Анатолий Фоменко - Числа против лжи.
На отрезке 1-36 годы 10f = 4,5; 37 год: 10 f= 13; 38 год: 10f = 20; 39–82 годы: 10f =1,4; 83–91 годы: 10f = 0,3; 9 2 —100 годы: 10f = 1; 101–104 годы: 10f = 3; 105–109 годы: 10f = 4; 110–113 годы: 10f = 3; 114–138 годы: 10f = 2,4; 139 год: 10f = 33; 140–175 годы: 10f = 1,4; 176 год: 10f = 27; 177–219 годы: 10f =1,7; 220 год: 10f =15; 221–245 годы: 10f = 5; 244 год: 10f = 50; 245 год: 10f = 0; 246 год: 10f= 112; 247 год: 10f = 112.
Далее первое число в таблице обозначает год (от основания Города), а второе число-значение функции объема в этом году:
248–10; 249–3; 250–4; 251–5; 252–10; 253–15; 254–10; 255-30; 256–1; 257–1; 258–3; 259–97; 260–103; 261–12; 262–10; 263–22; 264-22; 265-22; 266-27; 267-1; 268-11; 269-11; 270-8; 271-7; 272-2; 273–15; 274–73; 275–56; 276–2; 277–2; 278–17; 279–15; 280–3; 281–25; 282–27; 283–27; 284–27; 285–10; 286–24; 287–12; 288–2; 289-35; 290-35; 291-32; 292–40; 293–75; 294–79; 295–79; 296–69; 297-10; 298-2; 299-7; 300-7; 301-4; 302-22; 303-22; 304–220; 305–220; 306–5; 307–10; 308–100; 309–117; 310–24; 311–52; 312–11; 313–5; 314–40; 315–40; 316–50; 317–4; 318–8; 319–18; 320-30; 321–4; 322-15; 323-35; 324-35; 325-1; 326-10; 327-6; 328-60; 329–2;330-22;331–75; 332-12; 333-13; 334-30; 335–8; 336-35; 337–13; 338–13; 339–8; 340-32; 341-13; 342–5; 343–7; 344–20; 345-32; 346-; 347–8; 348–40; 349–3; 350–13; 351–128; 352-32; 353–5 6; 354–24; 355–20; 356–20; 357-30; 358–103; 359-37; 360–61; 361-30; 362–12; 363–80; 364–310; 365–72; 366–5; 367–67; 369–103; 370–56; 371–9.6; 372–6; 373–106; 375–9.6; 376–13; 377–11; 378–8; 379–8; 380–8; 381–8; 382–8; 383–8; 384–4; 385–28; 386–25; 387–25; 388–25; 389–25; 390–22; 391–11; 392–60; 393–29; 394–13; 395–6; 396–54; 397–14; 398–8; 399–8; 400–19; 401–28; 402–7; 403–13; 404–28; 405-35; 406–6; 407–2; 408–7; 409–7; 410–6; 411–164; 412–90; 413–90; 414-90; 415–14; 416-38; 417–11; 418–4; 419–10; 420–8; 421–4; 422–4; 423–14; 424–23; 425–24; 426–8; 427–48; 428–53; 429–137; 430-6; 431-6; 432-70; 433–70; 434-70; 435-70; 436-70; 437-70; 438-8; 439-50; 440–50; 441–50; 442–50; 443–50; 444–50; 445–50; 446–50; 447–12; 448–26; 449–26; 450-36; 451-36; 452-36; 453-36; 454-36; 455-38; 456-34; 457-38; 458–130; 459–130; 460–130; 461–163.
Погодные объемы в книге Барония, описывающей средневековый Рим.
См. книгу Барониуса [50]: «Бароний Ц. Деяния церковные и гражданские от Рождества Христова до 1198 года». В нашей таблице первая цифра указывает год н. э. Вторая цифра — это объем куска книги Барония, описывающего данный год. Объем измерялся в сантиметрах «высоты», то есть-сколько сантиметров занимает в высоту данный фрагмент текста в книге. Иногда Бароний описывает какой-то период в несколько лет, не уточняя, в каком именно году произошли те или иные события. В этом случае мы равномерно распределяли объем данного куска текста по всем составляющим его годам. То есть делили суммарный объем на количество описанных лет и результат — среднее значение — приписывали каждому году внутри данного интервала.
1 год н. э.-20; 2–20; 3–20; 4–20; 5–20; 6–20; 7–20; 8–1; 9–1; 10–1; 11–1; 12–4; 13–4; 14–4; 15–4; 16–11; 17–11; 18–11; 19–11; 20–9; 21–9; 22–9; 23–9; 24–9; 25–9; 26–9; 27–9; 28–9; 29–9; 30-9; 31-9; 32 -8,5; 33–32; 34-133; 35–36; 36–18; 37-6; 38–15; 39–21,5; 40–22,5; 41–23,5; 42–15,5; 43–48; 44–136; 45–73; 46–10,5; 47–27; 48–15; 49–2,5; 50–2,5; 51–89; 52–70; 53–11,5; 54–8,5; 55–12,5; 56–12,5; 57–48; 58–43; 59–93; 60–43; 61–15; 62–4,5; 63–10,5; 64–5; 65–15; 66–39; 67–9,5; 68–140; 69–75; 70–5,5; 71–29; 72–78; 73–26; 74–11; 75–18; 76–4; 77–3; 78–3; 79–3; 80–6; 81–40; 82–7,5; 83–11; 84–4; 85–4,5; 86–0,8; 87–0,8; 88–0,8; 89–3,7; 90–3,7; 91–9; 92–11; 93–10; 94–11; 95–5; 96–3,5; 97–5; 98–32; 99–13; 100–45; 101-13; 102-13; 103–4; 104-39; 105–2; 106–13; 107-5,5; 108-7,5; 109-29; 110-24; 111–2; 112–9; 113-2,5; 114–10; 115–1; 116-3,5; 117-3,5; 118-14; 119–8; 120-39; 121–3; 122–5; 123–15; 124-1,5; 125–3; 126-1,5; 127-4; 128-13,5; 129–1; 130-9; 131-2; 132-6; 133–6; 134-2,5; 135-5; 136-2,5; 137-10; 138-4; 139-4,5; 140–5; 141–5; 142–7; 143–3; 144–3; 145-6,5; 146–4; 147–4; 148–4; 149–4; 150–9; 151–9; 152–9; 153–9; 154-26; 155–1; 156–1; 157–1; 158–1; 159-3,5; 160-3,5; 161-4,5; 162–4; 163-31; 164-32; 165–6; 166-7,5; 167–16; 168–3; 169–3; 170-12; 171-22,5; 172-22,5; 173–27; 174–6; 175-39; 176–28; 177-22,5; 178-12; 179-54; 180–3; 181–4; 182–17; 183–8; 184–7; 185–1; 186–1; 187–1; 188–4; 189-2,7; 190-2,7; 191-3,5; 192–15; 193-6,5; 194–8; 195-14; 196-14,5; 197–4; 198-38; 199–4; 200–16; 201–41; 202–28; 203-13,5; 204–24; 205–64; 206–25; 207–2; 208–2; 209–2; 210–2; 211–5; 212–5; 213-34; 214–9; 215–5,5; 216–18; 217–25; 218–5; 219–3; 220-35; 221–3,3; 222–3,3; 223–3,3; 224–28; 225–5; 226–22; 227–5; 228–1; 229–4; 230-6,5; 231-99; 232–10,5; 233–24; 234-3; 235-3; 236-7; 237-15; 238-5; 239-5; 240–6,5; 241–5; 242–2,5; 243–3,5; 244-3,5; 245–8; 246–4,5; 247–4,5; 248–8; 249–20; 250–6,5; 251–6,5; 252-9,5; 253-76; 254–144; 255-40; 256-42; 257-21; 258-35; 259-83; 260–48; 261–15; 262–76; 263–60; 264-34; 265–19; 266–7; 267–7; 268–7; 269–15; 270–3; 271–19; 272–10; 273–13; 274–8,5; 275–3; 276-3; 277-14,5; 278-4,5; 279-6; 280-4; 281-3; 282-3; 283-6; 284-8; 285–4; 286–7; 287–1; 288–3,5; 289–3,5; 290–2,6; 291–2,6; 292–5; 293-19,5; 294–3; 295–3; 296–3; 297–16; 298-; 299–4; 300–7; 301-52; 302–88; 303–90; 304–81; 305–50; 306–65; 307–68; 308–14; 309-33; 310-35; 311-39; 312–66; 313–64; 314–51; 315–28; 316–60; 317-14; 318–61; 319–20; 320–10; 321-30; 322–2,5; 323–8; 324–137; 325–192; 326–78; 327–70; 328–3; 329–15; 330–29; 331–22; 332-11; 333-8; 334–8; 335–58; 336–86; 337–91; 338–43; 339–18; 340–72; 341–40; 342–42; 343–7; 344–21; 345–14; 346–18; 347–66; 348–52; 349–21; 350–49; 351–61; 352–11; 353–61; 354–22; 355–100; 356–108; 357–67; 358-30; 359–126; 360–93; 361–99; 362–462; 363–188; 364-35; 365-38; 366–42; 367–72; 368–27; 369–42; 370–205; 371–106; 372–172; 373–49; 374–29; 375–65; 376–21; 377–50; 378–112; 379–64; 380–54; 381–155; 382–66; 383–90; 384–51; 385–59; 386–97; 387–92; 388–139; 389-90; 390-82; 391-82; 392-75; 393-47; 394–122; 395–114; 396-47; 397–77; 398–120; 399–66; 400–110.
Приложение 3
Частотные матрицы имен и параллельных мест в Библии
В.П. Фоменко, Т.Г Фоменко.
Частотная квадратная матрица ИМЕН БИБЛИИ.
Библия разбита здесь на 218 «глав-поколений», поэтому размер матрицы 218×218. Эти «главы-поколения» отличаются от обычных глав в Библии. Подробнее см. гл. 5:9 настоящей книги.
Цифры в фигурных скобках указывают номера строк в матрице. Затем перечислены ненулевые частоты, стоящие в этой строке. Нули мы не перечисляем. При этом, внутри каждой такой связной группы частот их номера столбцов идут подряд, то есть без пропусков. Число в круглых скобках обозначает номер начального столбца данной связной группы ненулевых частот. После знака равенства перечислены частоты, составляющие данную связную группу ненулевых частот. Например, {6}: (6) = 3,4, (13) = 7,3, (137) = 2, (194) = 2 означает, что в 6-й строке матрицы в 6-м столбце стоит число 3, в 7-м столбце стоит число 4, в 13-м столбце — число 7, в 14-м столбце — число 3, в 137-м столбце — число 2 и в 194-м столбце — число 2. На остальных местах 6-й строки стоят нули.
{1}: (1) = 10,2, (8) = 5, (78) = 1, (137) = 1, (180) = 2, (185) = 1, (194) = 1, (203) = 1,2,3,1, (213) = 3. {2}: (2) = 20,1, (7) = 1,2, (76) = 1, (192) = 1, (194) = 1, (200) = 1. {3}: (3) = 2,1, (12) = 2,4, (137) = 1, (194) = 1. {4}: (4) = 2. {5}: (5) = 2. {6}: (6) = 3,4, (13) = 7,3, (137) = 2, (194) = 2. {7}: (7) = 11, (71) = 5, (104) = 2, (137) = 1, (142) = 2,1, (167) = 2, (190) = 2, (194) = 1. {8}: (8) = 7,6, (137) = 2, (194) = 2. {9}: (9) = 2,3, (137) = 1, (194) = 2. {10}: (10) = 2,3, (137) = 1, (194) = 1. {11}: (11) = 2,3, (137) = 1, (194) = 1. {12}: нули. {13}: нули. {14}: (14) = 2,27,9,1, (48) = 1, (137) = 1, (175) = 2, (178) = 2, (192) = 2, (194) = 3, (198) = 1,1, (217) = 1. {15}: (15) = 10,3,1, (21) = 1, (35) = 1,2,1, (47) = 1, (50) = 3, (73) = 1,28,3,1,8,30, (97) = 1, (99) = 39, (101) = 21,12, (137) = 8,34,13, (165) = 1, (171) = 4, (176) = 1, (192) = 1, (194) = 1, (199) = 1, (217) = 2,1. {16}: (16) = 5, (21) = 1, (30) = 1, (33) = 1, (137) = 2. {17}: нули. {18}: (18) = 7,1,1, (137) = 10, (178) = 4, (180) = 1, (218) = 1. {19}:(19) = 3, (137) = 2, (178) = 1, {20}:(20) = 4, (137) = 4, (139) = 1, (169) = 1, (171) = 1, (175) = 4. {21}: (21) = 3,1, (24) = 1, (137) = 7, (171) = 1, (186) = 1. {22}: (22) = 5,1, (45) = 1, (101) = 1, (137) = 7, (169) = 1, (171) = 1. {23}: (23) = 2, (44) = 1, (64) = 3, (137) = 7, (171) = 2, (175) = 1,1, (178) = 3. {24}: (24) = 2, (137) = 1. {25}: (25) = 1, (49) = 1, (129) = 1, (132) = 4, (136) = 26, (162) = 1,1, (166) = 7,15,1,1, (171) = 3, (175) = 12,166, (178) = 21,16, (185) = 1, (190) = 1, (192) = 4, (196) = 1, (198) = 1, (218) = 6. {26}: (26) = 1, (37) = 1, (76) = 2, (137) = 1, (171) = 1, (175) = 1, (178) = 8, (180) = 5, (185) = 3, (188) = 1. {27}: нули. {28}: нули. {29}: нули. {30}: (30) = 2, (137) = 1, (175) = 2. {31}: нули. {32}: нули. {33}: нули. {34}: нули. {35}: нули. {36}: (36) = 1, (40) = 1,1, (51) = 1,2,1, (76) = 1, (137) = 6, (168) = 1, (194) = 1. {37}: (37) = 4,1,1, (50) = 3,1, (62) = 1, (98) = 2, (137) = 9, (166) = 5,4, (175) = 3, (178) = 2, (192) = 2, (194) = 2. {38}: (38) = 4, (62) = 1, (71) = 1, (137) = 4. {39}: (39) = 1,1, (50) = 1,2,1, (76) = 1, (137) = 1, (168) = 2, (194) = 1. {40}: нули. {41}: (41) = 2,1, (45) = 1, (52) = 1,3, (137) = 5, (194) = 1. {42}: (42) = 4, (137) = 3. {43}: (43) = 3, (137) = 4, (140) = 1. {44}: (44) = 2, (137) = 1. {45}: (45) = 2, (71) = 1, (78) = 1, (137) = 6. {46}: нули. {47}: нули. {48}: нули. {49}: нули. {50}: нули. {51}: нули. {52}: нули. {53}: (53) = 2,2, (137) = 1, (194) = 1. {54}: (54) = 2,2, (137) = 1, (194) = 1. {55}: (55) = 2,2,2, (59) = 2, (62) = 6, (70) = 2, (78) = 1, (137) = 1, (194) = 1. {56}: (56) = 2,3,1,3, (78) = 1, (137) = 1, (194) = 1. {57}: (57) = 6,1,7,14,18,152, (66) = 8,3,2, (70) = 15,3, (73) = 6,9,1,1,9,2, (108) = 1, (125) = 1, (137) = 6,2, (150) = 1, (160) = 1, (168) = 2, (171) = 5, (175) = 4,1, (178) = 1, (185) = 1, (192) = 7,1,17,11,7,2,1,1, (204) = 9, (206) = 1,9, (217) = 11. {58}: нули. {59}: (59) = 6,3, (62) = 50, (66) = 1,1, (73) = 1, (76) = 3, (78) = 1, (185) = 1, (198) = 1, (204) = 2, (217) = 1. {60}: (60) = 10,2,2, (67) = 2, (70) = 1, (72) = 4,151,278,12,30,50,17, (80) = 2, (84) = 3, (88) = 1,2, (97) = 1, (99) = 13,1,2,3,1, (119) = 1, (129) = 3,4,1, (1) = 1, (135) = 8,4,1,2,8,2, (142) = 3, (150) = 1, (156) = 1, (165) = 1,2, (168) = 2, (171) = 14, (175) = 45,70,1,65,4,12,1,6, (185) = 4,1, (189) = 1,4, (192) = 3, (196) = 19, (203) = 1, (217) = 4,1. {61}: нули. {62}: (62) = 141, (66) = 8,8,9,2,113,9, (73) = 15,12,1,6,12,9, (87) = 38,1,1, (99) = 2, (101) = 5,1, (105) = 3, (108) = 1, (113) = 2, (115) = 5, (125) = 1, (136) = 2,24,13, (141) = 3, (145) = 1, (149) = 1,1, (153) = 1, (160) = 1, (167) = 8,3, (170) = 2,7, (175) = 12,44, (178) = 4, (182) = 5, (188) = 2, (192) = 4,1,4, (196) = 4,1, (204) = 3, (207) = 3, (217) = 13. {63}: (63) = 7,1,2, (137) = 10. {64}: нули. {65}: (65) = 5, (73) = 1,1, (76) = 2, (137) = 9. {66}: нули. {6 7}: (67) = 12, (137) = 17, (176) = 1. {68}: (68) = 3,15,158,56,3,39,11,1,9,17,5, (99) = 1, (108) = 1, (125) = 2, (137) = 3,2, (171) = 34, (175) = 42,18,3,4, (180) = 3, (182) = 6,1 0, (185) = 11,1, (191) = 6,12,15,12,3,15,1, (203) = 1,3,1, (207) = 3, (217) = 5. {69}: нули. {70}: (70) = 101,64,38,220,176,60,382,88,242,23,8, 15,10,9,11,3,4, (88) = 12,18,3,4, (95) = 2,16,34,6,41,9,49,28,11,6,5,2, (108) = 6,2,6,3, (113) = 1,1,1, (117) = 1, (120) = 3, (122) = 4, (125) = 5,5,5,1,13,1,1, (1) = 5,1,4,1,77,56,12,4, 6,1,6,3,5,1,2, (149) = 1,4,2,1,1, (155) = 1, (158) = 3,1,8,2, (163) = 3,6,3, (167) = 18,26, (171) = 59, (174) = 1,53,92,6,152,2,54,5,43,3, (185) = 10,1, (188) = 3, (190) = 20,5,30,8,14,26, (203) = 1,9,1,2, (209) = 1, (217) = 9,14. {71}: (71) = 145, (73) = 16,9, (175) = 37,5,14,3, (81) = 2,5,6, (88) = 1, (90) = 1, (97) = 35, (99) = 139,194,70,11,2, (105) = 1,4, (134) = 2, (136) = 136,140, (141) = 6, (144) = 2,3, (147) = 1, (150) = 1,1, (155) = 3, (161) = 2, (164) = 2, (168) = 7,1,6,25, (175) = 3,12,2,9,1,1, (182) = 1,4, (186) = 1, (190) = 1, (194) = 2,2,2, (203) = 1,1, (209) = 1, (218) = 1. {72}: (72) = 22,9, (76) = 13, (78) = 1, (98) = 4, (101) = 15, (137) = 20,6, (168) = 3, (192) = 4, (194) = 2. {73}: (73) = 84,18, (76) = 146,14,80,2,1,2,5,3,2,2,2, (88) = 3, (90) = 5, (95) = 2,3,3,2,3, (101) = 9,4,1, (117) = 1, (122) = 1, (126) = 1, (132) = 1,7, (135) = 2,1,101,28, (143) = 1, (145) = 3, (147) = 1, (149) = 1,1, (155) = 3, (158) = 1,3,7,3,1,10,6, (167) = 4,5, (170) = 56,9, (175) = 14,9, (178) = 8, (180) = 34, (183) = 1, (190) = 3, (192) = 3, (194) = 1, (197) = 1, (218) = 1. {74}: (74) = 503,178,454,58,258,3,8,1,1, (87) = 1,1,2, (91) = 1, (97) = 2,4,22, (101) = 27,6, (104) = 1,4,2, (126) = 1, (128) = 5, (130) = 3, (1) = 1, (135) = 2, (137) = 76,78,6, (143) = 2, (146) = 1, (151) = 1, (153) = 2,2,1,1, (158) = 1,3,1,3, (163) = 1,1,4, (167) = 29, (171) = 17, (175) = 4,6, (179) = 7, (185) = 3, (189) = 5,6,1,190,116,135,274,94,2,11, 9,12,2, (203) = 7,44,29,24, 18,22,23,10,17,13,15,16,4,7,27,16. {75}: (75) = 7, (102) = 1, (134) = 1,1, (175) = 1,1, (182) = 1, (196) = 1. {7 6}: (76) = 415,39,61,9, (81) = 1,1,1, (88) = 3,7,2, (97) = 5, (99) = 119,8, 13,7, (104) = 1, (127) = 3, (129) = 4,1, (135) = 6,1,82,28, (141) = 2, (147) = 2,1, (151) = 1, (163) = 5, (165) = 2, (167) = 4,16,1, (171) = 11, (174) = 1,1,21, (178) = 7,3,3, (182) = 1, (185) = 2, (188) = 3, (192) = 2,1,1,6,4, (199) = 1, (203) = 2,1, (217) = 1,3. {77}: (77) = 4, (137) = 5, (170) = 1, (175) = 1. {78}: (78) = 43,7,2,3,5, (84) = 8, (86) = 3, (88) = 2, (97) = 1, (99) = 1,1,32, 18,4,2,4,3, (108) = 8,1, (112) = 2, (115) = 1, (120) = 2,1,17, 2,3, (126) = 6,3,2,1,6,3, (1) = 9,2,17,12,18, 18,14, 1,4,7,1,1,1, (147) = 1, (149) = 4,7,4,2,2,6,5,4,2,5,2,10,1,12,8, 11,4,11,48,39,1, (171) = 18, (173) = 5,8,47,119,7,29,10,6,5,3,2, (185) = 8, (188) = 5, (190) = 38,2,13, 10,13,62,1, (204) = 5, (207) = 5, (217) = 2,3. {79}: (79) = 7. {80}: (80) = 1, (88) = 1, (99) = 3,1,2, (135) = 1, (175) = 1. {81}: (81) = 23,1,2, (187) = 1. {82}: (82) = 31,11, (171) = 1, (217) = 1. {83}: нули. {84}: (84) = 18,15,21,9, (99) = 1, (101) = 1, (112) = 1, (123) = 1,9,10,15, (137) = 1,1, (148) = 1, (152) = 1, (154) = 5,7, (180) = 1, (182) = 1, (217) = 1. {85}: (85) = 8,2, (171) = 2. {86}: (86) = 24, (101) = 1,2, (137) = 5, (171) = 1. {87}: (87) = 27, (102) = 2, (124) = 1, (127) = 6,1, (137) = 3,1, (156) = 2,4, (162) = 1, (167) = 1, (175) = 2, (180) = 1, (185) = 1, (192) = 2. {88}: (88) = 1, (101) = 1, (138) = 2, (150) = 1. {89}: (89) = 22,5, (99) = 1, (217) = 1. {90}: (90) = 5, (137) = 3, (164) = 1. {91}: (91) = 19,9,9,19, (217) = 1. {92}: нули. {93}: нули. {94}: (94) = 7, (99) = 10, (137) = 1. {95}: (95) = 8,12, (101) = 1, (137) = 6,4, (168) = 3. {96}: (96) = 1, (99) = 29,43,23,2, (137) = 7,4, (147) = 1, (167) = 2,5, (176) = 4. {97}: (97) = 1, (99) = 2, (101) = 3,8, (137) = 1, (171) = 1. {9 8}: (98) = 8 4, (100) = 317, 285,62,6,4,6, (112) = 1, (120) = 2,1, (123) = 1,1, (126) = 2,2,2,1,1,1,2,1,1, (137) = 19,182,4,3,1,4, (146) = 1,1, (151) = 5, (153) = 4,2, (157) = 1,1,5,1, (162) = 3,2,2,3, (167) = 3,8, (171) = 88,1,1,1,12,15, (178) = 4, (180) = 1, (182) = 2, (190) = 6, (192) = 26,7,17,2,12, (204) = 4, (214) = 1, (217) = 2,3. {99}: (99) = 92,84,9, (104) = 8,7, (107) = 9,23,10, (111) = 4, (113) = 9,12,2, (121) = 1,2, (127) = 3, (131) = 1, (137) = 39,31,1,1,2, 1,11, (151) = 1, (153) = 1, (159) = 2, (168) = 6,1,6,1 2, (175) = 56,78, (179) = 2, (181) = 1,7, (185) = 1,2,2,2,13,42,22,31,17, 23,22,37,2, 21,9,11,4, (203) = 6,71,71, 51,41,47,38,27,15,13, 17,16,4,7,16,11. {100}: (100) = 97,157,31, (137) = 16,32, (167) = 3,2, (171) = 3, (175) = 1, (193) = 1. {101}: (101) = 435,269,6,2,3, (109) = 4, (112) = 23,3, (115) = 9, (118) = 1, (120) = 21,16,4,5,8,5, (127) = 1, (1) = 1, (135) = 1,4,51,105,77,2, 5,1,2, (147) = 9,11,4,15,10,12,9,11, (157) = 1, (159) = 1,1,2, (163) = 1, (165) = 2, (167) = 16,23,1, (171) = 4,3, (174) = 6, (176) = 28, (178) = 6, (181) = 2,1, (188) = 1, (192) = 10, (194) = 5,1,3. {102}: (102) = 56,22,30,11,9, (111) = 2,2, (115) = 2, (121) = 2,3, (125) = 6,8,17, (129) = 4, (134) = 1,2, (137) = 26,17,9,15,10,15,13, (145) = 2, (151) = 1,1,2, (156) = 2, (158) = 1,3, (161) = 2, (165) = 1, (167) = 4,11, (171) = 1, (176) = 1, (179) = 5,1, (182) = 4, (192) = 2. {103}: нули. {104}: нули. {105}: (105) = 32,16, (110) = 14,1,3, (118) = 1, (120) = 2,1, (125) = 3, (137) = 3, (143) = 1,6,8,17,2, (150) = 1,1, (176) = 3, (182) = 1, (192) = 2. {106}: (106) = 42,1,20,6,4,24,6,1, (115) = 2, (120) = 10,32,26, (124) = 1, 1,1,1, (1) = 2, (137) = 4,2, (148) = 5,2,2,3,9, (155) = 1,1, (167) = 2,6, (176) = 2, (185) = 2, (218) = 1. {107}: нули. {108}: (108) = 7, (137) = 1, (159) = 1, (167) = 1, (183) = 1. {109}: (109) = 5, (114) = 13,3,7,6,11,1,8,4, (125) = 7, (194) = 1. {110}: нули. {111}: (111) = 18, (121) = 4. {112}: (112) = 21, (120) = 4,6,2,3,1,1,1, (134) = 1, (136) = 6,5, (147) = 1,16, (150) = 3, (152) = 11, (164) = 1, (166) = 2, (168) = 3, (176) = 52, (185) = 1. {113}: (113) = 3. {114}: нули. {115}: (115) = 1. {116}: (116) = 7,3, (120) = 1. {117}: (117) = 11, (194) = 1. {118}: нули. {119}: нули. {120}: (120) = 1, (123) = 6, (152) = 3,3,1. {121}: (121) = 1. {122}: (122) = 1, (125) = 9,3, (135) = 3, (151) = 1, (155) = 3, (164) = 1, (166) = 3. {123}: (123) = 2, (152) = 2,1, (176) = 1, (192) = 2. {124}: (124) = 6,1,11,2, (137) = 4,1, (147) = 2, (154) = 3,16,2, (182) = 3. {125}: нули. {126}: (126) = 4,2, (130) = 1, (137) = 3,9, (147) = 1, (150) = 1,1, (154) = 1,1,1, (159) = 2, (164) = 1,1, (167) = 6,6, (175) = 1, (184) = 18, (190) = 4, (192) = 7, (194) = 14,4. {127}: (127) = 40,23,2,3, (132) = 1, (135) = 1, (137) = 7, (156) = 13,3,9,1, (167) = 1,1, (175) = 22,2, (180) = 1, (182) = 1, (185) = 1, (190) = 1, (192) = 4. {128}: (128) = 1, (130) = 17,9,15,1, (137) = 3, (158) = 2,7,5,9,19,1, (167) = 1,2, (172) = 1, (175) = 3, (185) = 1, (188) = 1, (192) = 2. {129}: (129) = 8,1,1, (175) = 1,3. {130}: (130) = 23,7, (134) = 6,3, (137) = 9,15,1, (150) = 1, (159) = 4, (162) = 5, (164) = 8,3,1,3,12, (171) = 11, (175) = 28,2, (192) = 2, (194) = 1. {131}: (131) = 13,11, (137) = 1,3, (156) = 2, (159) = 1, (161) = 1,4, (167) = 1, 1, (175) = 28,3, (182) = 8, (192) = 6,1,3,4,3, (204) = 5. {132}: (132) = 3. {1}: (1) = 6,2,10, (137) = 4, (163) = 1,2,13,1,1,1, (176) = 18, (188) = 1, (190) = 1, (192) = 4,3,1, (196) = 1. {134}: (134) = 21, (136) = 2,13,11, (153) = 1, (158) = 1, (164) = 13, (167) = 8, 18, (176) = 17. {135}: (135) = 14,6,5,4, (158) = 1, (163) = 1, (165) = 4,7,1,13, (176) = 159, (178) = 1,3, (190) = 1, (192) = 5. {136}: (136) = 32,9,4, (147) = 2, (150) = 1, (159) = 1, (166) = 6,14,12,2, (176) = 82, (178) = 4,30, (188) = 1, (192) = 2. {137}: (137) = 566,107,12, (141) = 5, (147) = 3, (149) = 2,1,1,1, (154) = 1, (156) = 1, (158) = 3,6, (161) = 7, (164) = 2,4, (167) = 76,129, (175) = 1, 22, (178) = 14,80, (185) = 1, (189) = 17,6, (192) = 5,1,3, (196) = 11. {138}: (138) = 236, (141) = 1, (146) = 1,1, (150) = 1,1, (153) = 3, (155) = 1,1, (158) = 2,3, (161) = 4, (164) = 1,2, (167) = 23,40, (176) = 7, (178) = 2, (190) = 1, (194) = 3, (215) = 1. {139}: (139) = 3. {140}: нули. {141}: (141) = 2,2. {142}: нули. {143}: (143) = 1. {144}: нули. {145}: (145) = 2, (158) = 1. {146}: нули. {147}: (147) = 5, (167) = 2,14, (190) = 2. {148}: нули. {149}: нули. {150}: (150) = 1. {151}: (151) = 1. {152}: (152) = 1. {153}: (153) = 1. {154}: (154) = 1. {155}: нули. {156}: нули. {157}: нули. {158}: (158) = 5, (168) = 1, (190) = 1. {159}: нули. {160}: нули. {161}: (161) = 5, (165) = 1, (168) = 2. {162}: нули. {163}: (163) = 1. {164}: (164) = 2. {165}: нули. {166}: (166) = 3,15, (175) = 3, (179) = 3. {167}: (167) = 203,128,84, (175) = 2,1, (179) = 8, (189) = 12,3. {168}: (168) = 115, (171) = 3,2, (176) = 23, (178) = 1. {169}: (169) = 169. {170}: (170) = 18, (218) = 1. {171}: (171) = 5, (180) = 1. {172}: (172) = 5. {173}: нули. {174}: (174) = 2. {175}: (175) = 22, (182) = 1, (190) = 3, (192) = 2, (199) = 1. {176}: (176) = 117, (178) = 3, (188) = 1, (190) = 2, (194) = 3. {177}: нули. {178}: (178) = 25. {179}: (179) = 67, (194) = 2. {180}: (180) = 21, (190) = 1, (196) = 2. {181}: (181) = 1. {182}: (182) = 1, (196) = 1. {183}: нули. {184}: нули. {185}: (185) = 1. {186}: (186) = 1, (194) = 1. {187}: (187) = 2. {188}: (188) = 1. {189}: нули. {190}: (190) = 8. {191}: (191) = 1. {192}: (192) = 144,118,135,158,139, (199) = 1, (207) = 6, (213) = 2, (218) = 5. {193}: (193) = 8, (196) = 3, (204) = 1, (207) = 1, (213) = 1,1. {194}: (194) = 34,11,3. {195}: (195) = 10, (205) = 4, (207) = 1. {196}: (196) = 361, (198) = 1,1, (202) = 2. (204) = 10,25,3,5,3,3,9,5,3,4,9, 3,6,1. {197}: нули. {198}: (198) = 1, (206) = 1, (211) = 1,1. {199}: нули. {200}: нули. {201}: нули. {202}: (202) = 1. {203}: (203) = 1, (211) = 1. {204}: (204) = 22. {205}: (205) = 4. {206}: (206) = 11,2, (214) = 1. {207}: нули. {208}: нули. {209}: (209) = 5. {210}: (210) = 7, (214) = 2, (216) = 5. {211}: нули. {212}: нули. {213}: (213) = 1,1. {214}: (214) = 14. {215}: (215) = 1. {216}: (216) = 2. {217}: (217) = 2. {218}: (218) = 2.
