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Word A Word B Word C Word D Occurrence Frequency Band MI MI Band Prominent
end_n east_n north_n west_n 5,069 5 9.1516 5 true
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ID Title Author Corrected Date of Publication (TCP Date of Publication) STC Words Pages
A48403 A new historical relation of the kingdom of Siam by Monsieur De La Loubere ... ; done out of French, by A.P. Gen. R.S.S.; Du royaume de Siam. English La Loubère, Simon de, 1642-1729.; A. P. 1693 (1693) Wing L201; ESTC R5525 377,346 277

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bear_v three_o baly_n alphabet_n kià_fw-la keù̈_n keuà_fw-la koù̈a_o koüà_fw-it ké_v kê_fw-la quoth_fw-mi kaou_fw-la koum_fw-la kam_fw-mi karama_n quoth_fw-mi koüaí_n keva_fw-it reu_fw-fr reû_fw-fr leu_n leû_fw-fr ca_o kha_n kha_n go_v nga_fw-mi tcha_fw-mi tcha_fw-mi tcha_fw-mi tcha_fw-mi ya_fw-mi thá_fw-fr than_z da_fw-mi na_fw-mi ta_o than_z t●a_o da_fw-mi na_fw-mi pa_z ppa_fw-la da_fw-mi i_o ca_o ra_fw-mi la_fw-fr va_fw-la ta_o ha_o la_fw-fr ang_fw-mi ka_o kaa_o ki_v ku_n kou_n koû_fw-fr ke_n kái_fw-it quoth_fw-mi káon_fw-gr kam̀_n ká_fw-fr ka-na_a ka_o nâ_fw-la kad-ni_a kard_n kanou_n kanou_n ka-ne_a kanai_n ka_o na_fw-mi ka_o naoń_n kananǵ_n ka-na_a the_o siamese_n cipher_n 1_o 2_o 3_o 4_o 5_o 6_o 7_o 8_o 9_o 10_o the_o siamese_n numeral_a name_n 1_o 2_o 3_o 4_o 5_o 6_o 7_o 8_o 9_o 10_o 11_o 12_o 20_o 30_o a_o smoke_v instrument_n which_o the_o mod●●_n of_o siam●do_n use_n aa_n a_o pipe_n of_o bambou_n 8_o or_o 9_o footlong_o the_o chinese-chese-boord_n 1_o the_o king_n 2_o the_o guards_z 3_o the_o elephant_n 4_o the_o knight_n 5_o the_o wagon_n 6_o the_o canon_n 7_o the_o pawn_n 8_o the_o river_n a_o musical_a instrument_n with_o the_o bell_n the_o chinese_n abacus_fw-la or_o arithmetical_a instrume_n nt_o or_o count_v they_o inhabit_v different_a quarter_n in_o the_o city_n or_o suburb_n of_o siam_n numerous_a the_o people_n of_o the_o kingdom_n of_o siam_n not_o very_o numerous_a and_o yet_o this_o city_n be_v very_o little_o inhabit_v in_o respect_n to_o its_o bigness_n and_o the_o country_n much_o less_o in_o proportion_n it_o must_v be_v imagine_v that_o they_o desire_v not_o a_o great_a people_n for_o they_o count_v they_o every_o year_n and_o do_v well_o know_v what_o no_o person_n ignore_v that_o the_o only_a secret_a to_o increase_v they_o will_v be_v to_o ease_v they_o in_o the_o tax_n and_o imposition_n the_o siamese_n do_v therefore_o keep_v a_o exact_a account_n
by_o 12_o the_o quoent_n will_v be_v natti_n itti_fw-mi the_o end_n of_o the_o souriat_n explication_n these_o three_o first_o operation_n do_v serve_v to_o reduce_v the_o moon_n be_v distance_n from_o the_o sun_n into_o minute_n divide_v it_o by_o 720_o it_o be_v reduce_v to_o the_o 30_o part_n of_o a_o circle_n for_o 720_o minute_n be_v the_o 30_o part_n of_o 21600_o minute_n which_o do_v make_v the_o whole_a circumference_n the_o ground_n of_o this_o division_n be_v the_o moon_n diurnal_a motion_n from_o the_o sun_n which_o be_v near_o the_o 30_o part_n of_o the_o whole_a circle_n they_o consider_v then_o the_o position_n of_o the_o moon_n not_o only_o in_o the_o sign_n and_o in_o her_o station_n but_o also_o in_o the_o 30_o part_n of_o the_o zodiac_n which_o do_v each_o consist_v of_o 12_o degree_n and_o be_v call_v itti_n divide_v the_o remainder_n by_o 12_o they_o have_v the_o minute_n or_o sixti_v part_n of_o a_o itti_n which_o do_v each_o consist_v of_o 12_o minute_n of_o degree_n which_o the_o moon_n remove_v from_o the_o sun_n in_o the_o sixti_v part_n of_o a_o day_n these_o sixti_v part_n be_v call_v natti_fw-la itti_fw-la reflection_n upon_o the_o indian_a rule_n i._o of_o the_o particular_a epocha_n of_o the_o indian_a method_n have_v explain_v the_o rule_n comprise_v in_o the_o precede_a section_n and_o find_v our_o several_a period_n of_o year_n month_n and_o day_n which_o they_o suppose_v it_o remain_v to_o we_o particular_o to_o explain_v divers_a particular_a epocha_n which_o we_o have_v find_v in_o the_o number_n employ_v in_o this_o method_n which_o be_v compare_v together_o may_v serve_v to_o determine_v the_o year_n the_o month_n the_o day_n the_o hour_n and_o the_o meridian_n of_o the_o astronomical_a epocha_n which_o be_v not_o speak_v of_o in_o the_o indian_a rule_n which_o suppose_v it_o know_v by_o the_o rule_n of_o the_o i._o section_n be_v seek_v the_o number_n of_o the_o lunary_n month_n elapse_v from_o the_o astronomical_a epocha_n the_o epocha_n which_o they_o suppose_v in_o this_o section_n be_v therefore_o that_o of_o the_o lunar_a month_n and_o consequent_o it_o must_v be_v at_o the_o hour_n of_o the_o middle_a conjunction_n from_o whence_o begin_v the_o month_n wherein_o the_o epocha_n be_v by_o the_o rule_n of_o the_o ii_o section_n they_o first_o reduce_v the_o lunar_a month_n elapse_v from_o the_o epocha_n into_o artificial_a day_n of_o 30_o per_fw-la mensem_fw-la which_o be_v short_a than_o the_o natural_a day_n from_o one_o noon_n to_o the_o other_o by_z 11_o 703_o a_o day_n that_o be_v to_o say_v by_o 22_o minute_n 32_o second_o of_o a_o hour_n these_o artificial_a day_n have_v therefore_o their_o beginning_n at_o the_o new_a moon_n and_o at_o every_o thirty_o part_n of_o the_o lunar_a month_n but_o the_o natural_a day_n do_v always_o begin_v natural_o at_o midnight_n under_o the_o same_o meridian_n the_o term_n of_o the_o artificial_a day_n agree_v not_o then_o with_o the_o term_n of_o the_o natural_a day_n in_o the_o same_o hour_n and_o same_o minute_n unless_o when_o the_o month_n or_o one_o of_o the_o 30_o part_n of_o the_o month_n begin_v at_o midnight_n under_o the_o meridian_n give_v at_o the_o choice_n of_o the_o astronomer_n after_o this_o common_a beginning_n the_o end_n of_o the_o artificial_a day_n prevent_v the_o end_n of_o the_o natural_a day_n under_o the_o same_o meridian_n 11_o 703_o a_o day_n in_o which_o do_v then_o consist_v the_o anamaan_n which_o always_o augment_v one_o 703_o of_o a_o day_n to_o every_o eleven_o part_n of_o the_o day_n until_o that_o the_o number_n of_o the_o 703_o part_n amount_n to_o 703_o or_o surpass_v this_o number_n for_o than_o they_o take_v 703_o of_o these_o part_n for_o a_o day_n whereby_o the_o number_n of_o the_o artificial_a day_n surpass_v the_o number_n of_o the_o natural_a day_n elapse_v since_o the_o epocha_n and_o the_o remainder_n if_o there_o be_v any_o be_v the_o anamaan_n the_o day_n of_o this_o meeting_n or_o concourse_n of_o the_o term_n of_o the_o artificial_a day_n with_o the_o term_n of_o the_o natural_a day_n under_o the_o meridian_n which_o be_v choose_v be_v always_o a_o new_a epocha_n of_o the_o anamaan_n which_o be_v reduce_v to_o nothing_o or_o to_o less_o than_o 11_o after_o have_v attain_v this_o number_n 703_o which_o arrive_v only_o at_o every_o period_n of_o 64_o day_n as_o it_o appear_v in_o divide_v 703_o by_o 11_o and_o more_o exact_o eleven_o time_n in_o 703_o day_n at_o every_o time_n give_v for_o the_o epocha_n of_o the_o anamaan_n they_o then_o take_v the_o day_n of_o the_o precede_a rencontre_n of_o the_o begin_n of_o the_o artificial_a day_n with_o the_o begin_n of_o the_o natural_a day_n which_o under_o the_o same_o meridian_n happen_v only_o five_o or_o six_o time_n in_o a_o year_n see_v then_o that_o in_o the_o five_o article_n of_o the_o ii_o section_n they_o add_v 650_o eleventh_n of_o a_o day_n to_o those_o which_o be_v elapse_v from_o the_o epocha_n of_o the_o i._o section_n they_o suppose_v that_o this_o epocha_n be_v proceed_v from_o another_o epocha_n which_o can_v only_o be_v that_o of_o the_o anamaan_n of_o 650_o eleventh_n of_o a_o day_n that_o be_v to_o say_v of_o 59_o day_n 1_o 11●_n which_o do_v give_v 650_o 703_o of_o a_o day_n for_o the_o anamaan_n under_o the_o meridian_n of_o the_o east_n indies_n to_o which_o the_o rule_n of_o this_o ii_o section_n be_v accommodate_v which_o show_v that_o under_o this_o meridian_n the_o middle_a conjunction_n which_o give_v beginning_n to_o the_o artificial_a day_n since_o the_o astronomical_a epocha_n be_v 650_o 703_o of_o a_o day_n before_o the_o end_n of_o the_o natural_a day_n in_o which_o this_o conjunction_n happen_v and_o consequent_o that_o it_o happen_v at_o one_o a_o clock_n 49_o minute_n in_o the_o morning_n under_o the_o meridian_n which_o be_v suppose_v in_o the_o same_o section_n but_o in_o the_o 9_o article_n of_o the_o 10_o section_n they_o deduct_v 40_o minute_n from_o the_o motion_n of_o the_o moon_n and_o in_o the_o 8_o article_n of_o the_o 7_o section_n they_o deduct_v 3_o minute_n from_o the_o motion_n of_o the_o sun_n which_o remove_v the_o moon_n 37_o minute_n from_o the_o sun_n at_o the_o hour_n that_o they_o suppose_v the_o middle_a conjunction_n of_o the_o moon_n with_o the_o sun_n in_o the_o ii_o section_n wherefore_o i_o have_v judge_v that_o the_o 40_o minute_n take_v from_o the_o motion_n of_o the_o moon_n and_o the_o 3_o minute_n take_v from_o the_o motion_n of_o the_o sun_n do_v result_v from_o some_o difference_n between_o the_o meridian_n to_o which_o these_o rule_n be_v accommodate_v at_o the_o beginning_n and_o of_o another_o meridian_n to_o which_o they_o have_v since_o reduce_v they_o so_o that_o under_o the_o meridian_n suppose_v in_o the_o ii_o section_n the_o new_a moon_n in_o the_o epocha_n arrive_v at_o one_o a_o clock_n 49_o minute_n in_o the_o morning_n but_o under_o the_o meridian_n which_o be_v suppose_v in_o the_o 9_o article_n of_o the_o x._o section_n at_o the_o same_o hour_n of_o i._o and_o 49_o minute_n after_o midnight_n the_o moon_n be_v distant_a from_o the_o sun_n 37_o minute_n which_o it_o make_v in_o a_o hour_n 13_o minute_n therefore_o under_o the_o meridian_n suppose_v in_o the_o 9_o article_n of_o the_o x._o section_n the_o new_a moon_n can_v not_o arrive_v till_o 3_o a_o clock_n 2_o minute_n after_o midnight_n the_o meridian_n to_o which_o these_o rule_n have_v be_v reduce_v will_v therefore_o be_v more_o oriental_a than_o the_o meridian_n choose_v at_o the_o begin_n by_o 1_o hour_n 13_o minute_n that_o be_v to_o say_v 18_o degree_n and_o a_o quarter_n and_o have_v suppose_v that_o they_o have_v reduce_v they_o to_o the_o meridian_n of_o siam_n they_o will_v be_v accommodate_v from_o the_o beginning_n almost_o to_o the_o meridian_n of_o narsinga_n what_o more_o convince_v that_o this_o substraction_n of_o 40_o minute_n from_o the_o motion_n of_o the_o moon_n and_o of_o three_o minute_n from_o the_o motion_n of_o the_o sun_n be_v cause_v from_o the_o difference_n of_o the_o meridians_fw-la of_o 1_o hour_n 13_o minute_n be_v that_o in_o 1_o hour_n 13_o minute_n the_o moon_n make_v 40_o minute_n and_o the_o sun_n 3_o it_o be_v therefore_o by_o the_o same_o difference_n of_o 1_o hour_n 13_o minute_n that_o they_o have_v deduct_v 3_o minute_n from_o the_o motion_n of_o the_o sun_n and_o 40_o minute_n from_o the_o motion_n of_o the_o moon_n without_o this_o correspondence_n of_o what_o they_o have_v deduct_v from_o the_o motion_n of_o the_o sun_n with_o what_o they_o have_v take_v from_o the_o motion_n of_o the_o moon_n which_o appear_v to_o have_v for_o foundation_n the_o same_o difference_n of_o time_n and_o consequent_o the_o same_o difference_n