1. Kąt α

α=H_z-H₁

α₁=36,6455^g

α₂=45,4091^g

α₃=66,7075^g

α₄=117,8408^g

α₅=4,8619^g

α₆=4,8256^g

α₇=4,1424^g

α₈=7,5016^g

α₉=38,7357^g

α₁₀=46,2007^g

α₁₁=59,7495^g

α₁₂=90,2385^g

1. Azymuty

A_st-naw=85,0000^g

A_st-1=Ast-naw+α1

A_st-1=121,6455^g

A_st-2=130,4091^g

A_st-3=151,7075^g

A_st-4=202,8408^g

A_st-5=80,1381^g

A_st-6=80,1744^g

A_st-7=80,8576^g

A_st-8=92,5016^g

A_st-9=46,2643^g

A_st-10=38,7993^g

A_st-11=25,2505^g

A_st-12=-5,2385^g

1. Współrzędne punktów

x₁=x_st+d_st-1*cosA_st-1 y₁=y_st+d_st-1*sinA_st-1

x₁=89,66m y₁=129,22m

x₂=89,79m y₂=119,73m

x₃=90,04m y₃=109,44m

x₄=90,38m y₄=99,57m

x₅=110,70m y₅=133,16m

x₆=108,11m y₆=125,18m

x₇=104,96m y₇=116,01m

x₈=100,74m y₈=106,28m

x₉=128,97m y₉=125,75m

x₁₀=124,43m y₁₀=117,05m

x₁₁=118,49m y₁₁=107,75m

x₁₂=115,36m y₁₂=98,73m

$$h_{1} = \frac{d_{st - 1}}{\text{tgV}}$$

∆h₁=-1,767m

∆h₂=-1,652m

∆h₃=-1,412m

∆h₄=-1,228m

∆h₅=-0,812m

∆h₆=-0,551m

∆h₇=-0,461m

∆h₈=-0,365m

∆h₉=2,076m

∆h₁₀=1,954m

∆h₁₁=1,703m

∆h₁₂=1,813m

1. Wysokości

H₁=H_st+i+∆h-s

H₁=165,725m

H₂=165,612m

H₃=165,278m

H₄=165,186m

H₅=164,770m

H₆=164,509m

H₇=164,419m

H₈=164,323m

H₉=160,514m

H₁₀=162,004m

H₁₁=162,255m

H₁₂=162,145m