mark_v what_o degree_n of_o latitude_n be_v exact_o above_o it_o move_v the_o globe_n round_o and_o observe_v the_o two_o point_n of_o the_o ecliptic_a that_o pass_n through_o the_o say_a degree_n of_o latitude_n search_v upon_o the_o wooden_a horizon_n or_o by_o proper_a table_n of_o the_o sun_n be_v annual_a motion_n on_o what_o day_n he_o pass_v through_o the_o aforesaid_a point_n of_o the_o ecliptic_a for_o those_o be_v the_o day_n require_v in_o which_o the_o sun_n be_v vertical_a to_o the_o give_v place_n prob._n 19_o the_o month_n and_o day_n be_v give_v to_o find_v by_o the_o globe_n those_o place_n of_o the_o north_n frigid_a zone_n where_o the_o sun_n begin_v then_o to_o shine_v constant_o without_o set_v as_o also_o those_o place_n of_o the_o south_n frigid_a zone_n in_o which_o he_o then_o begin_v to_o be_v total_o absent_a the_o day_n give_v which_o must_v always_o be_v one_o of_o those_o either_o between_o the_o vernal_a equinox_n and_o summer_n solstice_n or_o between_o the_o autumnal_a equinox_n and_o winter_n solstice_n find_v 6._o the_o sun_n place_n in_o the_o ecliptic_a and_o mark_v the_o same_o bring_v it_o to_o the_o brazen_a meridian_n and_o reckon_v the_o like_a number_n of_o degree_n from_o the_o north_n pole_n towards_o the_o equator_fw-la as_o there_o be_v betwixt_o the_o equator_fw-la and_o the_o sun_n place_n in_o the_o ecliptic_a and_o set_v a_o mark_n with_o chalk_n where_o the_o reckon_a end_n which_o do_v turn_v the_o globe_n round_o and_o all_o the_o place_n pass_v under_o the_o say_a chalk_n be_v those_o in_o which_o the_o sun_n begin_v to_o shine_v constant_o without_o set_v upon_o the_o give_v day_n for_o solution_n of_o the_o latter_a part_n of_o the_o problem_n set_v off_o the_o same_o distance_n from_o the_o south_n pole_n upon_o the_o brazen_a meridian_n towards_o the_o equator_fw-la as_o be_v former_o set_v off_o from_o the_o north_n and_o make_v a_o mark_n with_o chalk_n and_o turn_v the_o globe_n round_o all_o place_n pass_v under_o the_o say_a mark_n be_v those_o desire_v viz._n they_o in_o which_o the_o sun_n begin_v his_o total_a absence_n or_o disappearance_n from_o the_o give_v day_n prob._n 20._o a_o place_n be_v give_v in_o the_o north_n frigid_a zone_n to_o find_v by_o the_o globe_n what_o number_n of_o day_n the_o sun_n do_v constant_o shine_v upon_o the_o say_a place_n and_o what_o day_n he_o be_v absent_a as_o also_o the_o first_o and_o last_o day_n of_o his_o appearance_n bring_v the_o give_v place_n to_o the_o brazen_a meridian_n and_o observe_v its_o latitude_n 2._o elevate_v the_o globe_n according_o then_o turn_v the_o globe_n about_o till_o the_o first_o degree_n of_o cancer_n come_v under_o the_o meridian_n and_o count_v the_o same_o number_n of_o degree_n upon_o the_o meridian_n from_o each_o side_n of_o the_o equator_fw-la as_o the_o place_n be_v distant_a from_o the_o pole_n and_o make_v a_o mark_n where_o the_o reckon_a end_n turn_v the_o globe_n round_o and_o careful_o observe_v what_o two_o degree_n of_o the_o ecliptic_a pass_n exact_o under_o the_o two_o point_n mark_v in_o the_o meridian_n for_o the_o northern_a arch_n of_o the_o circle_n viz._n that_o comprehend_v between_o the_o two_o mark_a degree_n be_v reduce_v to_o time_n will_v give_v the_o number_n of_o day_n that_o the_o sun_n do_v constant_o shine_v above_o the_o horizon_n of_o the_o give_v place_n and_o the_o opposite_a arch_n of_o the_o say_a circle_n will_v give_v the_o number_n of_o day_n in_o which_o he_o be_v absent_a the_o pole_n continue_v in_o the_o same_o elevation_n bring_v the_o beginning_n of_o cancer_n to_o the_o brazen_a meridian_n and_o observe_v the_o two_o degree_n of_o the_o ecliptic_a which_o in_o the_o mean_a time_n coincide_v with_o the_o horizon_n then_o search_v upon_o the_o wooden_a horizon_n for_o those_o day_n that_o the_o sun_n do_v enter_v into_o the_o aforesaid_a degree_n of_o the_o ecliptic_a for_o those_o be_v the_o day_n of_o his_o first_o and_o last_o appearance_n in_o the_o give_v place_n prob._n 21._o the_o month_n and_o day_n be_v give_v to_o find_v that_o place_n on_o the_o globe_n to_o which_o the_o sun_n when_o in_o its_o meridian_n shall_v be_v vertical_a on_o that_o day_n the_o sun_n place_n in_o the_o ecliptic_a be_v 6._o find_v bring_v the_o same_o to_o the_o brazen_a meridian_n in_o which_o make_v a_o small_a mark_n with_o chalk_n exact_o above_o the_o sun_n place_n which_o do_v find_v 7._o those_o place_n that_o have_v the_o sun_n in_o the_o meridian_n at_o the_o time_n give_v and_o bring_v they_o to_o the_o brazen_a meridian_n observe_v that_o part_n of_o the_o globe_n exact_o under_o the_o aforesaid_a mark_n in_o the_o meridian_n for_o that_o be_v the_o place_n desire_v prob._n 22._o the_o month_n and_o day_n be_v give_v to_o find_v upon_o what_o point_n of_o the_o compass_n the_o sun_n rise_v and_o set_v in_o any_o place_n at_o the_o time_n give_v elevate_v the_o pole_n according_a to_o the_o latitude_n of_o the_o desire_a place_n and_o find_v the_o sun_n place_n in_o the_o ecliptic_a at_o the_o give_v time_n bring_v the_o same_o to_o the_o eastern_a side_n of_o the_o horizon_n and_o you_o may_v clear_o see_v the_o point_n of_o the_o compass_n upon_o which_o he_o then_o rise_v by_o turn_v the_o globe_n about_o till_o his_o place_n coincide_n with_o the_o western_a side_n of_o the_o horizon_n you_o may_v also_o see_v upon_o the_o say_a circle_n the_o exact_a point_n of_o his_o set_n prob._n 23._o to_o know_v by_o the_o globe_n the_o length_n of_o the_o long_a and_o short_a day_n and_o night_n in_o any_o place_n of_o the_o world_n elevate_v the_o pole_n according_a to_o the_o latitude_n of_o the_o give_v place_n and_o bring_v the_o first_o degree_n of_o cancer_n if_o in_o the_o northern_a or_o capricorn_n if_o in_o the_o southern_a hemisphere_n to_o the_o east-side_n of_o the_o horizon_n and_o set_v the_o index_n of_o the_o horary_a circle_n at_o noon_n turn_v the_o globe_n about_o till_o the_o sign_n of_o cancer_n touch_v the_o western-side_n of_o the_o horizon_n and_o then_o observe_v upon_o the_o horary_a circle_n the_o number_n of_o hour_n between_o the_o index_n and_o the_o upper_a figure_n of_o xii_o reckon_v they_o according_a to_o the_o motion_n of_o the_o index_n for_o that_o be_v the_o length_n of_o the_o long_a day_n the_o compliment_n whereof_o be_v the_o extent_n of_o the_o short_a night_n as_o for_o the_o short_a day_n and_o long_a night_n they_o be_v only_o the_o reverse_n of_o the_o former_a prob._n 24._o to_o know_v the_o climate_n of_o any_o give_a place_n find_v 23._o the_o length_n of_o the_o long_a day_n in_o the_o give_v place_n and_o whatever_o be_v the_o number_n of_o hour_n whereby_o it_o surpass_v twelve_o double_v that_o number_n and_o the_o product_n will_v give_v the_o true_a climate_n of_o the_o place_n desire_v but_o here_o note_v that_o this_o be_v to_o be_v understand_v of_o place_n within_o the_o latitude_n of_o 66½_n as_o for_o those_o of_o a_o great_a latitude_n where_o the_o climate_n increase_v by_o entire_a month_n enter_v the_o second_o table_n of_o climate_n page_z 10_o with_o the_o latitude_n of_o the_o give_v place_n and_o opposite_a thereto_o you_o will_v find_v the_o proper_a climate_n of_o a_o place_n in_o the_o say_a latitude_n prob._n 25._o the_o length_n of_o the_o long_a day_n in_o any_o place_n be_v know_v to_o find_v thereby_o the_o latitude_n of_o that_o place_n have_v the_o length_n of_o the_o long_a day_n you_o may_v know_v thereby_o 24._o the_o proper_a climate_n of_o that_o place_n and_o by_o the_o table_n of_o climate_n pag._n 10._o you_o may_v see_v what_o degree_n of_o latitude_n correspond_v to_o that_o climate_n which_o degree_n be_v the_o latitude_n of_o the_o place_n desire_v prob._n 26._o the_o latitude_n of_o the_o place_n be_v give_v as_o also_o the_o sun_n be_v place_n in_o the_o ecliptic_a to_o find_v thereby_o the_o beginning_n of_o the_o morning_n and_o end_n of_o the_o evening_n twilight_n the_o globe_n be_v rectify_v and_o the_o sun_n place_n bring_v to_o the_o brazen_a meridian_n set_v the_o index_n of_o the_o horary_a circle_n at_o noon_n then_o bring_v that_o degree_n of_o the_o ecliptic_a which_o be_v opposite_a to_o the_o sun_n place_n to_o the_o western_a quarter_n and_o so_o move_v the_o globe_n together_o with_o the_o quadrant_n of_o altitude_n till_o the_o degree_n opposite_a to_o the_o sun_n place_n and_o the_o 18_o degree_n of_o the_o say_a quadrant_n come_v both_o in_o one_o which_o do_v observe_v what_o hour_n the_o index_n than_o point_v at_o for_o at_o that_o hour_n do_v the_o morning_n twilight_n begin_v as_o for_o the_o evening_n twilight_n bring_v the_o degree_n of_o the_o ecliptic_a opposite_a to_o the_o sun_n place_n at_o that_o time_n
〈◊〉_d 〈◊〉_d 〈◊〉_d citò_fw-la &_o 〈◊〉_d 〈◊〉_d 〈◊〉_d 〈◊〉_d 〈◊〉_d fluo_fw-la be_v a_o mighty_a rendesvouz_n or_o large_a collection_n of_o water_n environ_v a_o considerable_a part_n of_o the_o main_a continent_n def._n 34._o the_o sea_n lat._n salum_n à _fw-fr sale_n quia_fw-la salsum_fw-la be_v a_o small_a collection_n of_o water_n intermingle_v with_o island_n and_o entire_o or_o most_o environ_v with_o land_n def._n 35._o a_o gulf_n lat._n sinus_n quasi_fw-la sinu_fw-la svo_fw-la mare_fw-la complectens_fw-la be_v a_o part_n of_o the_o sea_n every_o where_o environ_v with_o land_n except_o one_o passage_n whereby_o it_o communicate_v with_o the_o neighbour_a sea_n or_o main_a ocean_n def._n 36._o a_o strait_n lat._n fretum_n à _fw-la ferveo_fw-la quod_fw-la ibi_fw-la ferveat_fw-la mare_fw-la propter_fw-la angustiam_fw-la be_v a_o narrow_a passage_n either_o join_v a_o gulf_n to_o the_o neighbour_a sea_n or_o ocean_n or_o one_o part_n of_o the_o sea_n or_o ocean_n to_o another_o def._n 37._o a_o lake_n lat._n lacus_n a_o gr._n 〈◊〉_d 〈◊〉_d 〈◊〉_d 〈◊〉_d 〈◊〉_d fossa_n vel_fw-la fovea_fw-la be_v a_o small_a collection_n of_o deep_a stand_a water_n entire_o surround_v with_o land_n and_o have_v no_o visible_a or_o immediate_a communication_n with_o the_o sea_n def._n 38._o a_o river_n lat._n flumen_n well_fw-mi fluvius_n à _fw-la fluo_fw-la be_v a_o considerable_a stream_n of_o fresh_a water_n issue_v out_o of_o one_o or_o various_a fountain_n and_o continual_o glide_v along_o in_o one_o or_o more_o channel_n till_o it_o disgorge_v itself_o at_o last_o into_o the_o gape_a mouth_n of_o the_o thirsty_a ocean_n these_o be_v all_o the_o necessary_a term_n common_o use_v in_o modern_a geography_n and_o particular_o those_o that_o either_o need_n or_o can_v well_o admit_v of_o a_o definition_n description_n or_o derivation_n we_o proceed_v in_o the_o next_o place_n to_o sect_n ii_o contain_v some_o pleasant_a geographical_a problem_n prob._n 1._o the_o diameter_n of_o the_o artificial_a globe_n be_v give_v to_o find_v its_o surface_n in_o square_n and_o its_o solidity_n in_o cubick_a measure_n multiply_v the_o diameter_n by_o the_o circumference_n or_o a_o great_a circle_n divide_v the_o globe_n into_o two_o equal_a part_n and_o the_o product_n will_v give_v the_o first_o then_o multiply_v the_o say_a product_n by_o ⅙_n of_o the_o diameter_n and_o the_o product_n of_o that_o will_v give_v the_o second_o after_o the_o same_o manner_n we_o may_v find_v the_o surface_n and_o solidity_n of_o the_o natural_a globe_n as_o also_o the_o whole_a body_n of_o the_o atmosphere_n surround_v the_o same_o provide_v it_o be_v always_o and_o every_o where_o of_o the_o same_o height_n for_o have_v find_v the_o perpendicular_a height_n thereof_o by_o that_o common_a experiment_n of_o the_o ascent_n of_o mercury_n at_o the_o foot_n and_o top_n of_o a_o mountain_n double_v the_o say_a height_n and_o add_v the_o same_o to_o the_o diameter_n of_o the_o earth_n then_o multiply_v the_o whole_a as_o a_o new_a diameter_n by_o its_o proper_a circumference_n and_o from_o the_o product_n subtract_v the_o solidity_n of_o the_o earth_n the_o remainder_n will_v give_v the_o solidity_n of_o the_o atmosphere_n prob._n 2._o to_o rectify_v the_o globe_n the_o globe_n be_v set_v upon_o a_o true_a plain_n raise_v the_o pole_n according_a to_o the_o give_v latitude_n then_o fix_v the_o quadrant_n of_o altitude_n in_o the_o zenith_n and_o if_o any_o mariner_n compass_n upon_o the_o pedestal_n let_v the_o globe_n be_v so_o situate_v as_o that_o the_o brazen_a meridian_n may_v stand_v due_a south_n and_o north_n according_a to_o the_o two_o extremity_n of_o the_o needle_n prob._n 3._o to_o find_v the_o longitude_n and_o latitude_n of_o any_o place_n by_o longitude_n we_o do_v not_o here_o understand_v that_o opprobrium_fw-la navigatorum_fw-la of_o ea_v and_o westing_n but_o simple_o the_o distance_n between_o the_o give_v place_n and_o the_o first_o meridian_n inscribe_v on_o the_o surface_n of_o the_o globe_n for_o the_o find_n of_o which_o bring_v the_o give_v place_n to_o the_o east-side_n of_o the_o brazen_a meridian_n and_o observe_v what_o degree_n of_o the_o equator_fw-la be_v just_a under_o the_o say_a meridian_n for_o that_o be_v the_o degree_n of_o longitude_n peculiar_a to_o the_o give_v place_n and_o the_o degree_n of_o the_o meridian_n exact_o above_o that_o place_n be_v its_o proper_a latitude_n which_o be_v either_o southern_a or_o northern_a according_a as_o the_o place_n be_v south_n or_o north_n of_o the_o equinoctial_a line_n prob._n 4._o the_o longitude_n and_o latitude_n of_o any_o place_n be_v give_v to_o find_v that_o place_n on_o the_o globe_n bring_v the_o give_v degree_n of_o longitude_n to_o the_o brazen_a meridian_n reckon_v upon_o the_o same_o meridian_n the_o degree_n of_o give_v latitude_n whether_o south_n or_o north_n and_o make_v a_o mark_n with_o chalk_n where_o the_o reckon_a end_n the_o point_n exact_o under_o that_o chalk_n be_v the_o place_n desire_v prob._n 5._o the_o latitude_n of_o any_o place_n be_v give_v to_o find_v all_o those_o place_n that_o have_v the_o same_o latitude_n the_o globe_n be_v rectify_v 2._o according_a to_o the_o latitude_n of_o the_o give_v place_n and_o that_o place_n be_v bring_v to_o the_o brazen_a meridian_n make_v a_o mark_n exact_o above_o the_o same_o and_o turn_v the_o globe_n round_o all_o those_o place_n pass_v under_o the_o say_a mark_n have_v the_o same_o latitude_n with_o the_o give_v place_n prob._n 6._o to_o find_v the_o sun_n be_v place_n in_o the_o ecliptic_a at_o any_o time_n the_o month_n and_o day_n be_v give_v look_v for_o the_o same_o upon_o the_o wooden_a horizon_n and_o over_o against_o the_o day_n you_o will_v find_v the_o particular_a sign_n and_o degree_n in_o which_o the_o sun_n be_v at_o that_o time_n observe_v withal_o the_o difference_n between_o the_o julian_n and_o gregorian_n calendar_n which_o sign_n and_o degree_n be_v note_v in_o the_o ecliptic_a the_o same_o be_v the_o sun_n place_n or_o pretty_a near_o it_o at_o the_o time_n desire_v prob._n 7._o the_o month_n and_o day_n be_v give_v as_o also_o the_o particular_a time_n of_o that_o day_n to_o find_v those_o place_n of_o the_o globe_n to_o which_o the_o sun_n be_v in_o their_o meridian_n at_o that_o particular_a time_n the_o pole_n be_v elevate_v 2._o according_a to_o the_o latitude_n of_o the_o place_n in_o which_o you_o be_v and_o the_o sun_n place_n find_v 6._o in_o the_o ecliptic_a at_o the_o time_n give_v bring_v the_o same_o to_o the_o brazen_a meridian_n and_o set_v the_o index_n of_o the_o horary_a circle_n at_o the_o upper_a figure_n of_o xii_o turn_v the_o globe_n till_o the_o say_a index_n point_n at_o the_o give_v hour_n of_o the_o day_n which_o do_v fix_v the_o globe_n in_o that_o situation_n and_o observe_v all_o those_o place_n exact_o under_o the_o brazen_a meridian_n for_o those_o be_v the_o place_n desire_v prob._n 8._o to_o know_v the_o length_n of_o the_o day_n and_o night_n in_o any_o place_n of_o the_o earth_n at_o any_o time_n elevate_v the_o pole_n 2._o according_a to_o the_o latitude_n of_o the_o give_v place_n find_v the_o sun_n place_n in_o the_o ecliptic_a 6._o at_o that_o time_n which_o be_v bring_v to_o the_o east_n side_n of_o the_o horizon_n set_v the_o index_n of_o the_o horary_a circle_n at_o noon_n or_o the_o upper_a figure_n of_o 12._o and_o turn_v the_o globe_n about_o till_o the_o aforesaid_a place_n of_o the_o ecliptic_a touch_n the_o western_a side_n of_o the_o horizon_n look_v upon_o the_o horary_a circle_n and_o wheresoever_o the_o index_n point_v reckon_v the_o number_n of_o hour_n between_o the_o same_o and_o the_o upper_a figure_n of_o 12._o for_o that_o be_v the_o length_n of_o the_o day_n at_o the_o time_n desire_v the_o compliment_n whereof_o be_v the_o length_n of_o the_o night_n note_v there_o be_v a_o mistake_n in_o work_v the_o seven_o problem_n for_o the_o same_o aught_o to_o be_v perform_v thus_o the_o pole_n be_v elevate_v according_a to_o the_o latitude_n of_o the_o give_v place_n bring_v the_o say_a place_n to_o the_o brazen_a meridian_n and_o set_v the_o index_n of_o the_o horary_a circle_n at_o the_o hour_n of_o the_o day_n in_o the_o give_v place_n turn_v the_o globe_n till_o the_o index_n point_n at_o the_o upper_a figure_n of_o xii_o which_o do_v fix_v the_o globe_n in_o that_o situation_n and_o observe_v what_o place_n be_v exact_o under_o the_o upper_a hemisphere_n of_o the_o brazen_a meridian_n for_o those_o be_v the_o place_n desire_v prob._n 9_o to_o find_v by_o the_o globe_n the_o antaeci_n periaeci_n and_o antipode_n of_o any_o give_a place_n bring_v the_o give_v place_n to_o the_o brazen_a meridian_n and_o find_v 3._o its_o true_a latitude_n count_v upon_o the_o equator_fw-la the_o same_o number_n of_o degree_n towards_o the_o opposite_a pole_n and_o observe_v
where_o the_o reckon_a end_n for_o that_o be_v the_o place_n of_o the_o antaeci_n the_o give_a place_n continue_v under_o the_o brazen_a meridian_n set_v the_o index_n of_o the_o horary_a circle_n at_o noon_n and_o turn_v the_o globe_n about_o till_o the_o same_o point_n at_o midnight_n or_o the_o low_a 12._o the_o place_n which_o then_o come_v to_o the_o meridian_n have_v the_o same_o latitude_n with_o the_o former_a be_v that_o of_o the_o perioeci_n as_o for_o the_o antipode_n of_o the_o give_v place_n reckon_v from_o the_o say_a place_n upon_o the_o brazen_a meridian_n 180_o degree_n either_o south_n or_o north_n or_o as_o many_o degree_n beyond_o the_o far_a pole_n as_o you_o be_v to_o the_o near_a and_o observe_v exact_o where_o the_o reckon_a end_n for_o that_o be_v the_o place_n desire_v prob._n 10._o to_o know_v what_o a_o clock_n it_o be_v by_o the_o globe_n in_o any_o place_n of_o the_o world_n and_o at_o any_o time_n provide_v you_o know_v the_o hour_n of_o the_o day_n where_o you_o be_v at_o the_o same_o time_n bring_v the_o place_n in_o which_o you_o be_v to_o the_o brazen_a meridian_n the_o pole_n be_v raise_v 3._o according_a to_o the_o latitude_n thereof_o and_o set_v the_o index_n of_o the_o horary_a circle_n at_o the_o hour_n of_o the_o day_n at_o that_o time_n then_o bring_v the_o desire_a place_n to_o the_o brazen_a meridian_n and_o the_o index_n will_v point_v out_o the_o present_a hour_n at_o that_o place_n where_o ever_o it_o be_v prob._n 11._o to_o know_v by_o the_o globe_n when_o the_o great_a mogul_n of_o india_n and_o czar_n of_o moscovia_n sit_v down_o to_o dinner_n this_o be_v only_o to_o know_v when_o its_o noon_n at_o agra_n and_o moscow_n the_o imperial_a seat_n of_o those_o mighty_a monarch_n which_o we_o may_v very_o easy_o do_v at_o what_o time_n soever_o it_o be_v or_o wheresoever_o we_o be_v for_o find_v by_o the_o forego_n problem_n the_o present_a hour_n of_o the_o day_n in_o the_o city_n abovementioned_a suppose_v withal_o that_o midday_n in_o the_o aforesaid_a city_n be_v dining-time_n we_o may_v ready_o determine_v how_o near_o it_o be_v to_o the_o time_n desire_v prob._n 12._o to_o find_v the_o hour_n of_o the_o day_n by_o the_o globe_n at_o any_o time_n when_o the_o sun_n shine_v divide_v your_o ecliptic_a line_n in_o twenty_o four_o equal_a part_n and_o in_o small_a figure_n set_v down_o the_o hour_n of_o the_o natural_a day_n after_o the_o follow_a manner_n at_o the_o intersection_n of_o the_o ecliptic_a and_o equator_fw-la place_n the_o figure_n 6_o and_o bring_v both_o those_o figure_n to_o the_o brazen_a meridian_n one_o be_v in_o the_o upper_a and_o the_o other_o in_o the_o low_a hemisphere_n which_o do_v place_v the_o twelve_o figure_n in_o the_o western_a hemisphere_n in_o this_o order_n follow_v 6_o 7_o 8_o 9_o 10_o 11_o 12_o 1_o 2_o 3_o 4_o 5_o 6._o begin_v then_o at_o the_o same_o figure_n of_o 6_o and_o proceed_v eastward_o set_v down_o the_o other_o twelve_o figure_n thus_o 6_o 5_o 4_o 3_o 2_o 1_o 12_o 11_o 10_o 9_o 8_o 7_o 6._o the_o equinoctial_a be_v thus_o divide_v and_o mark_v elevate_v the_o globe_n 3._o according_a to_o the_o latitude_n of_o the_o place_n where_o you_o be_v and_o bring_v the_o intersection_n of_o the_o vernal_a equinox_n to_o the_o upper_a part_n of_o the_o brazen_a meridian_n and_o situate_a the_o globe_n 2._o due_o south_n and_o north_n observe_v exact_o that_o half_a of_o the_o globe_n upon_o which_o the_o sun_n do_v actual_o shine_v for_o the_o last_o part_n of_o the_o enlighten_v hemisphere_n do_v always_o show_v the_o hour_n of_o the_o day_n upon_o the_o equinoctial_a line_n prob._n 13._o the_o latitude_n of_o the_o place_n and_o height_n of_o the_o sun_n be_v give_v at_o any_o time_n to_o find_v thereby_o the_o hour_n of_o the_o day_n the_o globe_n be_v rectify_v 2._o according_a to_o the_o latitude_n of_o the_o give_v place_n and_o the_o height_n of_o the_o sun_n at_o that_o time_n be_v find_v by_o a_o exact_a quadrant_n mark_v his_o place_n in_o the_o ecliptic_a 6._o for_o the_o give_v day_n and_o bring_v the_o same_o to_o the_o brazen_a meridian_n after_o this_o fix_v the_o quadrant_n of_o altitude_n in_o the_o zenith_n and_o mark_v in_o the_o say_a quadrant_n the_o particular_a degree_n of_o the_o sun_n altitude_n and_o place_v the_o index_n of_o the_o horary_a circle_n at_o noon_n move_v the_o globe_n together_o with_o the_o quadrant_n of_o altitude_n till_o the_o sun_n place_n mark_v in_o the_o ecliptic_a and_o his_o degree_n of_o altitude_n mark_v upon_o the_o say_a quadrant_n do_v come_v both_o in_o one_o which_o do_v observe_v what_o hour_n the_o index_n do_v point_n at_o for_o that_o be_v the_o hour_n desire_v prob._n 14._o the_o latitude_n of_o the_o place_n be_v give_v as_o also_o the_o true_a bear_n of_o the_o sun_n in_o the_o say_a place_n at_o any_o time_n to_o find_v thereby_o the_o hour_n of_o the_o day_n the_o globe_n be_v 2._o rectify_v and_o the_o sun_n place_n 6._o mark_v in_o the_o ecliptic_a fix_v the_o quadrant_n of_o altitude_n in_o the_o zenith_n and_o by_o the_o mariner_n compass_n observe_v the_o true_a bear_n of_o the_o sun_n then_o bring_v the_o quadrant_n of_o altitude_n to_o the_o observe_v point_n of_o the_o compass_n upon_o the_o wooden_a horizon_n and_o move_v the_o globe_n till_o the_o sun_n place_n in_o the_o ecliptic_a coincide_n with_o the_o say_a quadrant_n which_o do_v and_o the_o globe_n continue_v in_o that_o position_n the_o index_n of_o the_o horary_a circle_n will_v point_v at_o the_o hour_n of_o the_o day_n at_o the_o time_n desire_v prob._n 15._o the_o latitude_n of_o the_o place_n and_o sun_n be_v place_n in_o the_o ecliptic_a be_v give_v to_o find_v thereby_o the_o hour_n of_o the_o day_n elevate_v the_o pole_n according_a to_o the_o give_v latitude_n and_o situate_v the_o globe_n due_o south_n and_o north_n 2._o by_o the_o mariner_n compass_n then_o fix_v a_o small_a needle_n perpendicular_o in_o the_o sun_n place_n in_o the_o ecliptic_a and_o bring_v the_o same_o to_o the_o brazen_a meridian_n set_v the_o index_n of_o the_o horary_a circle_n at_o noon_n which_o do_v turn_v the_o globe_n till_o the_o needle_n cast_v no_o shadow_n at_o all_o and_o then_o observe_v the_o index_n for_o it_o will_v then_o point_v at_o the_o true_a hour_n of_o the_o day_n prob._n 16._o any_o place_n be_v give_v to_o move_v the_o globe_n so_o as_o that_o the_o wooden_a horizon_n shall_v be_v the_o horizon_n of_o the_o same_o bring_v the_o give_v place_n to_o the_o brazen_a meridian_n and_o reckon_v from_o it_o upon_o the_o say_a meridian_n the_o number_n of_o 90_o degree_n towards_o either_o of_o the_o pole_n and_o where_o the_o reckon_a end_n place_v that_o part_n of_o the_o meridian_n in_o the_o notch_n of_o the_o wooden_a horizon_n and_o it_o will_v prove_v the_o horizon_n of_o the_o give_v place_n prob._n 17._o to_o find_v the_o meridian-line_n by_o the_o globe_n in_o any_o place_n and_o at_o any_o time_n of_o the_o day_n the_o latitude_n of_o the_o place_n be_v know_v and_o the_o globe_n 2._o elevate_v according_o observe_v the_o height_n of_o the_o sun_n above_o the_o horizon_n at_o that_o time_n and_o draw_v upon_o a_o true_a plain_n a_o straight_a line_n in_o or_o parallel_v to_o the_o shadow_n of_o a_o style_n perpendicular_o erect_v upon_o that_o plain_a in_o which_o describe_v a_o circle_n at_o any_o open_n of_o the_o compass_n and_o find_v 6._o the_o sun_n place_n in_o the_o ecliptic_a and_o mark_v his_o observe_a height_n in_o the_o quadrant_n of_o altitude_n then_o move_v the_o globe_n together_o with_o the_o say_a quadrant_n till_o that_o mark_n in_o the_o quadrant_n and_o the_o sun_n place_n in_o the_o ecliptic_a come_v both_o in_o one_o which_o do_v count_v upon_o the_o wooden_a horizon_n the_o number_n of_o degree_n between_o the_o quadrant_n of_o altitude_n and_o the_o brazen_a meridian_n and_o set_v off_o the_o same_o number_n of_o degree_n upon_o the_o aforesaid_a circle_n draw_v upon_o the_o plain_a by_o make_v a_o visible_a point_n in_o the_o circumference_n where_o the_o reckon_a end_n begin_v still_o at_o the_o side_n towards_o the_o sun_n and_o proceed_v east_n or_o west_n according_a to_o the_o time_n of_o the_o day_n then_o draw_v a_o line_n from_o that_o point_n in_o the_o circumference_n through_o the_o centre_n of_o the_o say_a circle_n and_o the_o same_o will_v prove_v the_o true_a meridian-line_n of_o that_o place_n at_o what_o time_n soever_o the_o observation_n be_v make_v prob._n 18._o a_o place_n be_v give_v in_o the_o torrid_a zone_n to_o find_v those_o day_n in_o which_o the_o sun_n shall_v be_v vertical_a to_o the_o same_o bring_v the_o give_v place_n to_o the_o brazen_a meridian_n and_o