IIHE - Flat

Flats

Hautains

M	T	W	T	F	S	S
1Loic Quertenmont (UCL) Zaganidis Nicolas (UG)	2Loic Quertenmont (UCL) Zaganidis Nicolas (UG)	3Hreus Tomas (ULB) Loic Quertenmont (UCL) Zaganidis Nicolas (UG)	4Hreus Tomas (ULB) Loic Quertenmont (UCL)	5Hreus Tomas (ULB) Loic Quertenmont (UCL)	6Hreus Tomas (ULB) Loic Quertenmont (UCL)	7Hreus Tomas (ULB) Loic Quertenmont (UCL)
8Hreus Tomas (ULB) Loic Quertenmont (UCL)	9Hreus Tomas (ULB) Loic Quertenmont (UCL) Vanelderen Lukas (UG)	10Hreus Tomas (ULB) Loic Quertenmont (UCL) Vanelderen Lukas (UG)	11Hreus Tomas (ULB) Loic Quertenmont (UCL) Vanelderen Lukas (UG)	12Hreus Tomas (ULB) Loic Quertenmont (UCL) Vanelderen Lukas (UG)	13Hreus Tomas (ULB) Loic Quertenmont (UCL) Vanelderen Lukas (UG)	14Hreus Tomas (ULB) Loic Quertenmont (UCL) Vanelderen Lukas (UG)
15Hreus Tomas (ULB) Loic Quertenmont (UCL) Vanelderen Lukas (UG)	16Hreus Tomas (ULB) Loic Quertenmont (UCL) Vanelderen Lukas (UG)	17Hreus Tomas (ULB) Loic Quertenmont (UCL) Vanelderen Lukas (UG)	18Hreus Tomas (ULB) Loic Quertenmont (UCL) Vanelderen Lukas (UG)	19Hreus Tomas (ULB) Vanelderen Lukas (UG) Zaganidis Nicolas (UG)	20Hreus Tomas (ULB) Vanelderen Lukas (UG) Zaganidis Nicolas (UG)	21Hreus Tomas (ULB) Vanelderen Lukas (UG) Zaganidis Nicolas (UG)
22Hreus Tomas (ULB) Vanelderen Lukas (UG) Zaganidis Nicolas (UG)	23Hreus Tomas (ULB) Vanelderen Lukas (UG) Zaganidis Nicolas (UG)	24Hreus Tomas (ULB) Vanelderen Lukas (UG) Zaganidis Nicolas (UG)	25Hreus Tomas (ULB) Vanelderen Lukas (UG) Zaganidis Nicolas (UG)	26Hreus Tomas (ULB) Loic Quertenmont (UCL)	27Hreus Tomas (ULB) Loic Quertenmont (UCL)	28Beernaer Kelly (UG) Hreus Tomas (ULB) Loic Quertenmont (UCL)
29Beernaer Kelly (UG) Hreus Tomas (ULB) Loic Quertenmont (UCL)	30Beernaer Kelly (UG) Hreus Tomas (ULB) McCartin, Joseph (UG)

Rivière

M	T	W	T	F	S	S
1Beaumont Wim (UA)	2Beaumont Wim (UA) Thyssen Filip (UG)	3Beaumont Wim (UA) Thyssen Filip (UG)	4Thyssen Filip (UG)	5Thyssen Filip (UG)	6Thyssen Filip (UG)	7Cabergs Thierry (UMH)
8Cabergs Thierry (UMH)	9Cabergs Thierry (UMH)	10Cabergs Thierry (UMH)	11Cabergs Thierry (UMH)	12Cabergs Thierry (UMH)	13Cabergs Thierry (UMH)	14Cabergs Thierry (UMH)
15Cabergs Thierry (UMH)	16Cabergs Thierry (UMH)	17Cabergs Thierry (UMH) Van Mechelen Pierre (UA)	18Clerbaux Barbara (ULB) Thomas Laurent (ULB)	19	20	21
22	23Verwilligen Piet (UG)	24Verwilligen Piet (UG)	25Verwilligen Piet (UG)	26Verwilligen Piet (UG)	27Verwilligen Piet (UG)	28McCartin, Joseph (UG) Pieter David (UG) Verwilligen Piet (UG)
29McCartin, Joseph (UG) Pieter David (UG) Verwilligen Piet (UG)	30Pieter David (UG) Thyssen Filip (UG) Verwilligen Piet (UG)

free2 places left1 place leftfull

Cars

CERN Car

ULB Car at CERN

M	T	W	T	F	S	S
1	2	3Hreus Tomas (ULB)	4Hreus Tomas (ULB)	5Hreus Tomas (ULB)	6Hreus Tomas (ULB)	7Cabergs Thierry (UMH)
8Cabergs Thierry (UMH)	9Cabergs Thierry (UMH)	10Cabergs Thierry (UMH)	11Cabergs Thierry (UMH)	12Cabergs Thierry (UMH)	13Cabergs Thierry (UMH)	14Cabergs Thierry (UMH)
15Cabergs Thierry (UMH)	16Cabergs Thierry (UMH)	17Tavernier Stefaan (VUB)	18Tavernier Stefaan (VUB)	19Tavernier Stefaan (VUB)	20Hreus Tomas (ULB)	21Hreus Tomas (ULB)
22Hreus Tomas (ULB)	23Hreus Tomas (ULB)	24Hreus Tomas (ULB)	25Hreus Tomas (ULB)	26Hreus Tomas (ULB)	27Hreus Tomas (ULB)	28Hreus Tomas (ULB)
29Hreus Tomas (ULB)	30Hreus Tomas (ULB)

freefull

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