Selected quad for the lemma: end_n

Word A	Word B	Word C	Word D	Occurrence	Frequency Band	MI	MI Band	Prominent
end_n	limit_n	line_n	superficies_n	1,239	5	15.5004	5	false

Text snippets containing the quad

ID	Title	Author	Corrected Date of Publication (TCP Date of Publication)	STC	Words	Pages
A44885	A learned treatise of globes, both cœlestiall and terrestriall with their several uses / written first in Latine, by Mr. Robert Hues, and by him so published ; afterward illustrated with notes by Jo. Isa. Pontanus ; and now lastly made English ... by John Chilmead ...; Tractatus de globis et eorum usu. English	Hues, Robert, 1553-1632.; Chilmead, Edmund, 1610-1654.; Pontanus, Johannes Isacius, 1571-1639.; Molyneux, Emery.	1659 (1659)	Wing H3298; ESTC R1097	145,949	311

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that_o which_o be_v comprehend_v under_o more_o than_o two_o plain_a angle_n which_o be_v not_o in_o the_o same_o superficies_n and_o meeting_n all_o in_o one_o point_n as_o be_v the_o angle_n of_o a_o cube_n or_o die_v rhombus_fw-la be_v a_o figure_n quadrangular_a have_v equal_a side_n but_o not_o equal_a angle_n rhomboide_n be_v a_o figure_n have_v neither_o equal_a side_n nor_o equal_a angle_n yet_o the_o opposite_a side_n and_o angle_n be_v equal_a a_o solid_a body_n be_v that_o which_o have_v length_n breadth_n and_o thickness_n as_o a_o cube_n or_o die_n and_o the_o limit_n or_o extreme_n of_o it_o be_v superficies_n the_o axis_n be_v that_o diameter_n above_o which_o the_o sphere_n or_o globe_n be_v turn_v the_o pole_n of_o a_o sphere_n be_v the_o extreme_n or_o end_n of_o the_o diameter_n and_o be_v terminate_v in_o the_o superficies_n of_o the_o sphere_n a_o sphere_n be_v define_v by_o euclid_n to_o be_v when_o the_o diameter_n of_o a_o semicircle_n remain_v fix_v the_o 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ille_fw-la noltri_fw-la aevi_fw-la philosophus_fw-la petus_n ramus_n etc._n etc._n where_o as_o that_o famous_a philosopher_n of_o our_o time_n peter_n ramus_n be_v of_o opinion_n that_o the_o science_n of_o astronomy_n may_v be_v frame_v by_o some_o certain_a logical_a way_n of_o computation_n with_o hypothesis_n this_o be_v nothing_o else_o but_o a_o mere_a groundless_a conjecture_n which_o con●…eit_n of_o he_o he_o propose_v indeed_o to_o i_o about_o sixteen_o ●…eares_n since_o when_o as_o we_o be_v together_o at_o au●…purge_n wish_v i_o withal_o that_o when_o as_o i_o have_v ●…nce_o reduce_v the_o course_n of_o the_o star_n into_o some_o ●…xact_a order_n by_o the_o hypothesis_n now_o in_o use_n i_o ●…ould_v then_o try_v what_o may_v be_v do_v without_o they_o and_o that_o this_o may_v possible_o be_v effect_v he_o bring_v this_o for_o his_o reason_n because_o that_o he_o have_v read_v that_o the_o egyptians_n have_v ancient_o a_o most_o easy_a and_o facile_a way_n and_o method_n 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length_n and_o distance_n upon_o the_o top_n of_o which_o there_o be_v fasten_v to_o a_o level_n and_o parallel_v to_o the_o base_a a_o round_a plate_n or_o circle_n of_o wood_n of_o a_o sufficient_a breadth_n and_o thickness_n which_o they_o call_v the_o horizon_n because_o that_o the_o uppermost_a superficies_n thereof_o horizon_n perform_v the_o office_n of_o the_o true_a horizon_n for_o it_o be_v so_o place_v that_o it_o divide_v the_o whole_a globe_n ●…nto_o two_o equal_a part_n whereof_o that_o which_o 〈◊〉_d uppermost_o represent_v unto_o we_o the_o visible_a ●…emisphaere_n and_o the_o other_o that_o which_o be_v hide_v ●…omus_fw-la so_o likewise_o that_o circle_n which_o divi●…es_v that_o part_n of_o the_o world_n which_o we_o ●…ee_v from_o ●…hat_o other_o which_o we_o see_v not_o be_v call_v the_o hori●…on_n and_o that_o point_n which_o be_v direct_o over_o our_o ●…eads_n in_o our_o hemisphere_n and_o be_v