Selected quad for the lemma: ground_n

Word A	Word B	Word C	Word D	Occurrence	Frequency Band	MI	MI Band	Prominent
ground_n	draw_v	line_n	point_n	2,200	5	9.3142	4	true

Text snippets containing the quad

ID	Title	Author	Corrected Date of Publication (TCP Date of Publication)	STC	Words	Pages
A53496	A more exact way to delineate the plot of any spacious parcel of land as baronies, parishes, and town-lands, as also of rivers, harbours and loughs, &c. than is as yet in practice : also a method or form of keeping the field-book, and how to cast up the superficial content of a plot most exactly.	Osborne, Henry.	1654 (1654)	Wing O524; ESTC R41513	7,370	11

more_o quick_a dispatch_n we_o add_v several_o the_o several_a number_n in_o each_o column_n together_o as_o in_o the_o example_n follow_v and_o here_o i_o begin_v with_o the_o south_n column_n and_o put_v they_o into_o the_o table_n note_v with_o x_o thus_o 4_o 29_o 4_o 29_o &_o more_o by_o 5_o 10_o be_v equal_a to_o 9_o 39_o and_o 9_o 39_o add_v to_o 0_o 55_o be_v equal_a to_o 9_o 94_o and_o 9_o 94_o add_v to_o 2_o 76_o be_v equal_a to_o 12_o 70._o and_o 12_o 70_o add_v to_o 7_o 25_o be_v equal_a to_o 19_o 95._o and_o 19_o 95_o add_v to_o 1_o 98_o be_v equal_a to_o 21_o 93._o &_o 21_o 93_o add_v to_o 10_o 60_o be_v equal_a to_o 32_o 53._o &_o 32_o 53_o add_v to_o 12_o 84_o be_v equal_a to_o 45_o 37._o and_o thus_o be_v the_o south_n column_n sum_v up_o and_o the_o several_a number_n in_o the_o northern_a column_n be_v to_o be_v subduct_v out_o of_o the_o south_n column_n thus_o 4_o 74_o substracted_a from_o 45_o 37_o there_o rest_v 40_o 63._o and_o 7_o 74_o subduct_v from_o 40_o 63_o there_o rest_v 32_o 89._o and_o 4_o 28_o substracted_a from_o 32_o 89_o there_o remain_v 28_o 61._o and_o 8_o 71_o subduct_v from_o 28_o 61_o there_o rest_v 19_o 90._o and_o 19_o 90_o subduct_v from_o 19_o 90_o there_o rest_v 00_o 00._o and_o thus_o you_o see_v i_o have_v draw_v the_o north_n and_o south_n column_n into_o the_o column_n x._o i_o shall_v proceed_v in_o the_o same_o manner_n with_o the_o east_n and_o west_n column_n as_o to_o draw_v they_o into_o the_o column_n z._n first_o 14_o 06_o and_o 14_o 06_o add_v to_o 19_o 79_o be_v equal_a to_o 33_o 85._o and_o 33_o 85_o add_v to_o 10_o 49_o be_v equal_a to_o 44_o 34_o &_o 44_o 34_o add_v to_o 9_o 30_o be_v equal_a to_o 33_o 64._o and_o 53_o 64_o add_v to_o 28_o 11_o be_v equal_a to_o 81_o 75._o &_o 81_o 75_o add_v to_o 7_o 12_o be_v equal_a to_o 88_o 87._o and_o 88_o 87_o add_v to_o 00_o 00_o be_v equal_a to_o 88_o 87._o and_o this_o be_v the_o reason_n of_o twice_o 88_o 87_o in_o the_o table_n z_o &_o 88_o 87._o add_v to_o 6_o 97_o be_v equal_a to_o 95_o 84._o and_o so_o far_o be_v the_o west_n column_n sum_v up_o the_o east_n column_n follow_v and_o be_v to_o be_v subduct_v out_o of_o the_o west_n thus_o 33_o 61_o substracted_a from_o 95_o 84_o there_o rest_v 62_o 23._o and_o 23_o 75_o subduct_v from_o 62_o 23_o there_o rest_v 38_o 48._o and_o 20_o 97_o subduct_v from_o 38_o 48_o there_o rest_v 17_o 51._o and_o 19_o 11_o substracted_a from_o 17_o 51_o which_o because_o i_o can_v do_v i_o subduct_v 17_o 51_o out_o of_o 19_o 11_o there_o rest_v 1_o 60._o east_n from_o which_o i_o subduct_v 1_o 60_o in_o the_o west_n and_o there_o remain_v 00_o 00._o and_o thus_o be_v my_o two_o column_n of_o x_o and_z z_o made_z by_o which_o i_o lay_v down_o the_o scheme_n distance_n angles_n south_n north._n east_n west_n x_o z_o 14_o 70_o 73_o 00_o s_n w_n 4_o 29_o  _fw-fr  _fw-fr 14_o 06_o 4_o 29_o 14_o 06_o 20_o 40_o 75_o 30_o s_n w_o 5_o 10_o  _fw-fr  _fw-fr 19_o 79_o 9_o 39_o 33_o 85_o 10_o 50_o 87_o 00_o s_n w_n 0_o 55_o  _fw-fr  _fw-fr 10_o 49_o 9_o 94_o 44_o 34_o 9_o 70_o 73_o 30_o s_n w_n 2_o 76_o  _fw-fr  _fw-fr 9_o 30_o 12_o 70_o 53_o 64_o 29_o 00_o 75_o 30_o s_n w_n 7_o 25_o  _fw-fr  _fw-fr 28_o 11_o 19_o 95_o 81_o 75_o 7_o 40_o 74_o 30_o s_n w_n 1_o 98_o  _fw-fr  _fw-fr 7_o 12_o 21_o 93_o 88_o 87_o 10_o 60_o south_n 10_o 60_o  _fw-fr  _fw-fr 00_o 00_o 32_o 53_o 88_o .87_o 14_o 60_o 28_o 30_o s_n w_n 12_o 84_o  _fw-fr  _fw-fr 6_o 97_o 45_o 37_o 95_o 84_o 33_o 95_o 82_o 00_o n_o e_o  _fw-fr 4_o 74_o 33_o 61_o  _fw-fr 40_o 63_o 62_o 23_o 25_o 00_o 72_o 00_o n_o e_o  _fw-fr 7_o 74_o 25_o 75_o  _fw-fr 32_o 89_o 38_o 48_o 21_o 40_o 78_o 30_o n_o e_o  _fw-fr 4_o 28_o 20_o 97_o  _fw-fr 28_o 61_o 17_o 51_o 21_o 00_o 65_o 30_o n_o e_o  _fw-fr 8_o 71_o 19_o 11_o  _fw-fr 19_o 90_o 1_o 60_o 20_o 00_o 4_o 30_o n_n w_n  _fw-fr 19_o 90_o  _fw-fr 1_o 60_o 00_o 00_o 00_o 00_o 238._o 25_o  _fw-fr 45._o 37_o 45._o 37_o 97._o 44_o 97_o 44_o x_o z_o sect._n iii_o how_o to_o delineate_v the_o scheme_n consider_v which_o way_n the_o ground_n lie_v i_o take_v a_o point_n for_o my_o first_o station_n so_o as_o the_o whole_a may_v fall_v convenient_o within_o the_o plot_n which_o let_v be_v the_o point_n a._n by_o which_o point_n i_o draw_v a_o meridian_n and_o parallel_n namely_o two_o right_a line_n intersect_v one_o another_o at_o right_a angle_n whereof_o let_v n_n s_o be_v the_o meridian_n run_v north_n and_o south_n and_o e_o w._n the_o parallel_n run_v east_n and_o west_n and_o first_o i_o look_v to_o the_o south_n and_o north_n column_n and_o there_o in_o the_o south_n column_n and_o against_o the_o first_o station_n i_o find_v 4_o 29._o and_o even_o with_o it_o in_o the_o west_n i_o find_v 14_o 06_o then_o with_o my_o compass_n on_o a_o scale_n of_o equal_a part_n i_o measure_v this_o 4_o 29_o on_o the_o meridian_n line_n from_o a._n towards_o s_n to_o 1._o also_o i_o take_v the_o length_n of_o 14_o 06_o of_o the_o seal_n and_o set_v it_o on_o the_o line_n of_o east_n and_o west_n from_o a_o to_o 1_o then_o keep_v your_o compass_n at_o that_o distance_n set_v one_o point_n in_o the_o meridian_n line_n at_o 1_o and_o with_o the_o other_o point_n describe_v a_o small_a arch_n towards_o b._n then_o set_v the_o compass_n to_o the_o first_o distance_n 4_o 29_o and_o set_v one_o point_n in_o 1_o on_o the_o line_n of_o east_n and_o west_n across_o the_o aforesaid_a arch_n and_o in_o the_o point_n of_o cross_v note_v it_o with_o a_o prick_n and_o a_o line_n draw_v from_o this_o point_n to_o the_o point_n a_o represent_v my_o first_o line_n a_o b_o 14_o 70._o then_o i_o observe_v against_o my_o second_o station_n in_o the_o column_n x_o z._n for_o the_o south_n 9_o 39_o and_o for_o the_o west_n 33_o 85._o first_o i_o take_v the_o 9_o 39_o on_o the_o scale_n of_o equal_a part_n and_o lay_v it_o as_o before_o on_o the_o meridian_n line_n n._n s._n from_o a._n to_o 2_o also_o i_o take_v the_o length_n 33_o 85_o and_o measure_v it_o on_o the_o line_n of_o east_n and_o west_n from_o a_o to_o 2_o then_o keep_v your_o compass_n at_o that_o distance_n set_v one_o point_n in_o the_o meridian_n line_n at_o 2._o and_o with_o the_o other_o foot_n describe_v a_o arch_n towards_o c._n then_o set_v the_o compass_n at_o the_o former_a distance_n 939_o set_v one_o point_n in_o the_o line_n of_o east_n and_o west_n at_o 2._o and_o with_o the_o other_o foot_n across_o the_o aforesaid_a arch_n and_o note_v the_o point_n of_o cross_v for_o a_o line_n draw_v from_o thence_o to_o the_o point_n b._n be_v my_o second_o line_n 20_o 40_o and_o thus_o you_o may_v lay_v down_o the_o distance_n c.d.e._n etc._n etc._n till_o you_o have_v include_v the_o figure_n the_o practice_n of_o this_o but_o once_o make_v all_o perfect_a sect._n four_o how_o to_o cast_v up_o the_o superficial_a content_a now_o for_o the_o exact_a cast_v up_o the_o area_n the_o very_a bare_a inspection_n will_v declare_v it_o for_o in_o the_o first_o triangle_n a._n b._n 1_o it_o be_v plain_a by_o the_o table_n that_o the_o base_a be_v 14_o 06_o the_o cathetus_n 4_o 29_o the_o second_o triangle_n b._n c._n q._n the_o base_a 19_o 79_o and_o the_o cathetus_n 5_o 10_o also_o the_o parallelogram_n 1._o b._n 2._o q._n have_v for_o his_o side_n the_o cathetus_n of_o the_o first_o triangle_n 4_o 29_o &_o base_a of_o the_o second_o triangle_n 19_o 79_o so_o it_o be_v obvious_a for_o all_o the_o rest_n then_o have_v consider_v the_o length_n &_o breadth_n of_o the_o rectangle_n figure_n a_o b_o c_o d_o within_o which_o the_o great_a extent_n of_o your_o plot_n be_v contain_v draw_v into_o one_o another_o and_o from_o the_o product_v you_o shall_v subduct_v the_o product_n of_o all_o those_o triangle_n and_o parrallelogram_n comprehend_v within_o the_o say_a rectangle_n figure_n and_o perimeter_n of_o your_o plot_n the_o remainder_n shall_v be_v the_o superficial_a content_n of_o that_o figure_n as_o in_o the_o forego_n scheme_n the_o side_n of_o the_o rectangle_n figure_n contain_v the_o plot_n be_v 45_o 37_o and_o 97_o 44_o which_o draw_v into_o one_o another_o be_v 44208528_o and_o the_o product_n of_o the_o several_a triangle_n and_o parrallelogram_n be_v 23799003_o which_o subduct_v from_o the_o former_a there_o rest_v 204_o 09525_o which_o be_v the_o number_n of_o square_a link_n in_o the_o plot_n and_o if_o your_o chain_n be_v four_o pole_n than_o be_v you_o to_o cut_v off_o the_o five_o last_o figure_n towards_o the_o right_a hand_n the_o residue_n shall_v be_v the_o number_n of_o acre_n as_o thus_o 204_o 09525_o be_v 204_o acre_n and_o 9525_o link_n but_o if_o your_o chain_n be_v two_o pole_n than_o the_o four_o pair_v of_o this_o number_n shall_v be_v the_o number_n of_o acre_n viz._n 51_o acre_n and_o 2381_o link_n or_o almost_o 4_o perch_n for_o like_a plain_n be_v in_o a_o duplicate_v ratio_fw-la to_o their_o homologal_a side_n by_o 20._o eucl._n 6._o that_o be_v as_o a_o quadrat_fw-la to_o a_o quadrat_fw-la and_o therefore_o if_o three_o line_n be_v proportional_a it_o shall_v be_v as_o the_o first_o be_v to_o the_o three_o so_o be_v the_o superficies_n upon_o the_o first_o to_o the_o superficies_n on_o the_o second_o for_o example_n 1._o 2._o 4_o be_v proportional_a therefore_o as_o 1._o be_v to_o 4_o so_o be_v the_o square_a of_o 1._o to_o the_o square_n of_o 2._o upon_o this_o depend_v the_o reason_n of_o reduction_n of_o plot_n or_o quantity_n either_o big_a or_o lesser_a finis_fw-la