2017
2019

2018   »   Visegrad 4 Kerekparverseny (1.2)

One day race   »   Budapest  ›  Pannonhalma   (173.7km)
2018 | One day race
Budapest › Pannonhalma (173.7km)
menu

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 = -0.3 * weight + 60

This means that on average for every extra kilogram weight a rider loses -0.3 positions in the result.
# Rider Weight (KG)
1 SISR František72
2 STOSZ Patryk70
3 KOROŠEC Rok75
4 ZAHÁLKA Matěj73
5 PALUTA Michał65
6 SCHLEGEL Michal72
8 SALZMANN Jodok72
9 BAJC Andi65
10 SYKALA Wojciech72
13 HNÍK Karel57
14 OTRUBA Jakub75
16 BROŻYNA Piotr71
17 PELIKÁN János76
18 NEUMAN Dominik72
23 TANOVIȚCHII Nicolae73
25 PLUCIŃSKI Leszek59
27 TAGLIANI Filippo70
28 KUSZTOR Péter61
29 TYRPEKL Karel67
30 BOGUSŁAWSKI Marceli77
32 PREVAR Oleksandr64
36 KISTOWSKI Kacper67
37 HOČEVAR Kristjan57
39 TYBOR Patrik72
40 DI SANTE Antonio62
44 VALTER Attila65
47 FILUTÁS Viktor68
50 BELLAN Juraj61
58 PETRUŠ Jiří64
59 RAJCHART Jan70
60 PSZCZOLARSKI Wojciech73
62 PÖLL Stefan60
64 SZEGHALMI Balint66
67 MAHĎAR Martin61
68 ČANECKÝ Marek72
70 HOPFGARTNER Paul63
71 PAVLIČ Marko65
72 LOVASSY Krisztián71
73 BÁRTA Tomáš79
77 SZARKA Gergely67
82 PÁPAI Ádám76
83 BANASZEK Norbert75