jeudi 7 mai 2020

Pronostic du mardi 05 mai 2020

05/05/2020 20h00
Eskilstuna (Suède) / 7ème course
Attelé - 5 970 €
Tiercé Quarté+ Quinté+ / 13 partants / 2640m
http://commentgagneraupmu.com/logo-1tpe-Combine-trot-attele-long-2020-pmu.jpg 
LES INCONTOURNABLES 
2 - 7 - 5
Notre choix
6 - 8 - 4 - 3 - 10 - 11 - 9 - 12
surprises
1
Arrivée définitive : 13-3-8-2-7
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