AbracaAdabrá.Ediciones

יום שני, 11 במרץ 2019

billheidrick.com 1000 a 1199


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)

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