ | (M PW+ | )RC PW+ | $PT PW+ | KTB PW+ | )LYXRQ | ||
18 | KN(N | (M KN(N | )RC KN(N | $PT KN(N | KTB KN(N | KN(NYM | ||
19 | SB) | (M SB) | )RC SB) | $PT SB) | KTB SB) | SB)YM | SYNYR)Y | |
20 | XWYLH | (M XWYLH | )RC XWYLH | $PT XWYLH | KTB XWYLH | HYNDYQY | ||
21 | SBTH | (M SBTH | )RC SBTH | $PT SBTH | KTB SBTH | SMR)Y | ||
22 | R(MH | (M R(MH | )RC R(MH | $PT R(MH | KTB R(MH | LWB | ||
23 | SBTK) | (M SBTK) | )RC SBTK) | $PT SBTK) | KTB SBTK) | ZYNG)Y | ||
24 | $B) | (M $B) | )RC $B) | $PT $B) | KTB $B) | $B)YM | ZMRGR ZMRGD | |
25 | DDN | (M DDN | )RC DDN | $PT DDN | KTB DDN | DDNYM | MZG | |
26 | LWDYM | (M LWDYM | )RC LWDYM | $PT LWDYM | KTB LWDYM | LWDYM | NYWW+YM | |
27 | (NMYM | (M (NMYM | )RC (NMYM | $PT (NMYM | KTB (NMYM | (NMYM | MRYW+YM MRSYW+YM | |
28 | LHBYM | (M LHBYM | )RC LHBYM | $PT LHBYM | KTB LHBYM | LHBYM | LYWWQYM | |
29 | NPTXYM | (M NPTXYM | )RC NPTXYM | $PT NPTXYM | KTB NPTXYM | NPTXYM | PN+SKYNYM | |
30 | PTRSYM | (M PTRSYM | )RC PTRSYM | $PT PTRSYM | KTB PTRSYM | PTRSYM | NSYW+YM | |
31 | KSLXYM | (M KSLXYM | )RC KSLXYM | $PT KSLXYM | KTB KSLXYM | KSLXYM | PN+PWLY+Y | |
32 | PL$TYM | (M PL$TYM | )RC PL$TYM | $PT PL$TYM | KTB PL$TYM | PL$TYM | ||
33 | KPTRYM | (M KPTRYM | )RC KPTRYM | $PT KPTRYM | KTB KPTRYM | KPTRYM | QPWDQYM | |
34 | CYDN | (M CYDN | )RC CYDN | $PT CYDN | KTB CYDN | CYDNYM | ||
35 | XT | (M XT | )RC XT | $PT XT | KTB XT | XTYM | ||
36 | HYBWSY | (M HYBWSY | )RC HYBWSY | $PT HYBWSY | KTB HYBWSY | YBWSYM | ||
37 | H)MRY | (M H)MRY | )RC H)MRY | $PT H)MRY | KTB H)MRY | )MRYM | ||
38 | HGRG$Y | (M HGRG$Y | )RC HGRG$Y | $PT HGRG$Y | KTB HGRG$Y | GRG$YM | ||
39 | HXWY | (M HXWY | )RC HXWY | $PT HXWY | KTB HXWY | XWYM | ||
40 | H(RQY | (M H(RQY | )RC H(RQY | $PT H(RQY | KTB H(RQY | (RQYM | ||
41 | HSYNY | (M HSYNY | )RC HSYNY | $PT HSYNY | KTB HSYNY | SYNYM | )NTWSYM )RTWSYM KPRWSYM |
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42 | H)RWDY | (M H)RWDY | )RC H)RWDY | $PT H)RWDY | KTB H)RWDY | )RWDYM | RWDSYM | |
43 | HCMRY | (M HCMRY | )RC HCMRY | $PT HCMRY | KTB HCMRY | CMRYM | XWMCYM | |
44 | HXMTY | (M HXMTY | )RC HXMTY | $PT HXMTY | KTB HXMTY | XMTYM | )N+YWKYM | |
45 | (YLM | (M (YLM | )RC (YLM | $PT (YLM | KTB (YLM | |||
46 | )$WR | (M )$WR | )RC )$WR | $PT )$WR | KTB )$WR | )$WRYM | ||
47 | )RPK$D | (M )RPK$D | )RC )RPK$D | $PT )RPK$D | KTB )RPK$D | |||
48 | LWD | (M LWD | )RC LWD | $PT LWD | KTB LWD | LWDYM | ||
49 | )RM | (M )RM | )RC )RM | $PT )RM | KTB )RM | )RMYM | ||
50 | (WC | (M (WC | )RC (WC | $PT (WC | KTB (WC | |||
51 | XWL | (M XWL | )RC XWL | $PT XWL | KTB XWL | |||
52 | GTR | (M GTR | )RC GTR | $PT GTR | KTB GTR | |||
53 | M$ | (M M$ | )RC M$ | $PT M$ | KTB M$ | |||
54 | $LX | (M $LX | )RC $LX | $PT $LX | KTB $LX | |||
55 | (BR | (M (BR | )RC (BR | $PT (BR | KTB (BR | (BRYM | ||
56 | PLG | (M PLG | )RC PLG | $PT PLG | KTB PLG | |||
57 | YQ+N | (M YQ+N | )RC YQ+N | $PT YQ+N | KTB YQ+N | |||
58 | )LMWDD | (M )LMWDD | )RC )LMWDD | $PT )LMWDD | KTB )LMWDD | |||
59 | $LP | (M $LP | )RC $LP | $PT $LP | KTB $LP | |||
60 | XCRMWT | (M XCRMWT | )RC XCRMWT | $PT XCRMWT | KTB XCRMWT | |||
61 | YRX | (M YRX | )RC YRX | $PT YRX | KTB YRX | |||
62 | HDWRM | (M HDWRM | )RC HDWRM | $PT HDWRM | KTB HDWRM | |||
63 | )WZL | (M )WZL | )RC )WZL | $PT )WZL | KTB )WZL | |||
64 | DQLH | (M DQLH | )RC DQLH | $PT DQLH | KTB DQLH | |||
65 | (WBL | (M (WBL | )RC (WBL | $PT (WBL | KTB (WBL | |||
66 | )BYM)L | (M )BYM)L | )RC )BYM)L | $PT )BYM)L | KTB )BYM)L | |||
67 | )WPR | (M )WPR | )RC )WPR | $PT )WPR | KTB )WPR | |||
68 | YWBB | (M YWBB | )RC YWBB | $PT YWBB | KTB YWBB |