HEBREW GEMATRIA File #5: Values from 1000

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Hebrew Gematria: Values from 1000

by Bill Heidrick

Copyright © by Bill Heidrick


1000 > 1- 1000 -1000 = 23x53
(for entries using finals, see: 440 --- Mem-finalShin LamedAyin)

1001 > 2- 1001 -1001 = 7x11x13
(for entries using finals, see: 281 --- Peh-finalSamekhPehSamekhAleph, Peh-finalReshAleph; 351 --- Nun-finalShinAleph; 441 --- Mem-finalTawAleph)

1002 > 3- 1002 -1002 = 2x3x167
(for entries using finals, see: 352 --- Nun-finalQofReshBet, Nun-finalShinBet, Nun-finalNunAyin YodNunNunAyinBet; 517 --- Kaf-finalTawNunYodBetMem)

1003 > 4- 1003 -1003 = 17x59
(for entries using finals, see: 283 --- Peh-finalReshGimel; 353 --- Nun-finalBetShinAleph, Nun-finalShinGimel)

1004 > 5- 1004 -1004 = 22x251
(for entries using finals, see: 354 --- Nun-finalShinDalet, Nun-finalVauReshTzaddiChet)

1005 > 6- 1005 -1005 = 3x5x67
(for entries using finals, see: 525 --- HayLamedLamedSamekh Kaf-finalPehShin)

1006 > 7- 1006 -1006 = 2x503
(for entries using finals, see: 196 --- Tzaddi-finalVauQof; 286 --- Peh-finalSamekhPehSamekhAlephHay; 356 --- ReshQofDalet-Nun-finalBet)

1007 > 8- 1007 -1007 = 19x53
(for entries using finals, see: 287 --- Peh-finalReshZain; 357 --- Nun-finalVauShinAleph; 447 --- Mem-finalTawZain; 527 --- HayShinVauChetNun Kaf-finalChetTzaddiMem)

1008 > 9- 1008 -1008 = 24x32x7
(for entries using finals, see: 288 --- Peh-finalReshChet; 358 --- Nun-finalShinChet; 448 --- Mem-finalTawChet)

1009 > 10 > 1- 1009 -169th prime
(for entries using finals, see: 289 --- Peh-finalReshTet)

1010 > 2- 1010 -1010 = 2x5x101
(for entries using finals, see: 200 --- Tzaddi-finalQofYod, Tzaddi-finalAyinMem; 290 --- Peh-finalVauReshGimelAleph; 360 --- Nun-finalVauQofReshDalet, Nun-finalShinYod, Nun-finalVauReshDaletSamekhMem;
450 --- Mem-finalTawYod, MemAyinShinMem, YodMemTzaddiAyinMem Mem-finalTzaddiAyin)
TawReshTawYod --- what is redundant or overlapping.
TawAyinShinReshMem --- wickedness; wicked woman.

1011 > 3- 1011 -1011 = 3x337
(for entries using finals, see: 201 --- Tzaddi-finalVauQofHay; 451 --- Mem-finalTawYodAleph; Mem-finalYodNunAlephNunShin)

1012 > 4- 1012 -1012 = 22x11x23

1013 > 5- 1013 -170th prime
(for entries using finals, see: 363 --- Nun-finalShinYodGimel, LamedGimelResh Nun-finalYodAyin; 453 -- Mem-finalYodTawGimel)
TawShinBet-ShinYodAleph --- pr.n. "Man of Shame".

1014 > 6- 1014 -1014 = 2x3x132
(for entries using finals, see: 294 --- Peh-finalVauReshChet; 364 --- Nun-finalShinYodDalet; 454 --- Mem-finalTawVauChet; 534 --- Kaf-finalLamedMem ShinDaletQofMem)
TawVauShinAyin LamedVauReshBet --- prepared iron, steel.

1015 > 7- 1015 -1015 = 5x7x29
TawVauTzaddiMem TawVauGimelAyin --- unleavened cakes.

1016 > 8- 1016 -1016 = 23x127
(for entries using finals, see: 366 --- Nun-finalVauBetShinChet, Nun-finalChetShinChet, Nun-finalVauQofReshYod; 456 --- Mem-finalTawVauYod, Mem-finalVauTawYod)
TawReshTawVauYod --- what is redundant or overlapping.
TawBetShinBet BetShinYod --- pr.n. "Dwelling at Rest".

1017 > 9- 1017 -1017 = 32x113
(for entries using finals, see: 367 --- Nun-finalVauShinYodAleph)

1018 > 10 > 1- 1018 -1018 = 2x509
(for entries using finals, see: 298 --- Peh-finalYodReshChet)

1019 > 11 > 2- 1019 -171st prime

1020 > 3- 1020 -1020 = 22x3x5x17
(for entries using finals, see: 210 --- Tzaddi-finalTzaddiLamed, Tzaddi-finalPehMem, Tzaddi-finalAyinNun, Tzaddi-finalLamedTzaddi; 370 --- Nun-finalVauShinYodDalet, Nun-finalReshAyinNun;
460 --- Mem-finalTawKaf, Mem-finalYodLamedShinMemMem)
TawReshTawKaf --- capital, crown (of a column).

1021 > 4- 1021> -172nd prime
(for entries using finals, see: 371 --- Nun-finalVauTzaddiResh YodHayYod)

1022 > 5- 1022 -1022 = 2x7x73
(for entries using finals, see: 372 --- Nun-finalShinBetKaf)
TawVauSamekhSamekhVauNunTawMem --- conspicuous (plural, said of gems).

1023 > 6- 1023 -1023 = 3x11x31

1024 > 7- 1024 -1024 = 210
(for entries using finals, see: 304 --- Peh-finalYodZainReshZain)

1025 > 8- 1025 -1025 = 52x41
TawYodReshBetChetTawHay --- a befriending, affection.

1026 > 9- 1026 -1026 = 2x33x19
(for entries using finals, see: 376 --- Nun-finalShinVauKaf)
TawReshTawVauKaf --- capital, crown of a column.
TawVauTawReshKaf --- hewed beams, planks.
TawVauMem-YodReshAyinShin --- gates of death.

1027 > 10 > 1- 1027 -1027 = 13x79
DaletSamekhChet YodDaletMemAyin AlephNun-TawYodShinAyin --- thou doest, I pray, a kindness; please do a favor.

1028 > 11 > 2- 1028 -1028 = 22x257

1029 > 12 > 3- 1029 -1029 = 3x73
(for entries using finals, see: 219 --- Tzaddi-finalAyinMemYodChetAleph)

1030 > 4- 1030 -1030 = 2x5x103
(for entries using finals, see: 220 --- Tzaddi-finalYodPehMem, Tzaddi-finalTzaddiMem, Tzaddi-finalPehNun; 380 --- Nun-finalShinLamed)
TawTawYodReshKaf --- (1036); a cutting off; separation, divorce.

1031 > 5- 1031 -173rd prime

1032 > 6- 1032 -1032 = 23x3x43
(for entries using finals, see: 382 --- Nun-finalShinLamedBet)

1033 > 7- 1033 -174th prime

1034 > 8- 1034 -1034 = 2x11x47
(for entries using finals, see: 474 --- Mem-finalYodSamekhVauSamekh ReshTzaddiChet)

1035 > 9- 1035 -1035 = 32x5x23

1036 > 10 > 1- 1036 -1036 = 22x7x37
(for entries using finals, see: 386 --- Nun-finalVauShinLamed; 476 --- SamekhMemLamed Mem-finalVauShin)
TawVauTawYodReshKaf --- (1030); a cutting off; separation, divorce.

1037 > 11 > 2- 1037 -1037 = 17x61

1038 > 12 > 3- 1038 -1038 = 2x3x173

1039 > 13 > 4- 1039 -175th prime
(for entries using finals, see: 389 --- Nun-finalYodNunDaletAleph ReshBetAyinBet; 559 --- DaletGimelBetLamed Kaf-finalTawLamedNunKaf)

1040 > 5- 1040 -1040 = 24x5x13
(for entries using finals, see: 230 --- Tzaddi-finalQofMem, Tzaddi-finalTzaddiNun; 480 --- Mem-finalYodNunMemShinMem, Mem-finalTawMem)

1041 > 6- 1041 -1041 = 3x347
(for entries using finals, see: 391 --- Nun-finalMemShinAleph)

1042 > 7- 1042 -1042 = 2x521
(for entries using finals, see: 482 --- Mem-finalYodMemShin YodLamedBetNun)

1043 > 8- 1043 -1043 = 7x149

1044 > 9- 1044 -1044 = 22x32x29
(for entries using finals, see: 324 --- Peh-finalDaletReshMem)
TawDaletReshTawMem --- pr. n. "Given by Mithra" or "Given by the Sun".

1045 > 10 > 1- 1045 -1045 = 5x11x19

1046 > 11 > 2- 1046 -1046 = 2x523
(for entries using finals, see: 326 --- Peh-finalReshHayYodLamedAleph; 486 --- Mem-finalYodTawLamedBetDalet)
ZainAyin YodReshReshHayLamed HayTawDaletMemAyinHay --- thou didst set firmness to my mountain (didst confirm it).

1047 > 12 > 3- 1047 -1047 = 3x349
(for entries using finals, see: 397 --- Nun-finalVauAlephShinMem)

1048 > 13 > 4- 1048 -1048 = 23x131
(for entries using finals, see: 398 --- Nun-finalMemShinChet; 488 --- Mem-finalYodLamedVauTawBet)
TawReshTawChetMem --- a breaking in (by a thief), burglary.

1049 > 14 > 5- 1049 -176th prime

1050 > 6- 1050 -1050 = 2x3x52x7
(for entries using finals, see: 490 --- Mem-finalYodTawMem)

1051 > 7- 1051 -177th prime

1052 > 8- 1052 -1052 = 22x263
(for entries using finals, see: 402 --- Nun-finalShinBetNun)
ShinMemShin TawYodBet --- (51 and 57); pr.n. "House of the Sun", "Heliopolis" (also NunVauAleph, NunAleph).

1053 > 9- 1053 -1053 = 34x13

1054 > 10 > 1- 1054 -1054 = 2x17x31
(for entries using finals, see: 334 --- Peh-finalMemVauReshChet; 404 -- Nun-finalVauMemShinChet)

1055 > 11 > 2- 1055 -1055 = 5x211
(for entries using finals, see: 245 --- Tzaddi-finalYodQofHayMem; 575 --- Kaf-finalShinAleph ChetVauReshMem)
NunVauHayNunMem YodHayVauLamedGimelResh
NunVauHayNunMemVau LamedZainReshPeh-YodDalet
PehSamekhChet YodDalet 		--- (3075 w/f); his feet, a part of them was iron and a part of them was clay

1056 > 12 > 3- 1056 -1056 = 25x3x11
(for entries using finals, see: 247 --- Tzaddi-finalVauTzaddiYodNun;402 --- Nun-finalYodPehNunAleph DaletYodReshAleph; 406 --- Nun-finalVauLamedShinKaf, Nun-finalVauReshPehAyin)

1057 > 13 > 4- 1057 -1057 = 7x151

1058 > 14 > 5- 1058 -1058 = 2x232

1059 > 15 > 6- 1059 -1059 = 3x353

1060 > 7- 1060 -1060 = 22x5x53
(for entries using finals, see: 340 --- Peh-finalReshSamekh; 410 --- Nun-finalKafShinMem; 500 --- Mem-finalTawKafMem, Mem-finalTawSamekh)
1061 > 8- 1061 -178th prime
TawVauLamedAyinMemHay ReshYodShin --- song of the pilgrimages, pilgrim-song.

1062 > 9- 1062 -1062 = 2x32x59

1063 > 10 > 1- 1063 -179th prime

1064 > 11 > 2- 1064 -1064 = 23x7x19
(for entries using finals, see: 414 --- Nun-finalVauShinChetNun)

1065 > 12 > 3- 1065 -1065 = 3x5x71

1066 > 13 > 4- 1066 -1066 = 2x13x41
(for entries using finals, see: 416 --- Nun-finalVauMemYodShinYod; 506 --- Mem-finalVauZainAleph-TawAleph VauTetHay AlephLamed)

1067 > 14 > 5- 1067 -1067 = 11x97
(for entries using finals, see: 417 --- Nun-finalBetZainShinVauBetNun)

1068 > 15 > 6- 1068 -1068 = 22x3x89
BetReshQofLamed AyinBetPeh TawDaletQofPeh --- "combat standing order".
TawVauDaletReshPeh VauShinBetAyin --- the grains rot.

1069 > 16 > 7- 1069 -180th prime
(for entries using finals, see: 509 --- Mem-finalYodMem-VauLamedZainYod VauNunYodPehAyinPehAyin)
TawYodChetShinMem ShinYodAleph --- a destroyer.

1070 > 8- 1070 -1070 = 2x5x107
(for entries using finals, see: 350 --- Peh-finalReshAyin; 420 --- Nun-finalShinAyin)
TawReshTawAyin --- abundance or riches.

1071 > 9- 1071 -1071 = 32x7x17
(for entries using finals, see: 421 --- Nun-finalAyinShinAleph)

1072 > 10 > 1- 1072 -1072 = 24x67
(for entries using finals, see: 592 --- TawVauBetDaletNun Kaf-finalMemAyin)
ReshVauBetTaw TawVauNunZainAleph --- pr.n. "Summits (or "Ears") of Tabor", name of a village.

1073 > 11 > 2- 1073 -1073 = 29x37
(for entries using finals, see: 513 --- Mem-finalTawAyinGimel)

1074 > 12 > 3- 1074 -1074 = 2x3x179
ReshTzaddiAlephReshShin LamedGimelReshNun --- pr. n. "Nergal, Chief of the Treasury" of a chief of the Magians.

1075 > 13 > 4- 1075 -1075 = 52x43

1076 > 14 > 5- 1076 -1076 = 22x269
(for entries using finals, see: 426 --- Nun-finalVauReshQofAyin)

1077 > 15 > 6- 1077 -1077 = 3x359

1078 > 16 > 7- 1078 -1078 = 2x72x11

1079 > 17 > 8- 1079 -1079 = 13x83

1080 > 9- 1080 -1080 = 23x33x5
(for entries using finals, see: 270 --- Tzaddi-finalPehMem YodLamedKaf; 430 --- Nun-finalMemShinMem)

1081 > 10 > 1- 1081 -1081 = 23x47
(for entries using finals, see: 431 --- ReshBetGimel Nun-finalVauYodTzaddiAyin; 521 --- Mem-finalTawPehAleph)
TawReshAlephPehTaw --- pr.n. "Tipheret", "Mildness" or "Beauty" --- the name of the sixth Sephira. Tipheret corresponds1 to the Chest of Adam Qadmon (161).
Note:
1G-K p. 93

1082 > 11 > 2- 1082 -1082 = 2x541

1083 > 12 > 3- 1083 -1083 = 3x192
(for entries using finals, see: 523 --- Mem-finalYodMemDalet TetPehShinMem, Mem-finalYodBetNunAyin LamedKafShinAleph)
MemYodHayTaw TawVauNunYodAyin ZainVauZainAyinBet --- (1643 w/f); when the fountains of the deep became mighty.

1084 > 13 > 4- 1084 -1084 = 22x271
(for entries using finals, see: 434 --- ReshVauTzaddiChet Nun-finalYodAyin)

1085 > 14 > 5- 1085 -1085 = 5x7x31
(for entries using finals, see: 525 --- HayYodTzaddi Mem-finalYodQofReshAyin)
TawReshAyin HayShinAyinMem --- wreathed work.

1086 > 15 > 6- 1086 -1086 = 2x3x181
(for entries using finals, see: 526 --- Mem-finalYodQofVauShinAyin)

1087 > 16 > 7- 1087 -181st prime

1088 > 17 > 8- 1088 -1088 = 26x17
(for entries using finals, see: 528 --- Mem-finalYodTawVauAyinBet; 608 --- Kaf-finalYodTawVauBetQofAyin)

1089 > 18 > 9- 1089 -1089 = 32x112

1090 > 10 > 1- 1090 -1090 = 2x5x109
(for entries using finals, see: 440 --- Nun-finalPehShinYod; 530 --- YodReshBetAyinHay Mem-finalReshBetAleph, Mem-finalYodReshReshMemMem)

1091 > 11 > 2- 1091 -182nd prime
(for entries using finals, see: 441 --- ReshPehSamekhMem Nun-finalYodAleph)

1092 > 12 > 3- 1092 -1092 = 22x3x7x13

1093 > 13 > 4- 1093 -183rd prime

1094 > 14 > 5- 1094 -1094 = 2x547
(for entries using finals, see: 534 --- Mem-finalYodTawYodDaletAyin)

1095 > 15 > 6- 1095 -1095 = 3x5x73
(for entries using finals, see: 615 --- LamedAyin LamedAyinNun Kaf-finalYodLamedShinHay)

1096 > 16 > 7- 1096 -1096 = 23x137
(for entries using finals, see: 536 --- Mem-finalYodTawVauMemMem)

1097 > 17 > 8- 1097 -184th prime
(for entries using finals, see: 537 --- Mem-finalYodNunPeh AlephVauShinNun)

1098 > 18 > 9- 1098 -1098 = 2x32x61

1099 > 19 > 10 > 1- 1099 -1099 = 7x157
(for entries using finals, see: 289 --- LamedAyinNunHay Tzaddi-finalVauLamedChet)

1100 > 2- 1100 -1100 = 22x52x11
(for entries using finals, see: 540 --- Mem-finalYodNunTawMem)

1101 > 3- 1101 -1101 = 3x367
(for entries using finals, see: 291 --- Tzaddi-finalReshAleph; 381 --- Peh-finalShinAleph; 451 --- Nun-finalTawAleph;
541 --- AyinShinPeh Mem-finalAlephNun, Mem-finalYodAlephPehResh QofMemAyin)

1102 > 4- 1102 -1102 = 2x19x29

1103 > 5- 1103 -185th prime
(for entries using finals, see: 383 --- Peh-finalShinGimel; 543 --- Mem-finalShinReshGimel)

1104 > 6- 1104 -1104 = 24x3x23
(for entries using finals, see: 454 --- Nun-finalTawDalet; 544 --- Mem-finalYodGimelReshAleph YodReshAyinYod)

1105 > 7- 1105 -1105 = 5x13x17

1106 > 8- 1106 -1106 = 2x7x79
(for entries using finals, see: 546 --- LamedAyin SamekhMem Mem-finalVauShin)

1107 > 9- 1107 -1107 = 33x4
(for entries using finals, see: 457 --- Nun-finalVauTawAleph)

1108 > 10 > 1- 1108 -1108 = 22x277
(for entries using finals, see: 298 --- Tzaddi-finalReshChet; 388 --- Peh-finalShinChet; 458 --- Nun-finalTawChet)

1109 > 11 > 2- 1109 -186th prime

1110 > 3- 1110 -1110 = 2x3x5x37
(for entries using finals, see: 390 --- Peh-finalShinYod; 460 --- Nun-finalShinQofYod, Nun-finalTawYod, Nun-finalAyinShinMem)
MemYodNunMem TawReshShinAyin --- (1670 w/f); ten times.

1111 > 4- 1111 -1111 = 11x101
(for entries using finals, see: 461 --- Nun-finalTawYodAleph, Nun-finalVauTawBetGimel; 631 --- LamedAlephReshShinYod Kaf-finalLamedMem)

1112 > 5- 1112 -1112 = 23x139
(for entries using finals, see: 462 --- Nun-finalTawYodBet)

1113 > 6- 1113 -1113 = 3x7x53

1114 > 7- 1114 -1114 = 2x557
(for entries using finals, see: 304 --- Tzaddi-finalVauReshChet; 464 --- Nun-finalYodTawDalet)

1115 > 8- 1115 -1115 = 5x223

1116 > 9- 1116 -1116 = 22x32x31
NunShinYodTaw HayMemLamed HayReshVauAyin --- (1766 w/f); awake! why sleepest thou?
BetAlephVauYod TawYodBet TawVauReshTetAyin --- pr. n. "Crowns of the house of Joab.

1117 > 10 > 1- 1117 -187th prime
(for entries using finals, see: 467 --- Nun-finalVauTawYodAleph, Nun-finalTawYodZain; 637 --- Kaf-finalShinMem AyinReshZain)
TawReshPehKafHay TawYodBet --- the Holy of Holies, "House of the Mercy-seat", "Place of the Cover of the Ark".

1118 > 11 > 2- 1118 -1118 = 2x13x43
(for entries using finals, see: 308 --- Tzaddi-finalYodReshChet; 398 --- Peh-finalYodShinChet; 558 --- Mem-finalYodReshDaletNun ReshDaletNun)

1119 > 12 > 3- 1119 -1119 = 3x373

1120 > 4- 1120 -1120 = 25x5x7
(for entries using finals, see: 310 --- Tzaddi-finalYodTzaddiAyinNun; 400 --- Peh-finalShinKaf; 470 --- Nun-finalTawKaf, HayNunShinMem Nun-finalHayKaf;
560 --- Mem-finalYodHayLamedAleph TawAyinDalet, Mem-finalYodShinQofAyinMem, Mem-finalYodNunYodTawNun)

1121 > 5- 1121 -1121 = 19x59
(for entries using finals, see: 401 --- Peh-finalShinKafAleph)

1122 > 6- 1122 -1122 = 2x3x11x17

1123 > 7- 1123 -188th prime
(for entries using finals, see: 473 --- TawChetVauZain-Nun-finalBet)
TawKafReshAyinMemHay NunChetLamedShin --- (1773 w/f); the table of the shew-bread.

1124 > 8- 1124 -1124 = 22x281
ReshVauBetTaw-TawVauLamedSamekhKaf --- pr.n. "Flanks of Tabor".

1125 > 9- 1125 -1125 = 32x53
(for entries using finals, see: 565 --- Mem-finalYodMemHayLamedTawMem)

1126 > 10 > 1- 1126 -1126 = 2x563
(for entries using finals, see: 476 --- Nun-finalVauTawVauDaletYod)

1127 > 11 > 2- 1127 -1127 = 72x23
(for entries using finals, see: 567 --- Mem-finalYodBetReshQofAyin HayLamedAyinMem)

1128 > 12 > 3- 1128 -1128 = 23x3x47

1129 > 13 > 4- 1129 -189th prime
(for entries using finals, see: 569 --- Mem-finalYodDaletShinHay QofMemAyin)

1130 > 5- 1130 -1130 = 2x5x113
(for entries using finals, see: 410 --- Peh-finalReshTzaddiMem; 480 --- Nun-finalVauTawYodDaletYod)
MemYodTawPehShin LamedReshAyin --- (1690 w/f); uncircumcised of lips (thick of speech).

1131 > 6- 1131 -1131 = 3x13x29

1132 > 7- 1132 -1132 = 22x283

1133 > 8- 1133 -1133 = 11x103

1134 > 9- 1134 -1134 = 2x34x7
(for entries using finals, see: 484 --- Nun-finalVauNunYodAyin ReshTzaddiChet)

1135 > 10 > 1- 1135 -1135 = 5x227

1136 > 11 > 2- 1136 -1136 = 24x71

1137 > 12 > 3- 1137 -1137 = 3x379

1138 > 13 > 4- 1138 -1138 = 2x569
(for entries using finals, see: 488 --- Nun-finalLamedTawChet)

1139 > 14 > 5- 1139 -1139 = 17x67

1140 > 6- 1140 -1140 = 22x3x5x19
(for entries using finals, see: 330 --- Tzaddi-finalReshMem; 490 --- Nun-finalTawMem)

1141 > 7- 1141 -1141 = 7x163
(for entries using finals, see: 491 --- Nun-finalBetAleph TawChetLamed; 661 --- Kaf-finalYodPeh-LamedAyin AyinMemShinYod AlephLamed)
YodShinPehNun ReshAyinTaw-LamedAleph --- pour not out my life.

1142 > 8- 1142 -1142 = 2x571
(for entries using finals, see: 332 --- Tzaddi-finalBetReshMem; 492 --- Nun-finalBetTawMem)

1143 > 9- 1143 -1143 = 32x127

1144 > 10 > 1- 1144 -1144 = 23x11x13

1145 > 11 > 2- 1145 -1145 = 5x229
(for entries using finals, see: 585 --- TawVauAlephBetTzaddi Mem-finalYodHayLamedAleph)

1146 > 12 > 3- 1146 -1146 = 2x3x191
(for entries using finals, see: 336 --- Tzaddi-finalVauReshMem; 496 --- Nun-finalTawYodVauLamed; 586 --- Mem-finalLamedShinVauReshYod)

1147 > 13 > 4- 1147 -1147 = 31x37

1148 > 14 > 5- 1148 -1148 = 22x7x41
(for entries using finals, see: 428 --- Peh-finalShinChetMem)

1149 > 15 > 6- 1149 -1149 = 3x383
(for entries using finals, see: 499 --- TetShinQof-Nun-finalMem)

1150 > 7- 1150 -1150 = 2x52x23
(for entries using finals, see: 340 --- Tzaddi-finalYodTzaddiHay HayLamedAyinMem; 430 --- Peh-finalShinNun; 500 --- Nun-finalTawNun)

1151 > 8- 1151 -190th prime
(for entries using finals, see: 501 --- Nun-finalAyinNunKaf ShinYodAleph, Nun-finalNunTawAleph)

1152 > 9- 1152 -1152 = 27x32

1153 > 10 > 1- 1153 -191st prime
(for entries using finals, see: 503 --- TawLamedChetZainHay Nun-finalBetAleph)

1154 > 11 > 2- 1154 -1154 = 2x577

1155 > 12 > 3- 1155 -1155 = 3x5x7x11
(for entries using finals, see: 595 --- Mem-finalYodBetReshKafHay BetShinVauYod)

1156 > 13 > 4- 1156 -1156 = 22x172
(for entries using finals, see: 596 --- Mem-finalYodLamedShinVauReshYod)

1157 > 14 > 5- 1157 -1157 = 13x89
(for entries using finals, see: 507 --- Nun-finalVauTawNunAleph)
HayTawShinMem TawYodBet --- banqueting-hall.

1158 > 15 > 6- 1158 -1158 = 2x3x193

1159 > 16 > 7- 1159 -1159 = 19x61
(for entries using finals, see: 509 --- Nun-finalVauTawNunGimel)

1160 > 8- 1160 -1160 = 23x5x29
(for entries using finals, see: 510 --- Nun-finalNunTawYod, Nun-finalYodTawNun, Nun-finalTawYod YodMem; 600 --- AyinQofShinMem Mem-finalYodMem)

1161 > 9- 1161 -1161 = 33x43
(for entries using finals, see: 601 --- HayYodReshAyinVau Mem-finalReshAyin)

1162 > 10 > 1- 1162 -1162 = 2x7x83
YodTawShinMem TawYodBet --- banqueting-hall.

1163 > 11 > 2- 1163 -192nd prime

1164 > 12 > 3- 1164 -1164 = 22x3x97

1165 > 13 > 4- 1165 -1165 = 5x233
ReshVauReshDaletHay TawNunShin --- jubilee, "the year of freedom".

1166 > 14 > 5- 1166 -1166 = 2x11x53
(for entries using finals, see: 446 --- Peh-finalVauShinNunYod; 516 --- Nun-finalTawNunVauYod)

1167 > 15 > 6- 1167 -1167 = 3x389

1168 > 16 > 7- 1168 -1168 = 24x73

1169 > 17 > 8- 1169 -1169 = 7x167
HayShinVauChetNun TawShinQof --- a copper or bronze bow.

1170 > 9- 1170 -1170 = 2x32x5x13
(for entries using finals, see: 360 --- Tzaddi-finalReshAyin; 520 --- Nun-finalTawAyin)

1171 > 10 > 1- 1171 -193rd prime
(for entries using finals, see: 521 --- Nun-finalTawNunVauHayYod; 691 --- HayBetYodTawNun Kaf-finalReshDalet)

1172 > 11 > 2- 1172 -1172 = 22x293
(for entries using finals, see: 612 --- Mem-finalBetBetLamedBet TawVauLamedSamekhMem)

1173 > 12 > 3- 1173 -1173 = 3x17x23

1174 > 13 > 4- 1174 -1174 = 2x587
HayReshYodAyinTzaddiMem TawChetAleph NunReshQof --- (1824 w/f); one horn of small size.
TawReshTetNun YodBetLamedBet AlephTawLamedMem --- I kept the word in my heart.

1175 > 14 > 5- 1175 -1175 = 52x47

1176 > 15 > 6- 1176 -1176 = 23x3x72
(for entries using finals, see: 366 --- Tzaddi-finalVauReshAyin; 526 --- TawVauLamed Nun-finalMem;
616 --- Mem-finalSamekhVauKaf TawNunMem, Mem-finalYodLamedVauTawPehNun)
TawVauTawShinAyin --- thought or opinion.

1177 > 16 > 7- 1177 -1177 = 11x107
(for entries using finals, see: 617 --- Mem-finalYodTawYodZainHay HayLamedAyinMem)

1178 > 17 > 8- 1178 -1178 = 2x19x31
TawShinLamedShinMem HayLamedGimelAyin --- a three years old heifer.

1179 > 18 > 9- 1179 -1179 = 32x131

1180 > 10 > 1- 1180 -1180 = 22x5x59
(for entries using finals, see: 370 --- Tzaddi-finalYodReshAyin; 620 --- TetPehShinMemHay Mem-finalVauQofMem, Mem-finalYodReshShinAyin)

1181 > 11 > 2- 1181 -194th prime
(for entries using finals, see: 531 --- Nun-finalTawNunLamedAleph)

1182 > 12 > 3- 1182 -1182 = 2x3x197
(for entries using finals, see: 622 --- Mem-finalReshZainAyin HayShin)

1183 > 13 > 4- 1183 -1183 = 7x132

1184 > 14 > 5- 1184 -1184 = 25x37
(for entries using finals, see: 374 --- HayChetLamedMem Tzaddi-finalReshAleph)

1185 > 15 > 6- 1185 -1185 = 3x5x79

1186 > 16 > 7- 1186 -1186 = 2x593
(for entries using finals, see: 536 --- VauMemShin Nun-finalAyinMemLamed)

1187 > 17 > 8- 1187 -195th prime
(for entries using finals, see: 627 --- Mem-finalYodVauLamedHay TawVauTzaddiMem)

1188 > 18 > 9- 1188 -1188 = 22x33x11

1189 > 19 > 10 > 1- 1189 -1189 = 29x41

1190 > 11 > 2- 1190 -1190 = 2x5x7x17
(for entries using finals, see: 630 --- Mem-finalYodQofTawMemMem, Mem-finalQofNunTawMem, Mem-finalYodPehReshShin)

1191 > 12 > 3- 1191 -1191 = 3x397

1192 > 13 > 4- 1192 -1192 = 23x149

1193 > 14 > 5- 1193 -196th prime
(for entries using finals, see: 543 --- Nun-finalDaletReshYodHay ReshBetAyinBet; 633 --- YodTawAlephTzaddiMem AlephNun-Mem-finalAleph)

1194 > 15 > 6- 1194 -1194 = 2x3x199
(for entries using finals, see: 634 --- Mem-finalDalet TawMemQofNun)

1195 > 16 > 7- 1195 -1195 = 5x239
(for entries using finals, see: 635 --- Mem-finalYodBetGimelAyin ReshYodShin)

1196 > 17 > 8- 1196 -1196 = 22x13x23
VauShinPehNun TawYodMemLamed HayReshAyinHay --- he poured out to death his life.

1197 > 18 > 9- 1197 -1197 = 32x7x19
(for entries using finals, see: 637 --- Mem-finalLamedYodAyin TetVauMemTaw-LamedBet)

1198 > 19 > 10 > 1- 1198 -1198 = 2x599

1199 > 20 > 2- 1199 -1199 = 11x109
(for entries using finals, see: 719 --- TetPehShinMem Kaf-finalReshAyin)

1200 > 3- 1200 -1200 = 24x3x52

1204 > 7- 1204 -1204 = 22x7x43
MemTawYodVauChetTawShinMem --- (1764 w/f); ye bow yourselves down.

1206 > 9- 1206 -1206 = 2x32x67
(for entries using finals, see: 396 --- Tzaddi-finalReshAlephHay-LamedAyin)

1208 > 11 > 2- 1208 -1208 = 23x151
(for entries using finals, see: 488 --- Peh-finalTawChet)

1209 > 12 > 3- 1209 -1209 = 3x13x31
(for entries using finals, see: 559 --- Nun-finalVauShinReshGimel, TetPehShinMem Nun-finalYodAyin)

1211 > 5- 1211 -1211 = 7x173
(for entries using finals, see: 651 --- Mem-finalYodReshTawAleph)

1214 > 8- 1214 -1214 = 2x607
(for entries using finals, see: 564 --- HayReshAlephShin Nun-finalZainAleph; 654 --- Mem-finalYodBetResh-TawBet)

1216 > 10 > 1- 1216 -1216 = 26x19
(for entries using finals, see: 566 --- Nun-finalVauReshShinYod)

1217 > 11 > 2- 1217 -199th prime
(for entries using finals, see: 177 --- Mem-finalYodHayLamedAleph Kaf-finalAlephLamedMem)

1220 > 5- 1220 -1220 = 22x5x61
(for entries using finals, see: 410 --- Tzaddi-finalYodReshAyinMem, Tzaddi-finalReshPehMem; 500 --- Peh-finalTawKaf; 570 --- Nun-finalTawPehMem;
660 --- Mem-finalYodSamekhMem YodReshShin)
TawNunTawShinAyin --- thoughts or plans.

1221 > 6- 1221 -1221 = 3x11x37
(for entries using finals, see: 501 --- AlephShinMem Peh-finalSamekhKaf)

1223 > 8- 1223 -200th prime
(for entries using finals, see: 663 --- Mem-finalYodTawVauReshDaletGimel)

1225 > 10 > 1- 1225 -1225 = 52x72
NunYodQofYodTawAyinDalet AlephQofYodTawAyin --- (1875 w/f); pr.n. "Aged of the Aged" --- a term used in Qabalah for Ain Soph Peh-finalVauSamekh Nun-finalYodAleph (207/1577); especially in the sense of the act of forming Keter, ReshTawKaf (620), the first Sephira, by emanation from the Ain Soph Aur, infinite light. (see also 996).
ReshShinAyinMemHay ReshShinAyinMem --- a tithe of the tithe.

1226 > 11 > 2- 1226 -1226 = 2x613
(for entries using finals, see: 576 --- Nun-finalVauReshShinKaf)

1231 > 7- 1231 -202nd prime
(for entries using finals, see: 581 --- Nun-finalQofTawLamedAleph)
MemYodReshBetDaletHay TawReshShinAyin --- (1791 w/f); the ten commandments.

1232 > 8- 1232 -1232 = 24x7x11
(for entries using finals, see: 672 --- Mem-finalYodTaw-YodReshDaletChet)
TawYodReshBet TawReshKaf --- to make a covenant.

1236 > 12 > 3- 1236 -1236 = 22x3x103
(for entries using finals, see: 586 --- Nun-finalVauReshShinLamed)

1237 > 13 > 4- 1237 -203rd prime
(for entries using finals, see: 427 --- Tzaddi-finalReshAleph YodVauNunAyin)

1239 > 15 > 6- 1239 -1239 = 2x619
(for entries using finals, see: 679 --- Mem-finalYodReshDaletNun HayShinAyin)

1244 > 11 > 2- 1244 -1244 = 22x311
(for entries using finals, see: 434 --- Tzaddi-finalReshAlephBet HayKafVauAyinMem)

1246 > 13 > 4- 1246 -1246 = 2x7x89

1247 > 14 > 5- 1247 -1247 = 29x43
(for entries using finals, see: 201 --- Kaf-finalAyinTetNun Mem-finalVauYodBet)

1248 > 15 > 6- 1248 -1248 = 25x3x13
(for entries using finals, see: 598 --- AyinSamekhMem HayMemLamedShin Nun-finalBetAleph; 688 --- Mem-finalTawReshChetMem)

1249 > 16 > 7- 1249 -204th prime
(for entries using finals, see: 439 --- Tzaddi-finalVauReshChetMem HayMemKafChet HayBetVauTet)

1252 > 10 > 1- 1252 -1252 = 22x313
(for entries using finals, see: 692 --- Mem-finalTawYodBetReshMem)

1253 > 11 > 2- 1253 -1253 = 7x179
(for entries using finals, see: 693 --- Mem-finalYodNunPehReshDaletShinChetAleph)

1256 > 14 > 5- 1256 -1256 = 23x157
(for entries using finals, see: 606 --- VauYodReshShin-Nun-finalMem)

1257 > 15 > 6- 1257 -1257 = 3x419
(for entries using finals, see: 697 --- Mem-finalYodHayLamedAleph TawAlephReshYod)

1259 > 17 > 8- 1259 -205th prime
(for entries using finals, see: 779 --- Kaf-finalPehAleph TawVauReshBetAyin)

1260 > 9- 1260 -1260 = 22x32x5x7
MemYodShinYodShinReshTaw --- (1820 w/f); pr.n. "Tarshishim" --- angelic order associated2 with the 7th Sephira Netzach, (148). (Dan. X, 6)
Note:
2. G-K p. 91

1268 > 17 > 8- 1268 -1268 = 22x317
(for entries using finals, see: 618 --- HayNunGimelAyinTaw Nun-finalHayLamedHay)

1269 > 18 > 9- 1269 -1269 = 33x47
(for entries using finals, see: 619 --- Nun-finalVauHayTawPehLamedChetMem)

1270 > 10 > 1- 1270 -1270 =2x5x127
(for entries using finals, see: 230 --- Mem-finalYodKafLamedMem Kaf-finalLamedMem)

1271 > 12 > 3- 1271 -1271 = 31*41
(for entries using finals, see: 461 --- Tzaddi-finalReshAlephLamed LamedYodLamedAyin)

1275 > 15 > 6- 1275 -1275 = 3x52x17
(for entries using finals, see: 555 --- Peh-finalSamekhKaf-HayNunShinMem, HayNunShinMem Peh-finalSamekhKaf; 715 --- HayPehShin YodQofMemAyin Mem-finalAyin)

1276 > 16 > 7- 1276 -1276 = 22x11x29
(for entries using finals, see: 626 --- Nun-finalVauReshShinAyin)

1287 > 18 > 9- 1287 -1287 = 32x11x13
(for entries using finals, see: 158 --- Mem-finalYodYodChet Mem-finalYodMem; 673 --- HayTawAleph Nun-finalVauAyinMem YodNunDaletAleph;
727 --- Mem-finalHayYodReshBetAyin YodNunShinMem)

1280 > 11 > 2- 1280 -1280 = 28x5
(for entries using finals, see: 630 --- SamekhMemLamed Nun-finalTawNun; 720 --- Mem-finalAyinReshTawYod)

1281 > 12 > 3- 1281 -1281 = 3x7x61
(for entries using finals, see: 721 --- Mem-finalYodPehDaletReshHay VauBetShin-DaletAyin)

1285 > 16 > 7- 1285 -1285 = 5x257
(for entries using finals, see: 635 --- ReshChetShin-Nun-finalBet LamedLamedYodHay, QofTawAyin Nun-finalYodHay)

1288 > 19 > 10 > 1- 1288 -1288 = 23x7x23
(for entries using finals, see: 568 --- Peh-finalSamekhVauYod TawYodBet)

1296 > 18 > 9- 1296 -1296 = 24x34
(for entries using finals, see: 646 --- Nun-finalShinAyin ReshVauKaf)

1300 > 4- 1300 -1300 = 22x52x13

1305 > 9- 1305 -1305 = 32x5x29

1306 > 10 > 1- 1306 -1306 = 2x653
(for entries using finals, see: 656 --- Nun-finalVauTawLamedQofAyin)

1308 > 12 > 3- 1308 -1308 = 22x3x109
(for entries using finals, see: 658 --- Nun-finalVauReshTawBet)

1310 > 5- 1310 -1310 = 2x5x31
(for entries using finals, see: 500 --- Tzaddi-finalYodTzaddiQof QofMemAyin; 660 --- Nun-finalReshTawYod)

1315 > 10 > 1- 1315 -1315 = 5x263
TawShinResh HayShinAyinMem --- net-work.

1316 > 11 > 2- 1316 -1316 = 22x7x47
(for entries using finals, see: 666 --- Nun-finalVauReshTawYod)

1321 > 7- 1321 -216th prime
(for entries using finals, see: 671 --- HayYodReshKafNun Nun-finalVauShinLamed)

1326 > 12 > 3- 1326 -1326 = 2x3x13x17

1336 > 13 > 4- 1336 -1336 = 23x167
(for entries using finals, see: 216 --- Mem-finalYodBetNunAyin Mem-finalDalet)

1341 > 9- 1341 -1341 = 32x149

1342 > 10 > 1- 1342 -1342 = 2x11x61
(for entries using finals, see: 862 --- TawYodChetShinMemHay Kaf-finalAlephLamedMemChet)

1345 > 13 > 4- 1345 -1345 = 5x269
(for entries using finals, see: 625 --- Peh-finalTawYodTzaddiMemHay)

1349 > 17 > 8- 1349 -1349 = 19x71
TawGimel TawShinReshVauMem --- pr.n. "Possession of Gath".

1351 > 10 > 1- 1351 -1351 = 7x193
TawVauLamedQofLamedQofAyin TawVauChetReshAleph --- winding ways.

1353 > 12 > 3- 1353 -1353 = 3x11x41
(for entries using finals, see: 703 --- Nun-finalYodNunPehReshDaletShinChetAleph)

1356 > 15 > 6- 1356 -1356 = 22x3x113
(for entries using finals, see: 796 --- Mem-finalYodReshBetDalet TawLamedYodLamedAyin)

1357 > 16 > 7- 1357 -1357 = 23x59
(for entries using finals, see: 147 --- Mem-finalNunHay-Nun-finalBet)

1361 > 41 > 5- 1361 -218th prime
(for entries using finals, see: 801 --- VauLamedGimelReshBet LamedAyinNun Mem-finalAyinShin)

1363 > 13 > 4- 1363 -1363 = 29x47
(for entries using finals, see: 243 --- Mem-finalYodNunBet-LamedAyin MemAleph)
ChetLamedTawShinMemHay ReshYodAyinShin --- he-goat that is sent away.

1365 > 15 > 6- 1365 -1365 = 3x5x7x13
(for entries using finals, see: 805 --- TawVauBetDaletNun Mem-finalShinGimel)
ReshShinAyinMemHay TawNunShin --- tithe-year --- every third year, in which the tithes were applied to home or family uses.

1368 > 18 > 9- 1368 -1368 = 23x32x19
(for entries using finals, see: 808 --- Mem-finalChetLamed TawKafReshAyinMem)

1370 > 11 > 2- 1370 -1370 2x5x137
(for entries using finals, see: 720 --- Nun-finalYodTzaddiQof TawAyin)
AlephTawSamekhShinChetTawReshAleph --- (1610); pr.n. "Mighty King".
TawReshTawShinAyin --- Astoreth (Phoenician goddess worshiped by the Israelites and the Philistines along with Baal. The name is akin to that of the planet Venus as ReshTawSamekhAleph (661), and may signify "the fair one".)

1371 > 12 > 3- 1371 -1371 = 3x457
(for entries using finals, see: 161 --- Mem-finalNunHay-Nun-finalBet AlephYodGimel)

1373 > 14 > 5- 1373 -220th prime
(for entries using finals, see: 813 --- TawKafReshAyinMemHay Mem-finalChetLamed)

1376 > 17 > 8- 1376 -1376 = 25x43
TawVauReshTawShinAyin --- Images of Astoreth (see 1370); ewes or dams.

1383 > 15 > 6- 1383 -1383 = 3x461
(for entries using finals, see: 263 --- Mem-finalYodNunPehHay Mem-finalChetLamed)

1386 > 18 > 9- 1386 -1386 = 2x32x7x11
(for entries using finals, see: 736 --- TawDaletAyinHay Nun-finalVauReshAleph, 826 --- TawVauMemResh Mem-finalYodNunYodAyin)

1387 > 19 > 10 > 1- 1387 -1387 = 19x73
HayReshTawShinAyin TawYodBet --- pr.n. "House of Astaroth".

1391 > 14 > 5- 1391 -1391 = 13x107
(for entries using finals, see: 361 --- Kaf-finalTawTzaddiMem YodShinNunAleph)

1392 > 15 > 6- 1392 -1392 = 24x3x29
(for entries using finals, see: 742 --- TawVauDaletAyinHay Nun-finalVauReshAleph)

1396 > 19 > 10 > 1- 1396 -1396 = 22x349
(for entries using finals, see: 836 --- VauTawYodAyinReshMem Mem-finalAyin)

1398 > 21 > 3- 1398 -1398 = 2x3x233
(for entries using finals, see: 748 --- HayChetShinMemHay Nun-finalMemShin)

1400 > 5- 1400 -1400 = 23x5x7

1404 > 9- 1404 -1404 = 22x33x13
(for entries using finals, see: 284 --- Mem-finalYodNunDaletAyin-Mem-finalAyin)

1407 > 12 > 3- 1407 -1407 = 3x7x67
(for entries using finals, see: 757 --- Nun-finalVauTawShinAleph)

1408 > 13 > 4- 1408 -1408 = 27x11
(for entries using finals, see: 928 --- ShinDaletQof HayVauAlephNun Kaf-finalTawYodBetLamed)

1415 > 11 > 2- 1415 -1415 = 5x283
(for entries using finals, see: 205 --- Mem-finalAyinHay-Nun-finalMem)

1420 > 7- 1420 -1420 = 22x5x71
(for entries using finals, see: 770 --- ShinMemShin Nun-finalYodAyin)

1426 > 13 > 4- 1426 -1426 = 2x23x31
MemYodNunTawPeh TawReshVauReshMem --- (1986 w/f); gall of vipers, snake venom.

1430 > 8- 1430 -1430 = 2x5x11x13
(for entries using finals, see: 870 --- Mem-finalYodTawPehShinMem)

1439 > 17 > 8- 1439 -228th prime
(for entries using finals, see: 789 --- Nun-finalVauKafYodTawHay ReshTzaddiChet)

1440 > 9- 1440 -1440 = 25x32x5
(for entries using finals, see: 790 --- YodReshPeh Nun-finalTawNun)

1443 > 12 > 3- 1443 -1443 = 3x13x37

1444 > 13 > 4- 1444 -1444 = 22x192
(for entries using finals, see: 234 --- Mem-finalDaletQof Nun-finalMem)

1445 > 14 > 5- 1445 -1445 = 5x172
(for entries using finals, see: 885 --- Mem-finalYodMemShinHay TawKafLamedMem)

1448 > 17 > 8- 1448 -1448 = 23x181
(for entries using finals, see: 988 --- Mem-finalTawVauBetTzaddiAyinLamed ShinBetChetMem)

1449 > 18 > 9- 1449 -1449 = 32x7x23
(for entries using finals, see: 639 --- QofChetReshMem Tzaddi-finalReshAleph)

1450 > 10 > 1- 1450 -1450 = 5x281
(for entries using finals, see: 890 --- Mem-finalTawAyinMemShinMem)

1451 > 11 > 2- 1451 -230th prime
(for entries using finals, see: 801 --- Nun-finalTawMem ShinYodAleph)

1452 > 12 > 3- 1452 -1452 = 22x3x112
(for entries using finals, see: 892 --- Mem-finalYodTawPehShin BetYodNun)

1453 > 13 > 4- 1453 -231st prime
(for entries using finals, see: 893 --- Mem-finalYodPehTzaddiResh TawGimelAyin)

1455 > 15 > 6- 1455 -1455 = 3x5x97
(for entries using finals, see: 155 --- Nun-finalYodDaletAleph Nun-finalMem)

1456 > 16 > 7- 1456 -1456 = 24x7x13
(for entries using finals, see: 806 --- Nun-finalVauTawShinNun)

1458 > 18 > 9- 1458 -1458 = 2x36
(for entries using finals, see: 808 --- Nun-finalTawShinChetNun)

1459 > 19 > 10 > 1- 1459 -232nd prime
(for entries using finals, see: 649 --- Tzaddi-finalReshAleph-YodQofChetReshMem; 899 --- Mem-finalYodReshTawSamekhMem YodNunMemTetMem)

1460 > 11 > 2- 1460 -1460 = 22x5x73
(for entries using finals, see: 160 --- Nun-finalNunChet-Nun-finalBet)

1462 > 13 > 4- 1462 -1462 = 2x17x43
(for entries using finals, see: 162 --- Nun-finalYodMemYod-Nun-finalBet)

1464 > 15 > 6- 1464 -1464 = 23x3x61
(for entries using finals, see: 814 --- TawReshPehVauAyinHay Nun-finalBetAleph)

1465 > 15 > 6- 1465 -1465 = 5x293
(for entries using finals, see: 815 --- TawYodMemHay Nun-finalShinYod)

1470 > 13 > 4- 1470 -1470 = 2x3x5x72
(for entries using finals, see: 750 --- Peh-finalSamekhKaf TawNunQofMem; 990 --- Kaf-finalDaletYod TawBetDaletNun TawSamekhMem)

1473 > 15 > 6- 1473 -1473 = 3x491

1474 > 16 > 7- 1474 -1474 = 2x11x67
(for entries using finals, see: 994 --- Kaf-finalYodPehTaw YodDaletAyinTaw)

1475 > 27 > 9- 1475 -1475 = 52x59
(for entries using finals, see: 755 --- Peh-finalReshAyin HayShinQof)

1476 > 18 > 9- 1476 -1476 = 22x32x41
(for entries using finals, see: 196 --- Peh-finalVauSamekh-Mem-finalYod)

1477 > 19 > 10 > 1- 1477 -1477 = 7x211
(for entries using finals, see: 177 --- Nun-finalDaletAyin Nun-finalGimel)

1485 > 18 > 9- 1485 -1485 = 33x5x11
(for entries using finals, see: 525 --- Kaf-finalNunVauReshHayVau Kaf-finalNunVauBetTzaddiAyin)

1493 > 17 > 8- 1493 -1493 = 238th prime
(for entries using finals, see: 283 --- Mem-finalYodLamedGimelAyin Nun-finalYodAyin)

1500 > 6- 1500 -1500 = 22x3x53
(for entries using finals, see: 940 --- Mem-finalYodLamedAyinShin TawNunMem)

1509 > 15 > 6- 1509 -1509 = 3x503
(for entries using finals, see: 859 --- HayMemGimelReshMemBet Nun-finalBetAleph ReshVauReshTzaddiKaf)

1520 > 8- 1520 -1520 = 24x5x19
TawReshMemShinMem ReshMemShin --- to keep one's charge.

1524 > 12 > 3- 1524 -1524 = 22x3x127
(for entries using finals, see: 874 --- TawYodReshBetHay Nun-finalVauReshAleph)

1526 > 14 > 5- 1526 -1526 = 52x61
(for entries using finals, see: 966 --- TawAleph Mem-finalQofNun HayShinAyin)

1528 > 16 > 7- 1528 -1528 = 23x191
(for entries using finals, see: 878 --- ReshMemTaw-Nun-finalTzaddiTzaddiChet)

1529 > 17 > 8- 1529 -1529 = 11x139
ReshShinAleph VauYodTawVauDaletAyin TawAleph
MemBet DaletYodAyinHay		 --- (2089 w/f); his ordinances which he ordained for them.

1535 > 14 > 5- 1535 -1535 = 5x307
(for entries using finals, see: 975 --- Mem-finalYodReshMemTawHay ReshYodAyin)

1536 > 15 > 6- 1536 -1536 = 29x3
(for entries using finals, see: 326 --- Mem-finalYodLamedYodLamedPeh Nun-finalVauAyin)

1537 > 16 > 7- 1537 -1537 = 29x53

1542 > 12 > 3- 1542 -1542 = 2x3x257
ShinDaletQof TawChetShinMem NunMemShin --- (2192 w/f); oil of unction of holiness (holy anointing oil).

1556 > 17 > 8- 1556 -1556 = 5x311
(for entries using finals, see: 186 --- Peh-finalGimelNun Nun-finalBetAleph)

1562 > 14 > 5- 1562 -1562 = 2x11x71

1563 > 15 > 6- 1563 -1563 = 3x521
(for entries using finals, see: 283 --- Mem-finalYodGimelYodSamekh Peh-finalSamekhKaf)

1577 > 20 > 2- 1577 -1577 = 19x83
(for entries using finals, see: 207 --- Peh-finalVauSamekh Nun-finalYodAleph)

1581 > 15 > 6- 1581 -1581 = 3x17x31
(for entries using finals, see: 771 --- TawDaletLamedVauMem Tzaddi-finalReshAleph; 931 --- HayNunAyinShinMemVau Nun-finalAyinShinMem)

1588 > 22 > 4- 1588 -1588 = 3x232
AlephShinNun MemKafTawAleph YodTawYodShinNunVau --- (2148 w/f); and I will utterly forget you.

1598 > 23 > 5- 1598 -1598 = 2x17x47
(for entries using finals, see: 228 --- Mem-finalYodYodChet Tzaddi-finalAyin)

1599 > 24 > 6- 1599 -1599 = 3x13x41
(for entries using finals, see: 389 --- Mem-finalYodBetReshAyinHay Nun-finalYodBet)

1600 > 7- 1600 -1600 = 26x52
(for entries using finals, see: 480 --- Mem-finalYodDaletVauReshMem Mem-finalYodYodNunAyin)

1603 > 10 > 1- 1603 -1603 = 7x229
TawVauReshReshMem TawVauLamedKafShinAleph --- clusters of bitter things, hardship.

1610 > 8- 1610 -1610 = 2x5x7x23
AlephTawShinShinChetTawReshAleph --- (1370); pr.n. "Mighty King".

1620 > 9- 1620 -1620 = 22x34x5
(for entries using finals, see: 970 --- Nun-finalAyinNunKaf TawPehShin)

1643 > 14 > 5- 1643 -1643 = 31x53
(for entries using finals, see: 1083 --- Mem-finalYodHayTaw TawVauNunYodAyin ZainVauZainAyinBet)

1646 > 17 > 8- 1646 -1646 = 2x823
(for entries using finals, see: 526 --- Mem-finalYodKafBetSamekh Mem-finalYodReshYodSamekh-DaletAyin)

1649 > 20 > 2- 1649 -1649 = 17x97
(for entries using finals, see: 279 --- Nun-finalYodMemYod Peh-finalTetAyinYod; 929 --- HayReshShinAyin Peh-finalSamekhMem TetYodAyinMemMemHay)

1652 > 14 > 5- 1652 -1652 = 22x7x59
(for entries using finals, see: 442 --- Mem-finalYodReshTzaddiMem Nun-finalYodBet)

1656 > 18 > 9- 1656 -1656 = 23x32x23
(for entries using finals, see: 936 --- Peh-finalSamekhKaf TawVauYodKafShinMem)

1666 > 19 > 10 > 1- 1666 -1666 = 32x5x37
(for entries using finals, see: 546 --- Mem-finalYodReshHayNun Mem-finalReshAleph)

1670 > 14 > 5- 1670 -1670 = 2x5x167
(for entries using finals, see: 1110 --- Mem-finalYodNunMem TawReshShinAyin)

1690 > 17 > 8- 1690 -1690 = 2x5x132
(for entries using finals, see: 1130 --- Mem-finalYodTawPehShin LamedReshAyin)

1700 > 8- 1700 -1700 = 22x52x17

1720 > 10 > 1- 1720 -1720 = 23x5x43
(for entries using finals, see: 590 --- Kaf-finalLamedMem-Nun-finalTawNun)

1746 > 18 > 9- 1746 -1746 = 2x32x97
(for entries using finals, see: 626 --- Mem-finalYodShinReshChet Mem-finalKafChet)
AyinReshHay TawVauShinAyinLamed ReshKafMemTawHay --- to addict oneself to do evil.

1764 > 18 > 9- 1764 -1764 = 22x32x72
(for entries using finals, see: 1204 --- Mem-finalTawYodVauChetTawShinMem)
MemTawAleph MemYodVauChetTawShinMem --- (2365 w/f); ye bow yourselves down.

1766 > 20 > 2- 1766 -1766 = 2x883
(for entries using finals, see: 1116 --- Nun-finalShinYodTaw HayMemLamed HayReshVauAyin

1773 > 18 > 9- 1773 -1773 = 32x197
(for entries using finals, see: 1123 --- TawKafReshAyinMemHay Nun-finalChetLamedShin)

1776 > 21 > 3- 1776 -1776 = 24x3x37
(for entries using finals, see: 316 ---- Tzaddi-finalQof Nun-finalVauAyin
MemYodNunReshQof TawVauReshTawShinAyin) --- (2336 w/f); horned images of Astoreth (see 1370).

1778 > 23 > 5- 1778 -1778 = 2x7x127
TawVauReshReshMem YodLamedAyin BetTawKafTaw --- thou prescribest bitter things for me.

1782 > 18 > 9- 1782 -1782 = 2x34x11
(for entries using finals, see: 972 --- Tzaddi-finalReshAlephHay TawVauReshAyin)

1791 > 18 > 9- 1791 -1791 = 32x199
(for entries using finals, see: 1231 --- Mem-finalYodReshBetDaletHay TawReshShinAyin)

1794 > 21 > 3- 1794 -1794 = 24x109
(for entries using finals, see: 674 --- Mem-finalYodReshDaletNun Mem-finalLamedShin)

1800 > 9- 1800 -1800 = 23x32x52

1820 > 11 > 2- 1820 -1820 = 22x5x7x13
(for entries using finals, see: 1260 --- Mem-finalYodShinYodShinReshTaw)

1824 > 15 > 6- 1824 -1824 = 25x3x19
(for entries using finals, see: 1174 --- HayReshYodAyinTzaddiMem TawChetAleph Nun-finalReshQof)

1858 > 22 > 4- 1858 -1858 = 2x929
(for entries using finals, see: 558 --- Nun-finalChet Nun-finalTawNun)

1875 > 21 > 3- 1875 -1875 = 3x54
(for entries using finals, see: 1225 --- Nun-finalYodQofYodTawAyinDalet AlephQofYodTawAyin)

1876 > 22 > 4- 1876 -1876 = 22x7x67
(for entries using finals, see: 506 --- Mem-finalYodLamedChetNun Tzaddi-finalVauReshAyinBet)

1881 > 18 > 9- 1881 -1881 = 32X11X19
(for entries using finals, see: 671 --- Mem-finalKafTawVauYodHay Nun-finalAyinMemLamed)

1883 > 20 > 2- 1883 -1883 = 7x269
MemDaletAlephBet YodTawTetQofNun-TawAleph YodTawTawNunVau --- (2443 w/f); and I will lay my vengeance on Edom (or Adam).

1887 > 24 > 6- 1887 -1887 = 3x17x37
(for entries using finals, see: 587 --- Nun-finalDaletAyin GimelLamedPehVau VauYodNunDaletAyinVau Nun-finalDaletAyin-DaletAyin)

1900 > 10 > 1- 1900 -1900 = 22x52x19

1921 > 13 > 4- 1921 -1921 = 17x113
(for entries using finals, see: 711 --- LamedAleph Mem-finalYodNunPeh Nun-finalTawNun)

1945 > 19 > 10 > 1- 1945 -1945 = 5x389
(for entries using finals, see: 645 --- Nun-finalYodNunTawHay Nun-finalYodAyin)

1986 > 14 > 5- 1986 -1986 = 2x3x331
(for entries using finals, see: 1426 --- Mem-finalYodNunTawPeh TawReshVauReshMem)

1998 > 27 > 9- 1998 -1998 = 2x33x37
(for entries using finals, see: 868 --- Kaf-finalTawBetShinLamed Nun-finalVauKafMem)

2000 > 2- 2000 -2000 = 24x53

2041 > 7- 2041 -2041 = 13x157
(for entries using finals, see: 671 --- Mem-finalYodReshTzaddiMem Tzaddi-finalReshAleph)

2046 > 12 > 3- 2046 -2046 = 2x3x11x31
(for entries using finals, see: 766 --- Peh-finalAleph Mem-finalYodTetPehShinMem ReshBetDalet)

2058 > 15 > 6- 2058 -2058 = 2x3x73
(for entries using finals, see: 848 --- HayLamedYodLamed ShinAlephHay AyinVau Mem-finalMemVauYod Nun-finalNunAyinHay DaletVauMemAyin)

2059 > 16 > 7- 2059 -2059 = 29x71
(for entries using finals, see: 689 --- Mem-finalYodQofChetReshMem Tzaddi-finalReshAleph)

2089 > 19 > 10 > 1- 2089 -316th prime
(for entries using finals, see: 1529 --- Mem-finalBet DaletYodAyinHay ReshShinAleph VauYodTawVauDaletAyin TawAleph)

2148 > 15 > 6- 2148 -2148 = 22x3x179
(for entries using finals, see: 1588 --- AlephShinNun Mem-finalKafTawAleph YodTawYodShinNunVau)

2149 > 16 > 7- 2149 -2149 = 7x307
VauYodReshPeh-TawAleph VauTawLamedReshAyin MemTawLamedReshAyinVau --- (2709 w/f); and ye shall foreskin its foreskin, its fruit (fruit unclean in first 3 years).

2173 > 13 > 4- 2173 -2173 = 41x53
(for entries using finals, see: 403 --- Mem-finalYodBetResh Mem-finalYodVauGimel HayZainYod Nun-finalKaf)

2192 > 14 > 5- 2192 -2192 = 22x523
(for entries using finals, see: 1542 --- ShinDaletQof TawChetShinMem Nun-finalMemShin)

2220 > 6- 2220 -2220 = 2x11x101
(for entries using finals, see: 850 --- Peh-finalReshAyin Nun-finalTawNun)

2336 > 14 > 5- 2336 -2336 = 25x73
(for entries using finals, see: 1776 --- Mem-finalYodNunReshQof TawVauReshTawShinAyin)

2351 > 11 > 2- 2351 -349th prime
(for entries using finals, see: 981 --- Mem-finalYodTawReshMem Tzaddi-finalReshAleph)

2356 > 26 > 8- 2356 -2356 = 22x19x31
(for entries using finals, see: 986 --- TawDaletMemAyin Mem-finalLamedVauAyinLamed Tzaddi-finalReshAlephHay)

2365 > 16 > 7- 2365 -2365 = 5x11x43
(for entries using finals, see: 1245 --- Mem-finalTawAleph Mem-finalYodVauChetTawShinMem)

2442 > 12 > 3- 2442 -2442 = 21x3x11x37
(for entries using finals, see: 762 --- Mem-finalYodShinAyin HayMemHay Mem-finalHayYodPehBet Mem-finalYodBetGimelAyin-YodKaf)

2443 > 13 > 4- 2443 -2443 = 7x349
(for entries using finals, see: 1883 --- Mem-finalDaletAlephBet YodTawTetQofNun-TawAleph YodTawTawNunVau)

2709 > 18 > 9- 2709 -2709 = 32x7x43
(for entries using finals, see: 2149 --- VauYodReshPeh-TawAleph VauTawLamedReshAyin Mem-finalTawLamedReshAyinVau)

2831 > 14 > 5- 2831 -2831 = 19x149
(for entries using finals, see: 991 --- Peh-finalTetHayVau Mem-finalYodShinNunHayVau Mem-finalTawMem)

3075 > 15 > 6- 3075 -3075 = 3x52x41
(for entries using finals, see: 1055 --- Peh-finalSamekhChet YodDalet Nun-finalVauHayNunMemVau LamedZainReshPeh-YodDalet Nun-finalVauHayNunMem YodHayVauLamedGimelResh)

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