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2017   »   Visegrad 4 Kerekparverseny (1.2)

One day race   »   Budapest  ›  Pannonhalma   (176km)
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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 = 1.5 * weight - 54

This means that on average for every extra kilogram weight a rider loses 1.5 positions in the result.
# Rider Weight (KG)
1 ZIELIńSKI Kamil61
2 ČERNÝ Josef75
3 STACHOWIAK Adam62
4 KALOJÍROS Tomáš68
7 ZAHÁLKA Matěj73
8 OTRUBA Jakub75
9 CHARUCKI Paweł64
10 STÖHR Ján72
14 KOMAR Mateusz73
15 JANISZEWSKI Sylwester65
17 LATOŃ Eryk76
18 HNÍK Karel57
20 BERNAS Paweł77
21 CIEŚLIK Paweł65
26 FRANCZAK Paweł63
27 BELLAN Juraj61
28 FILUTÁS Viktor68
31 PIASKOWY Emanuel60
34 RUTKIEWICZ Marek66
35 STÖHR Pavel66
39 PETRUŠ Jiří64
42 CULLY Ján Andrej73
43 SZÓSTKA Paweł63
45 JAGIELA Adam64
53 OCHSENHOFER Peter88
56 PARMA Krzysztof72
57 WSOL Damian71
61 MATYSIAK Bartłomiej71
62 MARYCZ Jarosław69
63 GRABIS Mateusz75
64 HONKISZ Adrian61
65 MORAJKO Jacek65
71 HOPFGARTNER Paul63
78 MURIAS Jakub65
86 NEUMAN Dominik72
87 ILIĆ Ognjen86
88 ŠTIBINGR Matěj62
90 SIPOS Marek65
92 BRONIŠ Roman74
94 BANASZEK Adrian79
95 POLNICKÝ Jiří68
99 LANG Philipp80
105 BANASZEK Norbert75
115 LICHNOVSKÝ Luděk76
117 PÁPAI Ádám76
119 SZARKA Gergely67