Résultats 2018
CHALLENGE LIFCO CLASSIQUE 2018
Remise des récompenses le 9 février 2019 (AG LIFCO)
Rappel: Retrouvez les archives résultats sur la page spéciale
D10
2 Laetitia PACHER
4 Loïza BIARD
5 Jeanne TONDU
D12
3 Maeva PACHER
5 Anne Caroline SIPOS
7 Lise DERLOT
D16
4 Earine BEDOUET
D20-35
19 Christine MONTANDON VARODA
20 Milena MEY
D40-45
1 Sandra OLIVIER
12 Laetitia BEDOUET
22 Alexandra TONDU
D50-55
6 Sylvie LECONTE
29 Frederique MOLINIER
H10
4 Ehoarn BEDOUE
9 Alexandre PACHER
H12
13 Yanis CHAFI
16 maxime TONDU
17 Titouan ANDRIEU-PHEL
20 Aelig BEDOUET
H14
5 Lucas GILLARD
9 Antoine DERLOT
H16
7 Maxime MERCIE
9 Hélory MARION MIRACA
H20-35
13 Vincent CHASTEL
27 Guilhem AUBERT
35 Michael BIARD
42 Julien GARDEUR
H40-45
39 Vincent PACHER
40 Damien DERLOT
46 Laurent COIFFIER
61 Fabien GUERIN
H50-55
25 Gilbert LECONT
31 Hugues GILLARD
39 damien MARION
46 Lionel FINAUD-GUYOT
47 Gilles DE LAMINNE
H60-65
4 Patrick HAMON
Résultats de la 11ème édition de « la 77 »
#2 Circuit 77 Postes ; 15.400 km
Stéphane GALLY DQ
Circuit B violet (63)
19 Julien GARDEUR
23 Sandra OLIVIER
Stéphanie DERLOT pm
Circuit C violet (37)
14 Laurent COIFFIER
24 Lionel FINAUD-GUYOT
Circuit D orange (27)
3 Patrick HAMON
4 Lucas GILLARD
6 Antoine DERLOT
8 Gilles DE LAMINNE
9 Frederique MOLINIER
Circuit E Jaune/Bleu (9)
5 Vincent PACHER
Circuit J Enfant (6)
1 Maeva PACHER
2 Alexandre PACHER
2 Baptiste NONDEDEO
4 Laetitia PACHER
sprint championnat départemental, le 15/12/2018 à Montigny sur Loing
Homme (26)
22 Lionel FINAUD-GUYOT
24 Philippe ADOLPHE
Dame (14)
6 Sandra OLIVIER 2ème du championnat départemental
9 Florence LAGRANGE
Jeune homme (14)
5 Lucas GILLARD
12 Laurent COIFFIER
découverte (4)
4 Cécile COIFFIER
entrainement de samedi matin sur la carte du Rocher de la Justice.
Résultats de l’entrainement type MD
Résultats SI
BLEU
3. Vincent PACHER
10. Anne Caroline SIPOS
JALONNÉ
Milena MEY
JAUNE COURT
2. Lucas GILLARD
ORANGE COURT
1. Maxime MERCIER
11. Sylvie LECONTE
VERT
4. Yanis CHAFI
5. Maeva PACHER
7. Alexandre PACHER
12. Christine MONTANDON VARODA
13. Laetitia PACHER
VIOLET COURT
10. Sandra OLIVIER
27. Patrick HAMON
52. Frederique MOLINIER
VIOLET LONG
14. Vincent CHASTEL
VIOLET MOYEN
51. Gilbert LECONTE
53. Lionel FINAUD-GUYOT
55. Laurent COIFFIER
Départementale MD + O’ VTT du 25 Novembre 2018
Orange (14/15) 3,7 km 0 m 12 P
2 DERLOT Antoine H14
Violet Court (48/48) 3,4 km 0 m 14 P
8 OLIVIER Sandra D45
18 COIFFIER Laurent H45
19 HAMON Patrick H65
25 DERLOT Stéphanie D40
26 FINAUD-GUYOT Lionel H55
37 LAGRANGE Florence D40
43 MOLINIER Frédérique D55
Violet Long (38/39) 6,2 km 0 m 22 P
21 DERLOT Damien H40
25 GARDEUR Julien H35
Noir (19/19) 7,8 km 0 m 20 P
11 GILLARD Hugues H50
VTT Long (11/12) 15,0 km 20 P
9 LECONTE Gilbert H55
VTT Moyen (9/10) 11,0 km 16 P
7 LECONTE Sylvie D55
VTT Court (2/2) 7,0 km 11 P
1 OLIVIER Sandra D45
CNSD Rocher Cailleau
Départementale MD et Chpt MD du CD77
Sat 11/17/2018
Retrouvez les résultats de la départementale MD du 17 Novembre 2018 organisée par le CSA CNSD sur http://csacnsdco.wixsite.com/co7701/club
Ci-dessous les résultats complets du championnat Moyenne Distance du CDCO77 :
les récompenses du Championnat 77 seront remises lors de « la 77 » le 16 décembre.
Circuit A
31 BIARD Michael
38 GARDEUR Julien
Circuit B
42 COIFFIER Laurent
Circuit C
10 OLIVIER Sandra
25 LAGRANGE Florence
26 DERLOT Stéphanie
27 MARION damien
28 FINAUD-GUYOT Lionel
Circuit D
5 HAMON Patrick
13 LEBLOIS Delphine
Circuit E
3 DE LAMINNE Gilles
5 MARION MIRACA Hélory
Circuit F
3 GILLARD Lucas
6 DERLOT Antoine
11 PACHER Vincent
MEY Milena pm
Circuit G
6 SIPOS Anne Caroline
Circuit H
2 BIARD Loïza
3 PACHER Maeva
4 PACHER Alexandre
6 SHUEY Katherine
7 PAKDAMAN Irène
CHAFI Yanis pm
CRETON Enzo pm
résultats du championnat départemental
SEMaine du cne du 31/10 au 4/11 à sisteron
MD Salignac (31/10):
H14 Circuit N – 2200 M 85 M
6.GILLARD Lucas 22:48
H16 Circuit M – 2400 M 85 M
24.MERCIER Maxime 28:41
D45 Circuit J – 3100 M 125 M
1.OLIVIER Sandra 39:05
CF Nuit Château-Arnoux (01/11):
H14 Circuit H1 – 2350 m 110 m
10.GILLARD Lucas 30:55
H16 Circuit E1 – 3430 m 215 m
34.MERCIER Maxime 1:01:14
H35 Circuit C2 – 5380 m 285 m
18.CHASTEL Vincent 1:38:46
D45 Circuit E4 – 2630 m 170 m
OLIVIER Sandra PM
MD semi-urbaine Sisteron (02/11)
H14 Circuit N – 2400 M 155 M
14.GILLARD Lucas 21:53
H16 Circuit M – 2900 M 135 M
28.MERCIER Maxime 30:33
H35 Circuit C – 3900 M 250 M
18.CHASTEL Vincent 46:40
CF Sprint Qualification & Open Forcalquier (03/11)
Circuit HE3 – 3390 M 145 M
31.CHASTEL Vincent 23:47 qualifié en finale C
Circuit DE3 – 2730 M 140 M
9.OLIVIER Sandra 22:45 qualifiée en finale A
OPEN H14 Circuit E – 2450 M 130 M
15.GILLARD Lucas 18:30
OPEN H16 Circuit D – 2740 M 140 M
6.MERCIER Maxime 20:01
- Qualif par catégorie
- Qualif résultats SI
- Qualif Winsplit
- Qualif RouteGadget
- Open par catégorie
- Open résultats SI
- Open Winsplit
- Open RouteGadget
Cartes Forcalquier (Qualif et Open)
CF Sprint Finales A, B & C Manosque (03/11)
H Elite Circuit HC – 3460 M 95 M
8.CHASTEL Vincent 17:39
- Finale A par catégorie
- Finale A résultats SI
- Finale B & C par catégorie
- Finale B & C résultats SI
- Winsplit
- RouteGadget
CNE Pavoux (Version corrigée du 06/11)
Winsplit: Relais 1 ; Relais 2 ; Relais 3 ; Relais 4 ; Relais 5 ; Relais 6 ; Relais 7
Temps intermédiaires : Hommes ; Dames ; Jeunes ; Mini-Relais ; Hors-CNE 3V ; Hors CNE JBJ
Carte tous-postes et arborescences des relais
régionale 4 LIFCO, le 14/10/2018 ( forêt de Fontainebleau )
violet long 10.0 km 21 P
14 Hugues GILLARD 1:50:30
16 Vincent CHASTEL 1:51:44
violet moyen 7.3 km 19 P
26 Sandra OLIVIER 1:37:04
45 Julien GARDEUR 2:00:12
47 Lionel FINAUD-GUYOT 2:03:04
48 damien MARION 2:06:34
violet court 4.7 km 13 P
24 Patrick HAMON 1:14:55
28 Florence LAGRANGE 1:17:39
51 Frederique MOLINIER 2:07:26
Fabien GUERIN 7716IF BALISE 77 pm
orange court 5.2 km 15 P
6 Maxime MERCIER 1:07:57
14 Laetitia BEDOUET 1:33:24
jaune court 4.0 km 10 P
3 Lucas GILLARD 47:54
5 Antoine DERLOT 49:21
7 Gilles DE LAMINNE 54:05
Milena MEY pm
jaune long 7.3 km 15 P
5 Hélory MARION MIRACA 2:03:21
bleu 3.1 km 7 P
7 maxime TONDU 35:26
9 Alexandra TONDU 42:12
10 Vincent PACHER 43:03
12 Maeva PACHER 49:04
13 Lise DERLOT 52:34
19 Titouan ANDRIEU-PHELEP 59:14
20 Christine MONTANDON VARODA 1:11:48
21 Aelig BEDOUET 1:50:21
vert 2.7 km 7 P
4 Ehoarn BEDOUET 24:03
7 Jeanne TONDU 28:53
8 Damien DERLOT 32:19
10 Alexandre PACHER 41:40
11 Laetitia PACHER 45:26
Régionale 3 à Milon la Chapelle 14 octobre 2018
résultats provisoires en attente de validation par l’arbitre :
http://www.go78.org/…/…/20181007_Resultats_detailles_R3.html
GILLARD Hugues pmViolet Moyen 6.6 km 21 P
22 OLIVIER Sandra 1:14:32
36 LECONTE Gilbert 1:23:39Violet Court 4.7 km 18 P
21 HAMON Patrick 1:24:42Orange Long 5.9 km 16 P
16 LECONTE Sylvie 1:35:03Jaune Court 3.5 km 15 P
2 GILLARD Lucas 39:35
15 MEY Milena 1:30:41Vert 1.8 km 8 P
2 BEDOUET Ehoarn 25:03
Régionale 2 à Nemours 30 septembre 2018
Violet Long 10.7 km 19 P
20 CHASTEL, Vincent 1:50:06
26 GILLARD, Hugues 1:58:58
27 AUBERT, Guilhem 2:03:52
FINAUD-GUYOT, Lionel pm
Violet Moyen (89) 7.2 km 17 P
74 COIFFIER, Laurent 2:11:28
Violet Court 3.7 km 12 P
2 BIARD, Michael 35:29
12 OLIVIER, Sandra 50:07
22 HAMON, Patrick 56:30
39 GARDEUR, Julien 1:22:37
55 MOLINIER, Frederique 1:51:32
56 LAGRANGE, Florence 1:57:01
Orange Long 5.5 km 14 P
8 MARION, damien 1:33:39
9 DERLOT, Damien 1:36:02
15 LECONTE, Gilbert 1:50:29
Orange Court 4.2 km 11 P
13 BEDOUET, Laetitia 1:19:14
17 LECONTE, Sylvie 1:28:52
BEDOUET, Earine pm
Jaune Court 3.5 km 12 P
1 GILLARD, Lucas 32:40
9 DERLOT, Antoine 58:03
10 MERCIER, Maxime 59:01
Bleu 2.6 km 9 P
16 DERLOT, Lise 44:54
18 ANDRIEU-PHELEP, Titouan 47:56
20 BEDOUET, Aelig 51:00
22 PACHER, Vincent 1:13:13
Vert (12) 2.1 km 9 P
1 BEDOUET, Ehoarn 21:08
4 BIARD, Lo�za 28:05
5 PACHER, Maeva 32:09
10 PACHER, Laetitia 52:36
11 MONTANDON VARODA, Christin 56:38
12 PACHER, Alexandre 59:34
NORmandie o tour 23-23 sept 2018
Résultat du sprint à Harfleur : Résultats Harfleur
Résultat de la moyenne distance à Etretat :Résultats Etretat
Temps intermediares
Résultat de la longue distance à Montivilliers :Résultats Montivilliers
Temps intermediares
Classement général après les 3 étapes:Classement général
Championnat régional de sprint 16/09/2018
Résultats provisoires sprint 1 (Championnat et Open)
Sandra OLIVIER qualifiée pour le championnat de France et très certainement Vincent , Guilhem et Earine
Résultats provisoires sprint 2 (course 3D)
Championnat de Ligue Sprint du 16 septembre 2018 à Noisy-le-Grand
H 20+ (77) 2.8 km 23 P
Pl Coureur Cat Temps
14 CHASTEL Vincent H35 24:54
17 AUBERT Guilhem H21 25:31
26 GILLARD Hugues H50 26:33
64 ADOLPHE Philippe H60 45:36
F 20+ (45) 2.5 km 23 P
Pl Coureur Cat Temps
7 OLIVIER Sandra D45 27:39
LAGRANGE Florence D40 pm
H jeune (26) 2,1 km 18P
Pl Coureur Cat Temps
19 GILLARD Lucas H14 25:26
F jeune (9) 1,8 km 17P
Pl Coureur Cat Temps
5 BEDOUET Earine D16 30:36
Circuit A bis
Pl Coureur Cat Temps
13 GARDEUR Julien H35 40:13
MARION damien H55 pm
Circuit B bis
Pl Coureur Cat Temps
8 MEY Milena / 47:40
Circuit C bis
Pl Coureur Cat Temps
4 MARION Hélory H16 33:30
Sprint 2 du 16 septembre 2018 à Noisy-le-Grand (93)
H 20+
Pl Coureur Cat Temps
7 AUBERT Guilhem H21 33:01
14 CHASTEL Vincent H35 35:35
60 GILLARD Hugues H50 54:56
73 ADOLPHE Philippe H60 1:04:24
74 MARION damien H55 1:04:42
77 GARDEUR Julien H35 1:05:52
D 20+
Pl Coureur Cat Temps
11 OLIVIER Sandra D45 40:49
27 LAGRANGE Florence D40 55:38
jeune
Pl Coureur Cat Temps
15 GILLARD Lucas H14 37:25
25 MARION Hélory H16 55:08
26 BEDOUET Earine D16 1:02:00
OOcup 2018
splits day1
splits day2
splits day3
splits day4
splits day5
Overall results are available at OrienteeringOnline.
- Results, splits… 29, 2018
- Maps Stage 5 July 29, 2018
- Maps Stage 4 July 28, 2018
- Maps Stage 3 July 27, 2018
- Maps Stage 2 July 26, 2018
2ème en D50 ULTIMATE.Sandra Olivier FRA
WMOC 2018 Danemark
Sprint Qualification: Saturday 7th July at DTU Science Park
- Final results
- Split times
- Maps
- Photos and video
6.Sandra Olivier FRA Balise77 16:25 +1:27
Sprint final: Sunday 8th July at Christiansborg Castle
- Final results
- Split times
- Maps
- Photos and video
13.Sandra Olivier FRA Balise77 15:09 +1:58
Middle
The middle distance competition consists of a qualification and a final. The middle distance final also acts as qualification for the Long distance final.
Forest Qualification: Tuesday 10th July at Tisvilde Hegn![](http://www.wmoc2018.dk/wp-content/uploads/2018/06/competition-13b-1.jpg)
- Final results
- Split times
- Maps
- Photos and video
10.Sandra Olivier FRA Balise77 40:38 +7:08
Middle Final: Wednesday 11th July at Tisvilde Hegn
- Final results
- Split times
- Maps
- Photos and video
10.Sandra Olivier FRA Balise77 31:44 +4:22
Long final: Friday 13th July at Grib Sko
départementale CO pédestre, le 17/06/2018 à Montigny en forêt de Fontainebleau
violet court (43)
1 Sandra OLIVIER 31:18
7 Julien GARDEUR 39:22
14 Lucas GILLARD 42:09
15 Patrick HAMON 42:53
27 Laurent COIFFIER 51:43
38 Frederique MOLINIER 1:05:17
orange (17)
14 Lionel FINAUD-GUYOT 1:10:05
jaune (23)
20 MOLINIER 57:13
Les résultats de la NATionale nord ouest 16-17 juin
D45
2. | Sandra OLIVIER | BALISE 77 | 15:16 |
D45 | (25 / 28) | Temps | |||
1. | Sandra OLIVIER | BALISE 77 | 46:59 |
D40
14. | Florence LAGRANGE | BALISE 77 | 1:27:08 |
H14
6. | Lucas GILLARD | BALISE 77 | 26:03 |
D45 | (21 / 21) | Temps | ||
1. | Stephanie VARRON | AS IGN | 1:03:49 | |
2. | Sandra OLIVIER | BALISE 77 | 1:08:47 |
D40 | (22 / 22) |
12. | Florence LAGRANGE | BALISE 77 | 1:52:41 |
H14 22/22
7. | Lucas GILLARD | BALISE 77 | 43:26 |
Les résultats de la Régionale 1 du 3 juin
Temps Intermédiaires par Circuits
Ces résultats sont provisoires, en attendant la validation ou correction par l’arbitre
Jaune court (25/25) – 3900m, 0m :
2ème Lucas GILLARD H14 45:01
15ème Milena MEY D21 1:12:50
Violet court (53/53) – 5400m, 0m :
4ème Sandra OLIVIER D45 48:39
Violet long (25/25) – 11700m, 0m :
5ème Guilhem AUBERT H21 1:32:10
Départementale du 27 mai 2018
Départementale du 27 mai 2018 organisée par le CSLG Melun sur la carte du Rocher des Demoiselles
Merci aux 224 orienteurs ayant participé à ce qui semble être la dernière organisation du club!
Course rendue difficile par la végétation luxuriante apparue dans les 15 derniers jours.
Violet Long
9 Guilhem AUBERT 1:49:52
Violet Moyen
9 Sandra OLIVIER 1:29:33
32 Gilbert LECONTE 1:59:33
40 Laurent COIFFIER 2:39:38
Julien GARDEUR pm
Violet Court
8 Michael BIARD 1:08:30
12 Patrick HAMON 1:12:28
37 Florence LAGRANGE 2:04:47
Frederique MOLINIER pm
Orange
24 Sylvie LECONTE 3:14:59
Laetitia BEDOUET pm
Jaune
1 Lucas GILLARD 45:59
20 Milena MEY 1:17:25
Bleu
6 Ehoarn BEDOUET 43:42
9 Titouan ANDRIEU-PHELEP 53:57
10 Aelig BEDOUET 07 56:03
Vert
2 Loïza BIARD 36:37
3 Days of BELGIUM 2018 19 au 21 mai
Results multiday3 by class (237.38 Ko)
Results multiday3 daily2 (219.92 Ko)
BELGIUM 3 DAYS organisés par Balise 10 du 19 au 21 mai 2018
D40
6 ème Sandra OLIVIER
Total : 2:47:21
Day 1 4100m => 0:38:25 (7)
Day 2 6500m => 1:09:30 (6)
Day 3 4600m => 0:59:26 (9)
23 ème Florence LAGRANGE
Total : 4:04:22
Day 1 4100m => 1:07:46 (25)
Day 2 6500m => 1:46:51 (26)
Day 3 4600m => 1:09:45 (18)
H40
Stéphane GALLY
not classified
Day 1 5000m => 0:55:06 (21)
Day 2 8200m => 1:56:54 (29)
Day 3 5200m => NCL
Multisprints du 6 mai 2018
Championnat de France des Clubs, Moyenne Distance et Sprint Relais (20/22 Avril 2018)
Championnat de France des Clubs, Moyenne Distance et Sprint Relais (20/22 Avril 2018)
extrait du reportage photo au Château de Neuville pour le CFC (Isabelle RORA)
Championnat de France Moyenne distance, WRE, régionale
Saint Leger en Yvelines 21.4.2018
D16
39. Earine BEDOUET
RD40
31. Laetitia BEDOUET
D45
1. Sandra OLIVIER Championne de France
RD50
16. Marie FOUCHER
29. Milena MEY
RH10
19. Ehoarn BEDOUET
RH12
41. Aelig BEDOUET
H14
18. Lucas GILLARD
RH21E
57. Guilhem AUBERT
65. Cédric BEAUDENON
RH35
18. Vincent CHASTEL
47. Julien GARDEUR
RH45
115. Laurent COIFFIER
RH65
2. Patrick HAMON
Moyenne distance du 19 avril à Etrechy
Resultats Catégorie MD ETRECHY
Jaune
5.Lucas GILLARD 50:32 (+20:46)
Violet court
30.Patrick HAMON 1:00:09 (+22:13)
44.Julien GARDEUR 1:10:18 (+32:22)
Violet Long
33.Guilhem AUBERT 1:00:33 (+18:19)
44.Sandra OLIVIER 1:03:25 (+21:11)
championnat régional de relais sprint le dimanche 15 avril 2018 à Massy (91).
Balise 77 3ème en Open
01:34:08
OLIVIER Sandra 21:23
MERCIER Maxime 24:03
GILLARD Lucas 22:54
LAGRANGE Florence 25:48
Championnat Régional Longue Distance 8 Avril 2018
par le TO Meaux à Trilport
Photos Isabelle RORA
Et + encore sur le site du TO Meaux
Bravo à Lucile DUCLOS en D10 qui est vice championne régionale
Patrick HAMON en H65 vice champion régional
et Ehoarn BEDOUET 3ème en H10
D21C 5100m
4. Milena MEY
D40 7100m
7. Florence LAGRANGE
NCL Stéphanie DERLOT
H12 3200m
8. Maxime TONDU
11. Titouan ANDRIEU-PHELEP
12. Aelig BEDOUET
H14 4100m
8. Antoine DERLOT
NCL Lucas GILLARD
H21E 16400m
5. Guilhem AUBERT
Vert 2300m
3. Lise DERLOT
CRC 2018 Dimanche 25 mars 2018
Résultats simples
par coureur par combinaison SI
Bravo à nos deux équipes jeunes composées de Ehoarn /Loiza qui ont terminés 5ème et l’equipe de Titouan/Aelig avec malheureusement un PM.
Nationale Nord Est 17-18 mars 2018
Vous trouverez ci-joint les PDF des résultats de la MD :
- sur le site de la FFCO : http://cn.ffcorientation.fr/course/2271/
ous trouverez ci-joint les PDF des résultats définitifs de la Nationale :
– sur le site FFCO : http://cn.ffcorientation.fr/course/2273/
Sandra OLIVIER D45 3ème de la nationale et 2ème de la MD
Championnat Régional Moyenne Distance 11 mars 2018![](data:image/jpeg;base64,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)
Championnat Régional Moyenne Distance 11 mars 2018 organisé par l’US Melun en forêt de Nemours/Poligny
Attention, cette course servira de support pour la qualification au championnat de FRANCE
MD du 21 avril 2018 qui a lieu dans les Yvelines .
Voir les modalités de qualification
Sandra OLIVIER D45 vice championne régionale
Loïza BIARD D10 Championne régionale
Earine BEDOUET D16 Championne régionale
Départementale du 4 mars 2018
organisée par le CSA CNSD sur la carte de « La Solle »
Trophée international de COSTA CALIDA (ESPAGNE) 16-18 fevrier 2018
départementale Co pédestre et VTT, le 14/01/2018 à la croix de Franchard
Résultats 2018 Lire la suite »