книги из ГПНТБ / Ананьев И.В. Табулированные значения комбинаций круговых и гиперболических функций
.pdfа |
5(a) |
Т(а) |
8,68 |
1,47064-103 |
1,47135-103 |
8,69 |
1,48542-103 |
1,48613-103 |
8,70 |
1,50035-103 |
1,50105-103 |
8,71 |
1,51543-103 |
1,51613-103 |
8,72 |
1,53066-103 |
1,53136-103 |
8,73 |
1,54604-103 |
1,54675-103 |
8,74 |
1,56158-103 |
1,56229-103 |
8,75 |
1,57728-103 |
1,57798-103 |
8,76 |
1,59313-103 |
1,59383-103 |
8,77 |
1,62914-103 |
1,60984-103 |
8,78 |
1,62531-103 |
1,62601-103 |
8,79 |
1,64165-103 |
1,64235-10?- |
8,80 |
1,65815-103 |
1,66885-103 |
8,81 |
1,67482-103 |
1,67551-103 |
8,82 |
1,69165-103 |
1,69235-103 |
8,83 |
1,70565-103 |
1,70935-103 |
8,84 |
1,72583-103 |
1,72652-Ю? |
8,85 |
1,74317-103 |
1,74386-103 |
8,86 |
1,76069-103 |
1,76138-103 |
8,87 |
1,77839-103 |
1,77908-Юз |
8,88 |
1,79627-103 |
1,79695-103 |
8,89 |
1,81432-103 |
1,81500-103 |
8,90 |
1,83256-103 |
1,83324-103 |
8,91 |
1,85098-103 |
1,85166-103 |
8,92 |
1,86958-103 |
1,87026-103 |
8,93 |
1,88834-10» |
1,88905-103 |
8,94 |
1,90735-103 |
1,90803-103 |
8,95 |
1,92652-103 |
1,92720-103 |
8,96 |
1,94589-103 |
1,94656-103 |
8,97 |
1,96545-103 |
1,96611-103 |
8,98 |
1,98520-103 |
1,98587-103 |
8,99 |
2,00516-103 |
2,00582-103 |
Ща)
1,47137-103
1,48616-103
1,50110-103
1,51618-103
1,53142-ІО?
1,54681-103
1,56236-103
1,57806-103
1,59392-103
1,60993-103
1,62611-103
1,64246-103
1,65896-103
1,67563-103
1,69247-103
1,70948-103
1,72666-103
1,74401-103
1,76154-103
1,77924-103
1,79712-103
1,81518-103
1,83342-103
1,85185-103
1,87045-103
1,88925-103
1,90824-103
СО ю |
О со |
1,94678-103
1,96634-103
1,98610-103
2,00606-103
Продолжение
И(а)
1,47067-103
1,48546-103
1,50039-103
1,51548-103
1,53072-103
1,54611-103
1,56165-103
1,57735-103
1,59321-103
1,60923-103
1,62541-103
1,64176-103
1,65826-103
1,67494-103
1,69178-103
1,70879-103
1,72597-103
1,74332-103
1,76085-103
1,77855-103
1,79643-103
1,81449-103
1,83274-103
1,85116-103
1,86978-103
1,88857-103
1,90756-103
1,92674-103
1,94611-103
1,96568-103
1,98544-103
2,00540-103
57
|
|
|
|
Продолжение |
а |
S(o) |
Па) |
U(а) |
1/(а) |
9,90 |
2,02531-103 |
2,02597-103 |
2,02622-103 |
2,02556-103 |
9,01 |
2,04567-103 |
3,04633-103 |
2,04658-103 |
2,04592-103 |
9,02 |
2,06623-103 |
2,06689-103 |
2,06715-103 |
2,06649-103 |
9,03 |
2,08400-103 |
2,08765-103 |
2,08792-103 |
2,08727-103 |
•9,04 |
2,10798-103 |
2,10863-103 |
2,10890-103 |
2,10825-103 |
9,05 |
2,12916-103 |
2,12981-103 |
2,13009-103 |
2,12945-103 |
9,06 |
2,15057-103 |
2,15121-103 |
2,15150-103 |
2,15085-103 |
9,07 |
2,17218-103 |
2,17282-103 |
2,17312-103 |
2,17248-103 |
9 ,0S |
2,19402-103 |
2,19466-103 |
2,19496-103 |
2,19432-103 |
9,09 |
2,21607-103 |
2,21671-103 |
2,21701-103 |
2,21638-103 |
9,10 |
2,23S34-103 |
2,23898-103 |
2,23929-103 |
2,23866-103 |
9,11 |
2,26084-103 |
2,26147-103 |
2,26179-103 |
2,26116-103 |
9,12 |
2,28357-103 |
2,28420-103 |
2,28452-103 |
2,28390-103 |
9,13 |
2,30652-103 |
2,30715-103 |
2,30748-103 |
2,30686-103 |
9,14 |
2,32971-103 |
2,33033-103 |
2,33067-103 |
2,33005-103 |
9,15 |
2,35312-103 |
2,35374-103 |
2,35409-103 |
2,35347-103 |
9,16 |
2,37678-103 |
2,37739-103 |
2,37774-103 |
2,37713-103 |
9,17 |
2,40067-103 |
2,40128-103 |
2,40163-103 |
2,40103-103 |
9,18 |
2,42480-103 |
2,42540-103 |
2,42577-103 |
2,42516-103 |
9,19 |
2,44917-103 |
2,44977-103 |
2,45014-103 |
2,44954-103 |
9,20 |
2,47379-103 |
2,47439-103 |
2,47476-103 |
2,47417-103 |
9,21 |
2,49866-103 |
2,49925-103 |
2,49963-103 |
2,49904-103 |
9,22 |
2,52377-103 |
2,52436-103 |
2,52475-103 |
2,52416-103 |
9,23 |
2,54914-103 |
2,54973-103 |
2,55012-103 |
2,54953-103 |
9,24 |
2,57476-103 |
2,57535-103 |
2,57575-103 |
2,57516-103 |
9,25 |
2,60064-103 |
2,60122-103 |
2,60163-103 |
2,60105-103 |
9,26 |
2,62679-103 |
2,62736-103 |
2,62777-103 |
2,62720-103 |
9,27 |
2,65319-103 |
2,65376-103 |
2,65418-103 |
2,65361-103 |
9,28 |
2,67986-103 |
2,68043-103 |
2,68085-103 |
2,68028-103 |
9,29 |
2,70680-103 |
2,70736-103 |
2,70779-103 |
2,70722-103 |
9,30 |
2,73400-103 |
2,73456-103 |
2,73500-103 |
2,73444-103 |
9,31 |
2,76149-103 |
2,76204-103 |
2,76248-103 |
2,76192-103 |
58
а
9,32
9,33
9,34-
9,35
9,36
9,37
9,38
9,39
9,40
9,41
9,42
9,43
9,44
9,45
9,46
9,47
9,48
9,49
9,50
9,51
9,52
9,53
9,54
9,55
9,56
9,57
9,58
9,59
9,60
9,61
9,62
9,63
5(а) |
|
Г(а) |
U(a) |
2,78924-103 |
2,78979-103 |
2,79024-103 |
|
2,81728-103 |
2,81783-103 |
2,81828-103 |
|
2,84560-103 |
2,84614-103 |
2,84660-103 |
|
2,87420-103 |
2,87474-103 |
2,87520-103 |
|
2,90309-103 |
2,90362-103 |
2,90409-10-3 |
|
2,93227-103 |
2,93280-Юз |
2,93327-103 |
|
2,96175-103 |
2,96227-103 |
2,96275-103 |
|
2,99152Юз |
2,99204-103 |
2,99252-103 |
|
3,02159-10-3 |
3,02210-103 |
3,02259-103 |
|
3,05196-10-3 |
3,05247-103 |
3,05296-103 |
|
3,08264-103 |
3,08314-103 |
3,08364-103 |
|
3,11363ІО» |
3,11412-103 |
3,11463-103 |
|
3,14492-103 |
3,14542-103 |
3,14592-103 |
|
3,17654-103 |
3,17702-103 |
3,17754-103 |
|
3,20847-103 |
3,20895-103 |
3,20947-103 |
|
3,24072-103 |
3,24119-103 |
3,24172-103 |
|
3,27329-103 |
3,27376-103 |
3,27429-103 |
|
3,30619-103 |
3,30666-103 |
3,30719-103 |
|
3,33943-103 |
3,33989-103 |
3,34043-103 |
|
3,37300-103 |
3,37345-103 |
3,37399-103 |
|
3,40690-103 |
3,40735-103 |
3,40790-103 |
|
3,44115-103 |
3,44159-103 |
3,44214-103 |
|
3,47574-103 . |
3,47617-103 |
3,47673-103 |
|
3,51067-103 |
3,51111-103 |
3,51166-103 |
|
3,54596-103 |
3,54639-103 |
3,54695-103 |
|
3,58160-103 |
3,58203-103 |
3,58259-103 |
|
3,61761-103 |
3,61802-Юз |
3,61859-103 |
|
3,65397-103 |
3,65438-103 |
3,65496-103 |
|
3,69070-103 |
3,69110-103 |
3,69168-103 |
|
3,72780-103 |
3,72820-103 |
3,72878-103 |
|
3,76527-103 |
3,76566-103 |
3,76625-103 |
|
С О со о со |
о со |
3,80350-103 |
3,80409-103 |
Продолжение
Ѵ(а)
2,78969-103
2,81773-103
2,84605-103
2,87466-103
2,90356-103
2,93275-103-
2,69223-ІО3
2,99200-103
3,02208-103
3,05246-103
со о со со |
о со |
3,11413-103-
3,14543-103-
3,17705-103
3,20898-103
3,24124-103
3,27382-103
3,30673-103
3,33996-103
3,37354-103
3,40745-103
3,44170-103
3,47629-103
3,51123-103
3,54652-103 3.5S217•ІО3 3,61818-103 3,65454-103
3,69128-103
3,72838-103
3,76585-103
3,80371-103
59
|
|
|
|
Продолжение |
ct |
5 ( a ) |
Т ( а ) |
77(a) |
Ѵ ( а ) |
9 ,6 1 |
3,81131-103 |
3 , 8 4 1 7 2 - ІО3 |
3 ,8 4 2 3 2 - ІО3 |
3,84194-103 |
9 ,6 5 |
3,87995-103 |
3 , 8 8 0 3 3 - ІО3 |
3 , 8 8 0 9 3 - ІО3 |
3 ,8 8 0 5 5 -Ю з |
9 ,6 6 |
3,91895-103 |
3 , 9 1 9 3 2 - ІО3 |
3,91993-103 |
3,91956-103 |
9 ,6 7 |
3,95835-103 |
3,95871-103 |
3 , 9 5 9 3 2 - ІО3 |
3,95895-103 |
9 ,6 8 |
3,99811-103 |
3,99849-103 |
3,99910-103 |
3 ,9 9 8 7 5 - ІО3 |
9 ,6 9 |
1,03832-103 |
4,03867-103 |
4,03929-103 |
4 ,0 3 8 9 1 - ІО3 |
9 ,7 0 |
1,07892-103 |
1,07926-103 |
1,07988-10-3 |
1,07953-103 |
9 ,7 1 |
1,11992-103 |
1,12025-103 |
4,12088-103 |
1,12051-103 |
9 ,7 2 |
1,16133-103 |
1,16165-103 |
1 , 1 6 2 2 8 - ІО3 |
4,16195ІО3 |
9 ,7 3 |
1,20316-103 |
1 ,2 0 3 48-103 |
1,20111 -103 |
4,20378-103 |
9 ,7 1 |
1,21510-103 |
1 ,2 4 5 7 3 - ІО3 |
4,24635-103 |
4,21604ІО3 |
9,75 |
1,28808-103 |
1 ,2 8 8 3 9 - ІО3 |
4,28903-103 |
4,28871-103 |
9 ,7 6 |
1,33118-103 |
1 ,3 3 1 1 9 - ІО3 |
4,33212ІО3 |
1,33182-103 |
9 ,7 7 |
1,37172-103 |
1,37502-103 |
4,37566-103 |
1,37536-103 |
9 ,7 8 |
1,11869-103 |
1,11898-103 |
4 ,1 1 9 6 3 - ІО3 |
4 ,1 1 9 3 3 - ІО3 |
9,79 |
1,16310-103 |
1,16339-103 |
1 ,1 6 101ІО3 |
1 ,1 6 3 7 5 - ІО3 |
9,8 0 |
4,50797-103 |
4,50825-103 |
4 ,5 0 8 9 0 - ІО3 |
4,50861-103 |
9,81 |
4,55328-103 |
4 ,5 5 3 5 5 - ІО3 |
4,55420-103 |
4,55393-103 |
9 ,8 2 |
4,59905-103 |
1,59931-103 |
4,59997-103 |
4,59970-103 |
9 ,8 3 |
4,64527-103 |
1 ,6 4 5 5 4 - ІО3 |
4,64619-103 |
1,61593-103 |
9 ,8 1 |
1,69197-103 |
1 ,6 9 2 2 2 - ІО3 |
4,69288-103 |
1 ,6 9 2 6 3 - ІО3 |
9 ,8 5 |
4,73913-103 |
4,73938-103 |
4,74004-103 |
1,73979-103 |
9 ,8 6 |
4,78676-103 |
4,78701-103 |
4,78767-103 |
4,78743-103 |
9 ,8 7 |
4,83188-103 |
4,83511-103 |
4,83578-103 |
4,83554-103 |
9 ,8 8 |
4,88348-103 |
4,88371-103 |
4,88437-103 |
4 ,8 8 4 1 5 - ІО3 |
9 ,8 9 |
4,93256-103 |
4,93279-103 |
4,93346-103 |
4,93323-103 |
9 ,9 0 |
4,98214-103 |
4,98235-103 |
4,98303-103 |
4,98282-103 |
9,91 |
5,03222-103 |
5,03213-103 |
5,03311-103 |
5,03290-103 |
9 ,9 2 |
5,08280-103 |
5,08300-103 |
5,08368-103 |
5,08348-103 |
9 ,9 3 |
5,13389-103 |
5 ,1 3 4 0 9 - ІО3 |
5,13477-103 |
5,13457-103 |
9 ,9 1 |
5 ,1 8 5 5 0 - ІО3 |
5 ,1 8 5 6 8 - ІО3 |
5,18637-103 |
5,18618-103 |
9 ,9 5 |
5,23762-103 |
5,23780-103 |
5,23848-103 |
5,23830-103 |
60
|
|
|
|
Продолжение |
а |
S(a) |
Т(а) |
U{а) |
V(a) |
9,96 |
5,29026-103 |
5,29044-103 |
5,29112-103 |
5,29095-IO3 |
9,97 |
5,34344-103 |
5,31351-103 |
5,34429-103 |
5,34413-103 |
9,98 |
5,39715-103 |
5,39731-103 |
5,39800-103 |
5,39784-103 |
9,99 |
5,45140-103 |
5,45155-103 |
5,45224-103 |
5,45209-103 |
10,00 |
5,50519-103 |
5,50634-103 |
5,50703-103 |
5,50688-103 |
10,01 |
5,56154IO3 |
5,56168-103 |
5,56237-103 |
5,56223-103 |
10,02 |
5,61744-103 |
5,61757-103 |
5,61827-IO3 |
5,61813-103 |
10,03 |
5,67390-103 |
5,67403-103 |
5,67472-IO3 |
5,67460-103 |
10,04- |
5,73093-103 |
5,73105-103 |
5,73175-103 |
5,73163-103 |
10,05 |
5,78854-103 |
5,78865-103 |
5,78935-103 |
5,78923-IO3 |
10,06 |
5,84672-103 |
5,84682-103 |
5,84752-103 |
5,84742-103 |
10,07 |
5,90549-103 |
5,90559ІО3 |
5,90529-103 |
5,90619-IO3 |
10,08 |
5,96184-103 |
5,96494-103 |
5,96564-103 |
5,96555-103 |
10,09 |
6,02480-103 |
6,02488-103 |
6,02559-IO3 |
6,02550Ю3 |
10,10 |
6,08535-103 |
6,08543-103 |
6,08614-IO3 |
6,08606-103 |
10,11 |
6,14652-103 |
6,14659-103 |
6,14730-103 |
6,14723-103 |
10,12 |
6,20830-103 |
6,20837-103 |
6,20997-103 |
7,20901-103 |
10,13 |
6,27071-103 |
6,27076-103 |
6,27147-103 |
6,27141-103 |
10,14 |
6,33373-103 |
6,33378-ІО3 |
6,33449-103 |
6,33 444-103 |
10,15 |
6,39740-103 |
6,39744-103 |
6,39814-103 |
6,39810-103 |
10,16 |
6,46170-103 |
6,46173-103 |
6,46244-IO3 |
6,46240-103 |
10,17 |
6,52665-103 |
6,52658ІО3 |
6,52738-IO3 |
6,52735-103 |
10,18 |
6,59225-103 |
6,59227-ІО3 |
6,59298-103 |
6,59295-103 |
10,19 |
6,65851■IO3 |
6,65852-103 |
6,65923-103 |
6,65922-103 |
10,20 |
6,72543-103 |
6,72544-103 |
6,72615-103 |
6,72614-103 |
10,21 |
6,79303-103 |
6,79393-103 |
6,79374-103 |
6,79374-103 |
10,22 |
6,86131-103 |
6,86139-103 |
6,86201-103 |
6,86202-103 |
10,23 |
6,93028-103 |
6,93026-103 |
6,93097-103 |
6,93098-103 |
10,24 |
6,99993-103 |
6,99991-103 |
7,00062-103 |
7,00064-103 |
10,25 |
7,07029-103 |
7,07026-ІО3 |
7,07097-103 |
7,07100-103 |
10,26 |
7,14135-103 |
7,14132-103 |
7,14203-103 |
7,14206-103 |
10,27 |
7,21313-103 |
7,21399-103 |
7,21380-103 |
7,21384-103 |
61
|
|
|
|
Продолжение |
а |
S(a) |
Ц а ) |
U(а) |
Ѵ(а) |
10,28 |
7,28564-103 |
7,28559-103 |
7,28629-103 |
7,28634-103 |
10,29 |
7,35886-103 |
7,35881-103 |
7,35951-103 |
7,35957-103 |
10,30 |
7,43283-103 |
7,43277-103 |
7,43347-103 |
7,43353-103 |
10,31 |
7,50754-103 |
7,50747-103 |
7,50817-103 |
7,50824-103 |
10,32 |
7,58300-103 |
7,58292-103 |
7,58362-103 |
7,58370-103 |
10,33 |
7,65921-103 |
7,65913-103 |
7,65983-103 |
7,65992-103 |
10,34 |
7,73620-103 |
7,73611-103 |
7,73681-103 |
7,73690-103 |
10,35 |
7,81395-103 |
7,81386-103 |
7,81456-103 |
7,81466-103 |
10,36 |
7,89249-103 |
7,89239-103 |
7,89309-103 |
7,89319-103 |
10,37 |
7,97182-103 |
7,97171 • 103 |
7,97241-103 |
7,97252-103 |
10,38 |
8,05195-103 |
8,05183-103 |
8,05252-103 |
8,05264ІО3 |
10,39 |
8,13288-103 |
8,13275-103 |
8,13345-103 |
8,13357-IO3 |
10,40 |
8,21462-103 |
8,21449-103 |
8,21518-103 |
8,21532-103 |
10,41 |
8,29719-103 |
8,29705-10-3 |
8,29774-103 |
8,29788-103 |
10,42 |
8,38058-IO» |
8,38043-103 |
8,38113-103 |
8,38127-103 |
10,43 |
8,46481-Юз |
8,46466-103 |
8,46535-103 |
8,46550-103 |
10,44 |
8,54989-103 |
8,54973-103 |
8,55042-103 |
8,55058-103 |
10,45 |
8,63583-103 |
8,63566-103 |
8,63635-103 |
8,63652-103 |
10,46 |
8,72263-103 |
8,72245-103 |
8,72314-103 |
8,72331-103 |
10,47 |
8,81030-103 |
8,81012-103 |
8,81080-103 |
8,81098-103 |
10,48 |
8,89885-103 |
8,89866-103 |
8,89934-103 |
8,89953-Ю3 |
10,49 |
8,98829-103 |
8,98810-103 |
8,98878-103 |
8,98897-103 |
10,50 |
9,07863-103 |
9,07843-103 |
9,07911-103 |
9,07931-103 |
10,51 |
9,16988-103 |
9,16967-103 |
9,17035-103 |
9,17056-103 |
10,52 |
9,26205-103 |
9,26183-103 |
9,26250-103 |
9,26272-103 |
10,53 |
9,35514-103 |
9,35492-103 |
9,35559-ІО3 |
9,35581-103 |
10,54 |
9,44917-103 |
9,44894-103 |
9,44961-103 |
9,44984-103 |
10,55 |
9,54414-103 |
9,54390-Ю-з |
9,54457-103 |
9,54481-103 |
10,56 |
9,64007-103 |
9,63982-103 |
9,64049-103 |
9,64073-Ю3 |
10,57 |
9,73696-103 |
9,73671-103 |
9,73737-103 |
9,73762-103 |
10,58 |
9,83482-103 |
9,83457-103 |
9,83523-103 |
9,83548-103 |
10,59 |
9,93367-103 |
9,93341-103 |
9,93406-103 |
9,93433-103 |
62
а5(а)
10,60 |
1,00335-104 |
10,61 |
1,01343-104 |
10,62 |
1,02362-104 |
10,63 |
1,03391-104 |
10,64 |
1,04430-104 |
10,65 |
1,05479-104 |
10,66 |
1,06539-104 |
10,67 |
1,07610-104 |
10,68 |
1,08692-104 |
10,69 |
1,09784-104 |
10,70 |
1,10888-104 |
10,71 |
1,12002-104 |
10,72 |
1,13128-Юі |
10,73 |
1,14265-104 |
10,74 |
1,15413-104 |
10,75 |
1,16573-104 |
10,76 |
1,17745-104 |
10,77 |
1,18928-104 |
10,78 |
1,20124-104 |
10,79 |
1,21331-104 |
10,80 |
1,22551•104 |
10,81 |
1,23782-104 |
10,82 |
1,25026-104 |
10,83 |
1,26283-104 |
10,84 |
1,27552-104 |
10,85 |
1,28834-104 |
10,86 |
1,30129-104 |
10,87 |
1,31437-104 |
10,88 |
1,32758-104 |
10,89 |
1,34092-Юі |
Г(а)
1,00332-104
1,01340-104
1,02359-104
1,03388-104
1,04427-104
1,05476-104
1,06536-104
1,07607-104
1,08689-104
о |
ог |
о |
СО |
||
|
- |
|
|
|
1 |
1,10884-104
1,11999-104
1,13124-104
1,14261-104
1,15410-104
1,16570-104
1,17741-104
1,18925-104
1,20120-104
1,21327-104
1,22547 ■104
1,23778-104
1,25022-104
1,26279-104
1,27548-104
1,28830-104
1,30125-104
1,31433-104
1,32754-104
1,34088-104
U ( а)
1,00339-101
1,01347-101
1,02365-104
1,03394-104
1,04433-104
1,05483-104
1,06543-104
1,07613-104
1,08695-104
1,09787-104
5СТ СО о |
}*г О |
1,12005-104
1,13131-104
1,14268-104
1,15416-104
1,16576-104
1,17747-104
1,18931-104
1,20126-104
1,21333-104
1,22552-104
1,23784-104
1,25028-104
1,26285-104
1,27554-104
1,28836-104
1,30130-104
1,31438-104
1,32759-104
1,34093-104
Продолжение
Ѵ ( а )
1,00341• 104
1,01350-104
1,02368-104
1,03397-104
1,04436-104
1,05486-104
1,06546-104
1,07617-104
1,08698-104
1,09791-104
1,10894-104
1,12008-104
1,13134-104
1,14271-104
1,15419-104
1,16579-104
1,17751-104
1,18934-104
1,20130-104
1,21337-104
1,22556-104
1,23788-104
1,25032-104
1,26289-104
1,27558-104
1,28840-104
1,30135-104
1,31442-104
1,32763-104
1,34098-104
63
|
|
|
|
Продолжение |
а |
S ( а) |
Т ( а) |
U { а ) |
Ѵ(а) |
10,90 |
1,35440-10-1 |
1,35435-104 |
1,35441-104 |
1,35445-104 |
10,91 |
1,36801-104 |
1,36797-104 |
1,36802-104 |
1,33807-104 |
10,92 |
1,38176-104 |
1,38172-104 |
1,38177-104 |
1,38181-104 |
10,93 |
1,39565-104 |
1,39560-104 |
1,39566-104 |
1,39570-104 |
10,94 |
1,40968-101 |
1,40963-104 |
1,40968-104 |
1,40973-104 |
10,95 |
1,42384-104 |
1,42380-Ю-і |
1,42385-104 |
1,42390-104 |
10,96 |
1,43815-104 |
1,43811-104 |
1,43816-104 |
1 /3821 • 104 |
10,97 |
1,45261-104 |
1,45256-104 |
1,45261-104 |
1/5266-104 |
10,98 |
1,46721-104 |
1,46716-101 |
1,46721-104 |
1 /6726-104 |
10,99 |
1,48195-10-1 |
1,48190-104 |
1,48195-104 |
1,48200-104 |
11,00 |
1,49685-104 |
1,49680-104 |
1,49685-104 |
1/£690-104 |
11,01 |
1,51189 ■Юі |
1 ,51184-104 |
1,51189-104 |
1,51194-104 |
11,02 |
1,52709-104 |
1,52704-104 |
1,52709-104 |
1,52714-104 |
11,03 |
1,5424-1--104 |
1,54238-104 |
1,54243-104 |
1,54248-104 |
11,04 |
1,55794-104 |
1,55789-104 |
1,55793-104 |
1,55799-104 |
11,05 |
1,57360-104 |
1,57354-104 |
1,57359-104 |
1,57364-104 |
11,06 |
1,58941-104 |
1,58936-104 |
1,58941-104 |
1,58946-104 |
11,07 |
1,60539-104 |
1,60533-104 |
1,60538-104 |
1,60543-104 |
11,08 |
1,62152-10-1 |
1,62147-Ю-і |
1,62151-104 |
1,62157-104 |
11,09 |
1,63782-104 |
1,63776-104 |
1,63781-104 |
1,63786-104 |
11,10 |
1,65428-104 |
1,65422-104 |
1,65427-104 |
1,65432-104 |
11,11 |
1,67091-104 |
1,67085-1041 |
1,67089-ІМ |
1,67095-104 |
11,12 |
.1,68770-104 |
1,68764-104 |
1,68769-104 |
1,68774-104 |
11,13 |
1,70466-104 |
1,70460-104 |
1,70465-104 |
1,70470-104 |
11,14 |
1,72179-104 |
1,72174-104 |
1,72178-104 |
1,72184-104 |
11,15 |
1,73910-104 |
1;73904-104 |
1,73908-104 |
1,73914-104 |
11,16 |
1,75658-104 |
1,75652-104 |
1,75656-104 |
1,75662-104 |
11,17 |
1,77423-104 |
1,77417-104 |
1,77421-104 |
1,77427-104 |
11,18 |
1,79206-104 |
1,79200-104 |
1,79204-104 |
1,79210-104 |
11,19 |
1,81007-104 |
1,81002-104 |
1,81005-104 |
I ,81011-104 |
64
а
И ,20 11,21 11,22 11,23 11,24 11,25 11,26 11,27 11,28 11,29
11,30
11,31
11,32
11,33
11,3-1
11,35
11,36
11,37
11,38
11,39
11,40
11,41
11,42
11,43
11,44
11,45
11,46
11,47
11,48
11,49
S(a)
1,82827-10-1
1,84664-101
1,86520-104
1,88395-104
1,90288-104
1,92201-104
1,94132-104
1,96083-104
1,98054-104 2,00045■101
2,02055-104
2,04086-104
2,06137-104
2,08209-104
2,10301-104
2,12415-104
2,14550-104
2,16706-104
2,18884-104
2,21084-104
2,23306-104
2,25550-104
2,27817-104
О оос \о |
Ö |
2,32419-104
2,34755-Ю-і
2,37114-104
2,39497-10-4
2,44904-104
2,44336-104
Продолжение
Т(а) |
і/(а) |
К(а) |
1,82821-104 1,82825-lOt 1,82830-104
1,84658-104 1,84662-104 1,84668-104
1,86514-104 1,86518-104 1,86524-104
1,88389-104 1,88392-104 1,88398-104
1,90282-104 1,90286-104 1,90292-104
1,92194-104 1,92196-104 1,92204-104
1,94126-104 1,94130-104 1,94136-104
1,96077-104 1,96081-104 1,96087-104
1,98048-104 1,98051-104 1,98057-104
2,00038-104 2,00042-104 2,00048-104
2,02049-104 |
2,02052-104 |
2,02058-104 |
2,04080-104 |
2,04083-104 |
2,04089-104 |
2,06131-104 |
2,06134-104 |
2,06140-104 |
2,08202-104 |
2,08205-104 |
2,08212-104 |
2,10295-104 |
2,10298-104 |
2,10304-104 |
2,12408-104 |
2,12411-104 |
2,12418-104 |
2,14543-104 |
2,14546-104 |
2,14553-104 |
2,16700-104 |
2,16702-101 |
2,16709-104 |
2,18877-104 |
2,18880-104 |
2,18887-104 |
2,21077-104 |
2,21080-104 |
2,21087-104 |
2,23299-104 |
2,23302-104 |
2,23308-104 |
2,25543-104 |
2,25546-104 |
2,25553-104 |
2,27810-104 |
2,27813-104 |
2,27819-104 |
2,30100-104 |
2,30102-104 |
2,30109-104 |
2,32413-104 |
2,32415-104 |
2,32422-104 |
2,34748-104 |
2,34751-104 |
2,34757-104 |
2,37108-104 |
2,37110-104 |
2,37117-104 |
2,39491-104 |
2,39493-ІШ |
2,39500-104 |
2,41898-104 |
2,41900-104 |
2,41907-104 |
2,44329-104 |
2,44331-104 |
2,44338-101 |
3 |
3829 |
65 |
|
|
|
|
Продолжение |
а |
5(а) |
Т(а) |
U(a) |
Ѵ(а) |
11,50 |
2,46791-104 |
2,46785-104 |
2,46787-104 |
2,46793-104 |
11,51 |
2,49272-104 |
2,49265-104 |
2,49267-104 |
2,49274104 |
11,52 |
2,51777-101 |
2,51770-104 |
2,51772-104 |
2,51779-101 |
11,53 |
2,5-1307-104 |
2,54300-104 |
2,54302-104 |
2,54309-104 |
11,54 |
2,56863-104 |
2,56856-104 |
2,56858-104 |
2,56865•104 |
11,55 |
2,59445-104 |
2,59438-10! |
2,59439-104 |
2,59446-104 |
11,56 |
2,62052-104 |
2,62045-104 |
2,62047-104 |
2,62054104 |
11,57 |
2,64686-104 |
2,61679-104 |
2,64680-104 |
2,64687-104 |
11,58 |
2,67346-104 |
2,67339-10-4 |
2,67341-104 |
2,67347-10' |
11,59 |
2,70033-104 |
2,70026-104 |
2,70027-104 |
2,70034-104 |
11,60 |
2,72747-104 |
2,72740-104 |
2,72741-104 |
2,72748-104 |
11,61 |
2,75488-104 |
2,75481-10! |
2,75482-104 |
2,75489-104 |
11,62 |
2,78257-104 |
2,78250-10' |
2,78251-104 |
2,78258-104 |
11,63 |
2,81053-104 |
2,81046-104 |
2,81047-104 |
2,81054- IO-' |
11,64 |
2,83878-104 |
2,83871-10' |
2,83872-104 |
2,83879-10! |
11,65 |
2,86731-104 |
2,86724-104 |
2,86725-104 |
2,86732-10' |
U ,66 |
2,89613-104 |
2,89606-104 |
2,89606-104 |
2,89614-10' |
11,67 |
2,92523-104 |
2,92516-104 |
2,92517-104 |
2,92524-104 |
11,68 |
2,95463-104 |
2,95456-104 |
2,95457-10' |
2,95464IO' |
11,69 |
2,98433-10! |
2,98426-104 |
2,98126-104 |
2,98433-10' |
11,70 |
3,01432-104 |
3,01425-104 |
3,01426-104 |
3,01433-104 |
11,71 |
3,04461-104 |
3,04454-104 |
3,04455-104 |
3,04462-104 |
11,72 |
- 3,07521-104 |
3,07514-104 |
3,07515-104 |
3,07522-104 |
11,73 |
3,10612-104 |
3,10605-104 |
3,10605-104 |
3,10612-104 |
11,74 |
3,13734-104 |
3,13727-104 |
3,13727-104 |
3,13734-104 |
11,75 |
3,16887-104 |
3,16880-104 |
3,16880-104 |
3,16887-104 |
11,76 |
3,20072-104 |
3,20065-104 |
3,20065-104 |
3,20072-10' |
11,77 |
3,23288-10' |
3,23281-104 |
3,23284-104 |
3,23288 -104 |
11,78 |
3,26537-104 |
3,26530-104 |
3,26530-104 |
3,26537-104 |
11,79 |
3,29819-104 |
3,29812-104 |
3,29812-104 |
3,29819-104 |
66