1231 > 7	- 1231 -	202nd prime
(for entries using finals, see: 581 --- )

---

(1791 w/f); the ten commandments.

1232 > 8	- 1232 -	1232 = 24x7x11
(for entries using finals, see: 672 --- -)

---

to make a covenant.

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

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

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

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

1246 > 13 > 4

- 1246 -

1246 = 2x7x89

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

1248 > 15 > 6	- 1248 -	1248 = 25x3x13
(for entries using finals, see: 598 --- ; 688 --- )

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

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

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

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

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

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

1260 > 9

- 1260 -

1260 = 22x32x5x7

	---	(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 --- )

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

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

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

1275 > 15 > 6	- 1275 -	1275 = 3x52x17
(for entries using finals, see: 555 --- -, ; 715 --- )

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

1278 > 18 > 9	- 1278 -	1278 = 2x32x71
(for entries using finals, see: 158 --- )

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

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

1285 > 16 > 7	- 1285 -	1285 = 5x257
(for entries using finals, see: 635 --- - , )

1287 > 18 > 9	- 1287 -	1287 = 32x11X13
(for entries using finals, see: 673 --- ; 727 --- )

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

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

1300 > 4

- 1300 -

1300 = 22x52x13

1305 > 9

- 1305 -

1305 = 32x5x29

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

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

1310 > 5	- 1310 -	1310 = 2x5x31
(for entries using finals, see: 500 --- ; 660 --- )

1315 > 10 > 1

- 1315 -

1315 = 5x263

---

net-work.

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

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

1326 > 12 > 3

- 1326 -

1326 = 2x3x13x17

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

1341 > 9

- 1341 -

1341 = 32x149

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

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

1349 > 17 > 8

- 1349 -

1349 = 19x71

---

pr.n. "Possession of Gath".