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Regression line on weight and result

With regression analysis we can check if there is a relationship between a dependent (also called outcome variable) and an independent variable. In this statistic, the relationship between the weight of a rider and the result (outcome) is investigated.

The formula for the regression line on the riders in the result is as follows:

result = -1.3 * weight + 154

This means that on average for every extra kilogram weight a rider loses -1.3 positions in the result.
# Rider Weight (KG)
1 VAN DE PAAR Jarne79
3 VANDENBULCKE Alex61
4 VERMOOTE Jelle73
6 DEMAN Brem76
7 COPPENS Michiel75
8 PONSAERTS Thibaut61
9 VAN HEMELEN Vincent71
10 DE VET Sander63
11 VAN SCHOOR Matthew62
12 VAN DE WYNKELE Lorenz75
15 VERWILT Mauro76
16 VANGHELUWE Warre79
18 VERCOUILLIE Victor66
19 VAN BOVEN Luca68
20 VAN DER BEKEN Aaron66
21 BOMBOI Davide72
25 PAULUS Milan62
27 HEREMANS Joppe68
30 BLEYENBERG Jado64
35 VANDEVELDE Yentl69
36 DE POOTER Dries66
37 DHAEYE Enrico71
45 HARTEEL Jelle66
48 LOOTENS Gust74
51 VANDENBRANDEN Noah74
52 HULSMANS Senne70
54 SAVER Kasper76
55 VERVENNE Jonathan72
56 VERBEECK Dag71
58 LANHOVE Milan69
59 HUYGHE Stan56
61 DE SCHAMPHELEIRE Jonas79
62 DE MEESTER Luca73
64 POLLEFLIET Gianluca74
67 CLAEYS Arno72
70 VAN HAUTEGEM Leander64
73 CLYNHENS Toon61
77 HUYS Branko77
78 ERAUW Thiemo69
81 ROESEMS Siebe70
86 VAN GRIEKEN Jarne71
87 CRAPS Lars67
94 BONNET Theo63
98 GEENEN Yarne-Zias61
100 VAN RAEMDONCK Cédric60
103 CLAEYS Robbe68.5
104 VIDTS Obie61
106 NAUDTS Thomas60
107 DECABOOTER Lance77
111 GEERINCKX Wout65
112 DEJAEGHER Jasper72
113 VAN ASBROECK Maarten55
116 CORTJENS Ryan76
119 BELMANS Lennert72
122 VANDENSTORME Dylan64
123 JACQUES Lucas67
124 DE DECKER Tijl73
127 LAMBRECHT Michiel75
128 WILLEMS Jago64
130 AVONDTS Mathis62
133 MOONEN Zeno66