2024 Seniorien pronssia 21.1.2024 |
![2024 Seniorien pronssia 21.1.2024](/viskinseniorisivut/2024_Seniorien_hopeaa_2.jpg) Pronssijoukkueessa pelasivat Kallu Paavola-Väinö Kelhä-Juha Hämäläinen ja Kalle Ylinen.
![](https://www.bridgewebs.com/viskinseniorisivut/2024_Seniorien_pronssia_1.jpg)
Hopeajoukkueessa pelasivat E Parviainen - O Jalonen - M Pekkinen - M Aranko.
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Veteraani SM 2023 |
![Veteraani SM 2023](/viskinseniorisivut/20237_Veteraanit.jpg) Veteraanien eli yli 70 vuotiaiden pelaajien SS-kilpailut pelattkiin Hangon viikon yhteydessä. Osanottajia oli 12 paria. Suurin osa tunnettuka SBL:n jäseniä jo vuosien takaa. Mestaripari oli Castre-Sihvola hekin vanhoja liiton jäseniä. Tulokset
2023-07-19 Hanko 2023 SM veteraanit 20.7.2023
Score tables PBN More information
6 tables, 12 pairs. Number of boards: 33. Average: 165. Rank Pair Score % Name MP M-ID Club 1 7 198 60,0 Seppo Castren - Matti Sihvola 2,07 1170 1158 Savuton - B-55 2 10 182 55,2 Fred Sundwall - Lars Carlsson 1,25 1098 1225 AV 3 5 178 53,9 Jarmo Laakso - Väinö Kelhä 0,83 1365 1103 Salon Bk - Tapiolan Trikki 4 8 176 53,3 Jaakko Elokorpi - Raimo Raunto 1684 1036 Savuton 5 11 173 52,4 Susanne Paul - Tom Schubert 1074 2100 AV 6 2 164 49,7 Finn Wardi - Joakim Fabritius 1614 1159 AV - Savuton 7 12 163 49,4 Klaus Harjunen - Seppo Räsänen 1105 1444 Savuton 8 4 162 49,1 Pirjo Juuri-Oja - Pekka Söderlin 1316 1226 Kotkan Bk - KuBK 9 9 151 45,8 Ilkka Uimonen - Lasse Utter 1129 1013 Lappeenrannan Bk - Jyväskylän Bk 10 3 150 45,5 Maria Tulonen - Eija Tornio 1345 1574 Lahden Bk 11 6 146 44,2 Hellevi Virtanen - Henrik Solin 1358 3132 Turun Bk - ÅBK 12 1 137 41,5 Eivor Nyqvist - Timo Järvi 3199 1420 ÅBK - Turun Bk
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2019 seniorien SM-joukkis |
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)
2019 SM-joukkukilpailun mitalistit olivat:
1 Kalervo Koistinen - Olavi Kivipensas - Markku Pekkinen - Lasse Utter
2 Pekka Viitasalo - Antti Elsinen - Seppo Niemi - Kari Engelbarth
3 Jouko Paganus - Christer Englund - Martin Arle - Johan Lindén - Osmo Parviainen
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Veteraani SM 2018 |
![](/viskinseniorisivut/2018_Martin_Arle_1.png) Hangon viikon yksi kohokohta pelattiin perjantaina 27.7.2018. Yli 70-vuotiaiden eli veteraanien mestaruudesta kamppaili 13 kokenutta paria. Mestaruuden voitti liki 60% tuloksella moninkertaiset avoimen luokan Suomen mestarit Martin Arle ja Christer Englund. Toiseksi tulivat Juha Hämäläinen-Olli Jalonen ja pronssille ikinuoret Kaarle Walden - Yrjö-M Lehtonen.
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SM joukkuekilpailu 2017 |
![SM joukkuekilpailu 2017](/viskinseniorisivut/2017_Koistinen_SM_1.jpg) 1. Mestaruuden vei jälleen kerran joukkue Koistinen hieman muutetulla kokoonpanolla.
Joukkueessa pelasi tällä kertaa Arttu Karhulahti - Kauko Koistinen - Clas Nyberg -
Mika Salomaa - Pekka Viitasalo - Vesa Fagerlund.
2. Toiseksi tuli joukkue Utter (Jouni Juuri-Oja - Osmo Kiema -
Matti Niemi - Lasse Utter - Jorma Valta) ja
3. kolmanneksi joukkue Vilttiketju (Tatu Heikkinen - Johan Lindén -
Seppo Niemi - Hannu Ojanen - Osmo Parviainen - Olli Perkiö).
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Seniorien SM 2017 |
1 27 835 58,0 Pirjo Juuri-Oja - Erkki Juuri-Oja 4,35 1316 1317 Jyväskylän Bk - Kotkan Bk
2 11 824 57,2 Tor Meinander - Kaarlo Ylinen 2,25 1086 1238 Savuton
3 7 789 54,8 Jarmo Laakso - Väinö Kelhä 1,50 1365 1103 Salon Bk - Tapiolan Trikki
Kaikki tulokset osiossa 'Tulokset'.
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Koistinen jälleen mestari 2016 |
![Koistinen jälleen mestari 2016](/viskinseniorisivut/Koistinen_SM_2016_1.jpg) KULTAA Koistinen:
Clas Nyberg-Kauko Koistinen
Osmo Kiema-Jouni Juuri-Oja
Mika Salomaa-Pekka Viitasalo
HOPEAA Mäkikangas:
Kari Mäkikangas- Mauri Saastamoinen
Antti Aimala-Vesa Fagerlund
Juho Granström-Kari Patana
PRONSSIA Pia:
Pia Erkkilä Hulda Ahonen
Raija Tuomi-Markku Pekkinen
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Veteraanimestarit 2016 |
![Veteraanimestarit 2016](/viskinseniorisivut/Osmo_Parviainen_Spelmansmestari_2010_2.jpg)
Pari Gaij Feodoroff - Osmo Parviainen voitti vuoden 2016 Veteraani- mestaruuden. Se pelattiin 26.7.2016 Hangon Voimakasiinilla. Kisaan osallistui 16 paria. Ikäraja kilpailussa oli 70+.
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Seniorien joukkuemestarit 24.1.2016 'Luxemburg' |
![Seniorien joukkuemestarit 24.1.2016 'Luxemburg'](/viskinseniorisivut/Seniorien_joukkue_SM2016_Luxenburg_1.jpg) Seniorien SM-turnaus pelattiin Helsingin Bridge Areenalla 24.1.2016. Joukkuekisaan osallistui 10 joukkuetta. Voiton vei joukkue Luxemburg, jossa pelasivat Ranan Rimon, Mikko Nieminen, Sakari Stubb ja Jukka Pesonen. Toiseksi tuli joukkue Spelmans, jossa pelasivat Klaus Harjunen - Kari Noponen - Seppo Castren - Joakim Fabritius . Pronssia voitti joukkue Paganus Martin Arle - Christer Englund - Johan Lindén - Seppo Niemi.
Kilpailunjohtajana toimi kahden päivän ajan Kati Sandström, johtaen yhteensä neljä SM-turnausta senioreille ja junioreille.
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Seniori kultamitalistit 23.1.2016 |
![Seniori kultamitalistit 23.1.2016](/viskinseniorisivut/LindenParviainen_seniori_SM_2016_2.jpg) Seniorien pari SM:n 2016 voitti pari Osmo Parviainen- Johan Linden. 30 parin kilpailussa hopealle tulivat Ranan Rimon-Matti Sihvola. Pronssia voitti pari Pekka Uskali-Olli Manni.
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Suomen seniorimestarit 21.11.2015 |
![Suomen seniorimestarit 21.11.2015](/viskinseniorisivut/Seniorimestarit_2015_joukkue_Engelbarth_1.jpg) Seniorimestaruuudesta 2015 kilpaili 11 joukkuetta. Mestaruuden voitti joukkue Engelbarth, jossa pelasivat Kari Engelbarth - Jukka Mäkinen - Osmo Parviainen - Lasse Utter. Hopealle tuli joukkue Paganus ( Jouko Paganus - Martin Arle - Johan Lindén - Seppo Niemi ) ja pronssille joukkue Eikat (Pekka Uskali - Kaj Sundsten - Olavi Kivipensas - Seppo Laine). Kuvassa Osmo Parviainen, Lasse Utter ja Jukka Mäkinen. Joukkueen kapteeni Kari Engelbarth ehti livahtaa ulos.
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Koistinen-Nyberg voittajat 1.11.2015 |
![Koistinen-Nyberg voittajat 1.11.2015](/viskinseniorisivut/KoistinenNyberg_mestarit_2015_1.jpg) Kauko Koistinen ja Clas Nyberg voittivat jälleen tänäkin vuonna 2015 Suomen mestaruuden parikilpailussa. Kisat olivat kaksipäiväiset ja ne pidettiin Helsingin Bridge Areenalla.
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Honkavuoret veteraanimestarit 21.7.2015 |
![Honkavuoret veteraanimestarit 21.7.2015](/viskinseniorisivut/Veteraanimestarit_2015_1.jpg) Hangon viikolla pelattiin Veteraanien (70+) SM-kilpailut. Yksipäiväisen kilpailun voittivat Tuula ja Raimo Honkavuori lisäten palkintokaappiinsa SM-mitalit, joita heille on kertynyt paljon.
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Senioriparimestarit Pesonen -Stubb 25.1.2015 |
![Senioriparimestarit Pesonen -Stubb 25.1.2015](/viskinseniorisivut/Seniorimestarit_2015_1.jpg) Vuoden 2014 avoimen luokan Suomen mestarit Jukka Pesonen- Sakari Stubb voittivat myös seniorimestaruuden 2015. Toiseksi tulivat Kaarlo Ylinen- Tor Meinander ja pronssille ylsivät Johan Linden-Osmo Parviainen.
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Seniorimestarit 22.11.2014 |
![Seniorimestarit 22.11.2014](/viskinseniorisivut/2014_Seniorien_SM_team_Fabritius_1.jpg) Seniorien SM-joukkuekisaan osallistui 9 joukkuetta. Voiton tiukassa kamppailussa vei Kim Fabritiuksen johtama joukkue 'Ajuri Kim', jossa pelasivat Kim Fabritius, Jukka Pesonen, Ranan Rimon ja Mikko Nieminen. Hopeaa voitti joukkue Honkavuori, jossa pelasivat Tuula ja Raimo Honkavuori sekä Pirjo ja Erkki Juuri-Oja. Pronsssia voitti joukkue 'Eikat', jossa pelasivat Alpo Järvinen, Pekka Uskali, Seppo Laine ja Kaj Sundsten.
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Pesonen-Stubb voitti parimestaruuden 5.10.2014 |
![Pesonen-Stubb voitti parimestaruuden 5.10.2014](/viskinseniorisivut/PesonenStubb_SM_2014_1.jpg)
Avoimen Suomen parimestaruuden 2014 voitti veteraanipari Jukka Pesonen-Sakari Stubb. He ovat aikaisemminkin voittaneet useita Suomen mestaruuksia (joukkuemestaruuksia, seniori- ja veteraani SM) ja edustaneet Suomea kansainvälisissä turnauksissa. Edellisen SM-parimestaruuden he voittivat 42 vuotta sitten.
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Veteraani SM 2014, Hanko |
Hangon viikko 2014
Hangon bridgeviikko pelataan 18-27.7. Reilun viikon aikana pelataan 26 eri kilpailua. Mukana ovat mm.
Veteraanien SM-kisa, Suomen cupin finaali sekä B-SM kilpailu. Kilpailut pelataan satamassa sijaitsevassa
Voivarastossa. Voita ei siellä enää varastoida, mutta aikoinaan sillä oli suuri taloudellinen merkitys.
A.I.Virtasen monista keksinnöistä ensimmäisiä ja merkittävimpiäkin on voisuola, jonka hän kehitti jo 1920-luvulla,
ja jolla voi saatiin säilymään paljon kauemmin kuin siihen asti käytetyillä tavallisilla suoloilla. Se avasi tien Suomen
voinviennille Englantiin niin, että Hankoon jouduttiin perustamaan suuri voivarasto ja Englannin Hulliin toinen,
ja voita vietiin Englantiin hyvin suuria määriä kesät talvet.
20.7.2014 Kaksipäiväisen Hanko Cupin voitti Jonna Kaminen 62,3 % tuloksella.
22.7.2014 Veteraanien SM-kisan 2014 voitti pari Mikko Nieminen -Ranan Rimon.
24.7.2014 Joukkuekilpailun voitti seniorijoukkue Paganus:
Martin Arle - Christer Englund - Johan Lindén - Jouko Paganus.
Myös toinen sija meni seniorijoukkueelle 'Pekat', jossa pelasivat Pekka Uskali - Alpo Järvinen - Kaj Sundsten - Olli A. Manni.
25.7.2014 Mixed-kilpailun voitti pari Taru Suppula - Jussi Tamminen. Kilpailuun osallistui 38 paria. Kaikki tulokset löytyvät osiosta 'Tulokset'.
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Nieminen-Rimon Veteraani SM 2014 |
![Nieminen-Rimon Veteraani SM 2014](/viskinseniorisivut/NieminenRimon_Veteraani_SM_2014_1.jpg) Mikko Nieminen ja Ranan Rimon voittivat Veteraanien (eli yli 70 vuotiaiden) Suomen mestaruuden v.2014 Hangon Voimakasiinilla pelatussa kilpailussa. Muut mitalistit olivat 2) Gaij Feodoroff - Matti Sihvola ja 3) Yrjö-M Lehtonen - Kaarle Walden. Osanottajia oli 15 paria.
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Seniorien SM kultaa Arle-Englund 2014 |
![Seniorien SM kultaa Arle-Englund 2014](/viskinseniorisivut/Seniorimestarit_2014_EnglundArle_1.jpg) Seniorien SM parikilpailuun 2014 osallistui 27 paria. Kilpailu oli kaksipäiväinen ja siinä pelattiin 81 jakoa. Mestaruuudesta kilpaili miesten ohella myös 4 naista. Voiton vei pari Martin Arle- Christer Englund. Hopealle pääsivät Jukka Pesonen- Sakari Stubb ja pronssille Seppo Laine- Kaj Sundsten. Kisojen vanhin osanottaja oli Mauri Maunula, jolla on ikää jo 92 vuotta. Hänelläkin on vielä matkaa Arvo Ylpön saavutukseen, kun Ylppö pelasi Skruuvia yli 100 vuotiaana.
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Seniorien joukkuemestaruus 2013 |
![Seniorien joukkuemestaruus 2013](/viskinseniorisivut/Senioiri_SM_kultaa_2013_1.jpg)
Seniorien SM-joukkuekilpailu pelattiin bridge-areenalla 23.11.2013. Mukana oli 12 joukkuetta ja kilpailunjohtajana toimi Kati Sandström. Tiukassa vihreähissi-kilpailussa voittajaksi selviytyi Osmo Parviaisen johtama joukkue 'Poismenon vaari', jossa Parviaisen lisäksi pelasivat Lasse Utter, Olli Puurtinen ja Juuso Leikola.
Mitalijoukkueet olivat:
1 115 POISMENON VAARI 2.3 Osmo Parviainen - Lasse Utter - Olli Puurtinen - Juuso Leikola
2 109 USKELA 0.9 Jarmo Laakso - Ilkka Lindén - Veijo Lösönen - Timo Arppe
3 104 EIKAT 0.4 Pekka Uskali - Alpo Järvinen - Kaj Sundsten - Seppo Laine
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Naisten SM 2013 |
Score tables PBN More information
12 tables, 24 pairs. Number of boards: 46. Average: 506.
Rank Pair Score % Name MP Club
1 6 637 62,9 Hulda Ahonen - Pia Erkkilä 2.9 Tampereen BK - TOPPI
2 11 611 60,4 Tuula Honkavuori - Pirjo Juuri-Oja 1.6 B-19 - Jyväskylän BK
3 14 605 59,8 Elina Laukkanen - Mirja Mäntylä 1.1 Tammerbridge
4 17 600 59,3 Sue Bäckström - Raija Tuomi 0.8 B-55 - Tapiolan Trikki
5 19 588 58,1 Sari Itäluoma - Nina Tyni 0.5 Tammerbridge
6 23 563 55,6 Anja Tuomi - Merja Viitasalo 0.3 Savuton - Kirkkonummen BK
7 15 559 55,2 Marianna Kultalahti - Kati Sandström H6 - Turun BK
8 8 540 53,4 Marita Mannila-Savola - Aivi-Tiina Veräväinen Tampereen BK - Tammerbridge
12 540 53,4 Meri Korhonen - Piia Ruottinen Tammerbridge - Jyväskylän BK
10 24 526 52,0 Annu Laukkanen - Outi Rahi Turun BK - Kouvolan BK
11 2 499 49,3 Päivi Hämäläinen - Jonna Kaminen Jyväskylän BK - Tammerbridge
12 4 496 49,0 Varpu Honkakoski - Pia Petäjä Salon BK - Karhulan BK
13 21 493 48,7 Martta Heino - Heljä Penttinen Jyväskylän BK - Tammerbridge
14 9 492 48,6 Agneta Berglund - Maria Nordgren AV
15 5 483 47,7 Eveliina Haapasaari - Ilona Vänni Tammerbridge
16 22 482 47,6 Anni Mäkelä - Riitta-Liisa Mäkelä Salon BK
17 7 475 46,9 Kirsi Vesterinen - Hellevi Virtanen B-55 - Turun BK
18 1 466 46,0 Virpi von Gruenewaldt - Pirkko Leander Kulo Bridge - TOPPI
19 16 455 45,0 Johanna Helenius - Anne Vesanen Salon BK
20 10 445 44,0 Riitta Jaakonaho - Vuokko Rounioja Tammerbridge
21 13 441 43,6 Mirjami Kivirinta - Sari Pelttari Tammerbridge
22 20 418 41,3 Maija-Liisa Hämäläinen - Kerttu Seppälä Tammerbridge
23 18 407 40,2 Marja-Liisa Frey - Paula Lindell Turun BK - Åbo BK
24 3 323 31,9 Eija Kettunen - Helena Kyrki B-55 - Tammerbridge
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Pesonen-Stubb veteraanimestarit 2013 |
![Pesonen-Stubb veteraanimestarit 2013](/viskinseniorisivut/PesonenStubb_2013_veteraanimestarit_1.jpg) Jukka Pesonen ja Sakari Stubb voittivat veteraanien Suomen mestaruuden 2013. Veteraanien eli yli 70 vuotiaiden SM-kilpailu pelattiin 22-23.7. Pelipaikkana oli Hangon sataman Voimakasiini. Voitto oli tällä kertaa ylivoimainen ja käytännössä se ratkesi jo ensimmisenä päivänä, jolloin voittajat vetäisivät 10% kaulan seuraaviin. Hopealle tulivat Ranan Rimon-Mikko Nieminen ja jaetulle pronssille Armi ja Kari Koistinen sekä Tuula ja Raimo Honkavuori. Tulokset kokonaisuudessaan löytyvät osiosta 'Tulokset'.
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Tuula ja Raimo Honkavuori- vuoden 2013 seniorimestarit |
![Tuula ja Raimo Honkavuori- vuoden 2013 seniorimestarit](/viskinseniorisivut/Tuula_ja_Raimo_Honkavuori_seniorimestarit_2013_2.jpg) Yli 60 vuotiaiden seniorien parimestaruuden vei vuonna 2013 Tuula ja Raimo Honkavuori (57.8 %). He ovat kahmineet vuosien aikana yhteensä 57 eriväristä SM-mitalia. Toiseksi tuli pari Johan Linden-Osmo Parviainen (57.7 %) ja kolmanneksi Kaj Sundsten-Pekka Uskali (57.6 %). Kaikkiaan kilpailuun osallistui 34 paria. Pelit sujuivat leppoisassa hengessä. Kaikki tulokset löytyvät osiosta 'Tulokset'.
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Koistinen - Nyberg parimestarit 2013 |
![Koistinen - Nyberg parimestarit 2013](/viskinseniorisivut/KoistinenNyberg_parimestarit_2011_1.jpg) Suomen mestaruuden 2013 vei jälleen Kauko Koistinen- Clas Nyberg.
2013-10-05 - 06 SM-parikilpailu Finaali
1 2186 61,2 Kauko Koistinen - Clas Nyberg B-55 - Vasa BK
2 2078 58,2 Vesa Fagerlund - Arttu Karhulahti B-19 - Salon BK
3 1973 55,3 Mika Salomaa - Pekka Viitasalo Jyväskylän BK - Kirkkonummen BK
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SM-mixed joukkuekilpailu 2013 |
![SM-mixed joukkuekilpailu 2013](/viskinseniorisivut/Joukkue_Sue_vuoden_2013_joukkuemestari_1.jpg) Vuoden 2013 Mixed joukkuemestaruuden voitti Kauko Koistisen johtama nelikko, jossa pelasivat Kauko Koistinen, Sue ja Jari Bäckström sekä Heike Subra-Wiethoff. Kaikki tulokset löytyvät osiosta 'Tulokset'.
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Veteraanien hopeamitalistit 2013 |
![Veteraanien hopeamitalistit 2013](/viskinseniorisivut/Veteraanihopeaa_2013_1.jpg) Vuoden 2013 veteraanien eli yli 70 vuotiaiden SM-kisat järjestettiin Hangon bridgeviikon aikana Hangon Voimakasiinilla.
Voiton vei Pesonen-Stubb, mutta kunniakkaalle kakkostilalle tunkeutui pari Ranan Rimon- Mikko Nieminen.
Pronssimitalit jakoivat tasapisteisiin päätyneet Kari ja Armi Koistinen sekä Tuula ja Raimo Honkavuori.
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Arlen joukkue seniorien mestari 2012 |
![Arlen joukkue seniorien mestari 2012](/viskinseniorisivut/Joukkue_Arle_SM_2012_kuvassa_Christer_Englund_ja_Seppo_Niemi_1.jpg) Seniorien joukkuekilpailun 'epävirallinen' Suomen mestaruus meni joukkueelle ARLE, jossa pelasivat Martin Arle, Johan Linden, Christer Englund ja Seppo Niemi. (Kuvassa Englund-Niemi ja Priimägi-Lösönen).
Hopealle tuli tiukassa tuntumassa joukkue EIKKA, jossa pelasivat Olli Manni - Mikko Nieminen - Pekka Uskali - Alpo Järvinen.
Pronssia voitti '40-LUKU', jossa pelasivat Raimo Raunto-Jaakko Elokorpi, Tor Meinander-Kaarlo Ylinen sekä Kalevi Paavola-Väinö Kelhä.
Tulokset kokonaisuudessaan löytyvät osiosta 'Tulokset'.
Kilpailutoimikunta mitätöi 15.11.2012 tämän kilpailun virallisen mestaruusstatuksen kilpailusääntöjen vastaisena (liian vähän jakoja ja vain yksipäiväinen).
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Veteraanimestarit 2012 Rekola-Rimon |
![Veteraanimestarit 2012 Rekola-Rimon](/viskinseniorisivut/Veteraanimestarit_2012_RekolaRimon_2.jpg)
Suomen mestarit v. 2012 ovat Ismo Rekola ja Ranan Rimon.
Veteraanit (68+ vuotiaat) taistelivat kaksi päivää Suomen veteraanien mestaruudesta Hangon Voimakasiinissa. Rekola-Rimonin sijoitus nousi tasaisesti kohti loppua ja viimeisellä kierroksella he nousivat selvään voittoon. Hopealle tulivat Tuula ja Raimo Honkavuori ja pronssille Armi ja Kari Koistinen.
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2012 Seniorien SM parikilpailu |
![2012 Seniorien SM parikilpailu](/viskinseniorisivut/Kultaa_Martin_Arle_ja_Jouko_Paganus_1.jpg) Vuoden 2012 seniorien SM-kilpailu parikilpailussa päättyi parin Martin Arle- Jouko Paganus niukkaan voittoon. Hopeaan ylsi Jukka Pesonen- Sakari Stubb ja pronssiin Osmo Parviainen- Johan Linden. Tulokset kokonaisuudessaan löytyvät osiosta 'Tulokset'.
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Seniorien SM-joukkue 2011 |
![Seniorien SM-joukkue 2011](/viskinseniorisivut/Seniorien_kultamitalit_2011_joukkue_Arle.jpg) ARLEN JOUKKUE VOITTI 2011
Martin Arlen johtama joukkue ARLE ohitti viimeisellä kierroksella loppukirillään Uskalin johtaman Seka-Alman seniorien SM-joukkuekilpailussa. Voittajajoukkueessa pelasivat (kuvassa vasemmalta) Seppo Niemi, Martin Arle, Johan Linden, ja Christer Englund. Kolmanneksi sijoittui Honkavuoren johtama Kottaraisen pönttö. Turnaukseen osallistui seitsemän joukkuetta. Kaksipäiväisessä kilpailussa pelattiin 72 jakoa.
Tulokset löytyvät kokonaisuudessaan osiosta 'Tuloskalenteri'.
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Seniorien SM-parikilpailu 30.1.2011 tulokset |
Seniorimestarit 2011 Jouko Paganus ja Martin Arle.
Seniorien mestaruuden parikilpailussa vuonna 2011 voitti pari Martin Arle ja Jouko Paganus 59,9 % tuloksella.
Hopealle tulivat Riitta-Liisa ja Timo Mäkelä 57.4 % ja pronssille Tuula ja Raimo Honkavuori 57.3 %. Kaikki tulokset löytyvät kohdasta 'tulokset'.
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Veteraanimestarit 2011 |
![Veteraanimestarit 2011](/viskinseniorisivut/Matti_Sihvola_ja_Seppo_Castren_1.jpg) Sihvola- Castren Veteraanimestarit 2011
Veteraanien eli yli 68 vuotiaiden Suomen mestaruuden vuonna 2011 voitti pari Matti Sihvola- Seppo Castren. He voittivat kaksipäiväisen kilpailun 56,3 % tuloksella. Muut mitalistit olivat Jukka Pesonen- Sakari Stubb (vuoden 2010 mestarit) ja Armi ja Kari Koistinen. Pelit pelattiin Hangon viikon yhteydessä Hangon Voimakasiinilla 25-26.7. Sihvola - Castren on pelannut parina menestyksellä jo useita vuosia erityisesti 'Spelmans'- kerhossa. Seppo Castren on ollut myös hyvin aktiivinen SBL:n Bridge Areenan hankkimisessa ja rahoittamisessa.
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Joukkue SM 21-22.5.2011 |
![Joukkue SM 21-22.5.2011](/viskinseniorisivut/Kauko_Koistinen_joukkueensa_kapteeni_2011.jpg) Koistinen voitti joukkuekilpailun SM:n 2011
Finaaliin mukaan pääsi 8 joukkuetta. Finaali pelattiin Bridge Areenalla kaksipäiväisenä 21.–22.5.2011. Seniorien menestys oli vain keskinkertainen, kun vain Vilttiketjun seniorit Parviainen, Koivisto ja Puurtinen pysyivät kärjen vauhdissa. Tulokset löytyvät tämän sivun osiosta 'Tulokset'. Lisätiedot: http://www.bridgefinland.fi/sm/joukkue2011/ |
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Seniorien SM-joukkuekilpailu 2010 |
Seniorien SM-joukkuekilpailu 12.12.2010 |
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Vuoden 2010 SM-joukkuekilpailun voitti joukkue Avec,jossa pelasivat Christer Ekström, Ulla Lindgren Fagerholm,Kurt Berglund, Per-Ivar Norberg ja Tapio Wagello. Hopeaa voitti joukkue Paganus (Martin Arle, Jouko Paganus, JohanLinden ja Seppo Niemi). Pronssimitalit voitti joukkue Puurtinen (Olli Puurtinen, Matti Koivisto, Heikki Lehtinenja Jorma Seppänen).
Tulokset: 1. Avec 135 Ekström Christer, Lindgren Fagerholm Ulla, Berglund Kurt, Norber g Per-Ivar 2. Paganus 131 Martin Arle, Jouko Raganus, Johan Linden, Seppo Niemi 3. Puurtinen 127 Olli Puurtinen, Matti Koivisto, Heikki Lehtinen, Jorma Seppänen 4. Cassini 126 Seppo Castren, Matti Sihvola, Pirjo Juuri-Oja, Erkki Juuri-Oja, Väinö Kelhä, Kalevi Paavola 5. Uskali 123 Pekka Uskali, Alpo Järvinen, Seppo Laine, Olli Manni, Kaj Sundsten 6. Lichenstein 115 Raimo Honkavuori, Tuula Honkavuori, Sakari Stubb, Jukka Pesonen, Jorma Tolvanen, Ranan Rimon 7. Miniplan 114,5 Jaakko Grundström, Markku Kanerva, Martti Mäkelä, Mikko Nieminen, Kristina Fagerlund, Matti Leino 8. Papupata 113,5 Jaakko Elokorpi, Ilkka Kaunismaa, Tor Meinander, Raimo Raunto, Kaarle Walden, Kaarlo Ylinen 9. Gillet 93 Kaj Backas, C-J Blomstedt, Edgar Lindquist, Christer Sjöblom, Henry Troupp, Ole Åberg |
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Seniorien SM-joukkuekilpailu 12.12.2010 |
![Seniorien SM-joukkuekilpailu 12.12.2010](/viskinseniorisivut/Kultamitalisit_2010.jpg) Seniorien SM-joukkuemestarit 11.-12.12.2010 joukkue AVEC.
Siinä pelasivat kuvassa vasemmalta Kurt Berglund, Per-Ivar Norberg, Ulla Lindgren Fagerholm, Christer Ekström ja Tapio Wagello (ei kuvassa).
Kaikki tulokset löytyvät osiosta 'Tulokset'.
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Veteraanien parimestaruus 2010 |
![Veteraanien parimestaruus 2010](/viskinseniorisivut/Veteraanimestarit_Stubb_Pesonen_2010_1.jpg) Veteraani SM-parikilpailu pelattiin Hangon Itäsataman Voimagasiinilla 26-27.7.2010. Suomen mestaruuden voitti pari Sakari Stubb- Jukka Pesonen. Kilpailuun osallistui 14 paria. Osallistumisoikeus oli kaikilla viimeistään vuonna 2010 67 vuotta täyttävät SBL:n pelaajat.
7 tables, 14 pairs. Number of boards: 52. Average: 312.
Rank Score % Name MP Club
1 356 57,1 Jukka Pesonen - Sakari Stubb 1.9 B-55 2 353 56,6 Kaarle Walden - Ilkka Kaunismaa 1.1 B-55 - Savuton 3 349 55,9 Matti Leino - Mikko Nieminen 0.8 Turun BK 4 340 54,5 Ranan Rimon - Jorma Tolvanen 0.5 B-19 - Koski-Br 5 338 54,2 Raimo Honkavuori - Tuula Honkavuori B-19 6 337 54,0 Kaj Kajander - Reijo Salonen AV 7 321 51,4 Harry von Haartman - Leo Neimo Tapiolan Trikki 8 309 49,5 Jarmo Kurko - Harri Arko B-55 9 294 47,1 Armi Koistinen - Kari Koistinen Åbo BK 9 294 47,1 Heikki Kaisti - Leena Torkki Turun BK 11 292 46,8 Toivo Tikkanen - Asko Jorkama PuB - Porvoon B 12 289 46,3 Tauno Torkki - Esa Reuna Turun BK 13 256 41,0 Harry Vuorinen - Matti Kankaanpää Salon BK 14 240 38,5 Lita Fagerström - Inge-May Koskinen Hangö BK _________________ Väinö Kelhä, senioritoimikunnan puheenjohtaja |
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SM-joukkue Seniorit 12. - 13.12. 2009 |
Seniorit, joukkuemestaruus — Seniorer, lagmästerskapet 12. - 13.12. 2009 | | p. |
| Mp. | 1 | Tuula Honkavuori - Raimo Honkavuori Sakari Stubb - Jukka Pesonen Jorma Tolvanen - Ranan Rimon | 159 |
| 3.0 | 2 | Kari Koivula - Johan Lindén Jukka Mäkinen - Seppo Niemi | 156 |
| 1.1 | 3 | Juuso Leikola - Alpo Järvinen Kaj Sundsten - Pekka Uskali Matti Koivisto - Olli Puurtinen | 154½ |
| 0.5 | 4 | Erkki Juuri-Oja - Pirjo Juuri-Oja Väinö Kelhä - Kaarlo Ylinen | 145 | 5 | Harri Arko - Gaij Feodoroff Jarmo Kurko - Jussi Angervo Seppo Castren - Matti Sihvola | 142 | 6 | Jouko Paganus - Martin Arle Christer Englund - Erkki Malkamäki Harry Wikholm | 133 | 7 | Jorma Engelberg - Jorma Järvinen Jarl-Eric Nylund - Paavo Pyykönen Tarja Engelberg | 124 | 8 | Eero Auramaa - Kaarle Walden Ilkka Kaunismaa - Tor Meinander Aulis Koikkalainen - Erkki Becker | 105½ | 9 | Kaj Backas - C.-J. Blomstedt Aarne Heikinheimo - Christer Sjöblom Henry Troupp - Finn Wardi | 105 | |
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SM-pari Veteraanit 20. - 21.7. 2009 |
Veteraanimestaruus — Veteranmästerskapet 20. - 21.7. 2009 | | p. | % | Mp. | 1 | Tuula Honkavuori - Raimo Honkavuori | 235.4 | 53.5 | 1.5 | 2 | Mikko Paavolainen - Teppo Paasikoski | 234.3 | 53.3 | 1.0 | 3 | Mikko Nieminen - Matti Leino | 232.1 | 52.8 | 0.5 | 4 | Matti Sihvola - Seppo Castrén | 229.9 | 52.3 |
| = | Jukka Pesonen - Sakari Stubb | 229.9 | 52.3 | 6 | Harri Arko - Jarmo Kurko | 228.8 | 52.0 | 7 | Armi Koistinen - Kari Koistinen | 224.4 | 51.0 | 8 | Kaarle Walden - Ilkka Kaunismaa | 218.9 | 49.8 | 9 | Timo Järvi - Marja-Liisa Frey | 216.7 | 49.3 | 10 | Ensio Lehtinen - Anto Liljander | 190.3 | 43.3 | 11 | Ranan Rimon - Väinö Kelhä | 179.3 | 40.8 | |
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SM-pari Seniorit 18. - 19.1. 2009 |
Seniorit, parimestaruus —— Seniorer, parmästerskapet 17. - 18.1. 2009 | | p. | % | Mp. | 1 | Martin Arle - Jouko Paganus | 2031.6 | 62.2 | 4.8 | 2 | Kaj Sundsten - Pekka Uskali | 1991.3 | 61.0 | 2.6 | 3 | Alpo Järvinen - Juuso Leikola | 1925.3 | 59.0 | 1.7 | 4 | Seppo Castrén - Matti Sihvola | 1823.3 | 55.9 | 1.1 | 5 | Kaarlo Ylinen - Väinö Kelhä | 1805.2 | 55.3 | 0.8 | 6 | Anja Tuomi - Kaarle Walden | 1763.7 | 54.0 | 0.6 | 7 | Paavo Syrjänen - Jorma Tolvanen | 1729.1 | 53.0 | 0.3 | 8 | Jukka Pesonen - Sakari Stubb | 1726.4 | 52.9 | 0.3 | 9 | Holger Kuni - Kaj Finne | 1722.7 | 52.8 | 0.2 | 10 | Jaakko Elokorpi - Raimo Raunto | 1712.4 | 52.5 | 11 | Jukka Mäkinen - Johan Lindén | 1690.2 | 51.8 | 12 | Pirkko Leander - Kalevi Paavola | 1687.4 | 51.7 | 13 | Ilkka Anttolainen - Eero Auramaa | 1682.9 | 51.6 | 14 | Heikki Lehtinen - Jorma Seppänen | 1678.2 | 51.4 | 15 | Paavo Leskelä - Joakim Fabritius | 1671.7 | 51.2 | 16 | Anja Leppänen - Olli Silvanto | 1645.9 | 50.4 | 17 | Seppo Laine - Markku Kanerva | 1642.8 | 50.3 | 18 | Harry von Haartman - Leo Neimo | 1621.4 | 49.7 | 19 | Raimo Honkavuori - Ranan Rimon | 1616.3 | 49.5 | 20 | Kalervo Aro - Mauri Sirkiä | 1612.1 | 49.4 | 21 | Matti Koivisto - Olli Puurtinen | 1610.7 | 49.3 | 22 | Juha Hämäläinen - Kalevi Koskikallio | 1595.2 | 48.9 | 23 | Pirjo Juuri-Oja - Erkki Juuri-Oja | 1590.5 | 48.7 | 24 | Kari Koivula - Seppo Niemi | 1585.4 | 48.6 | 25 | Martta Heino - Heikki Miettinen | 1584.2 | 48.5 | 26 | Suvi Marttila - Eeva Parviainen | 1566.2 | 48.0 | 27 | Christina Hertzman - Jarmo Kurko | 1565.3 | 48.0 | 28 | Jukka Kytömaa - Osmo Parviainen | 1542.1 | 47.2 | 29 | Mikko Paavolainen - Teppo Paasikoski | 1531.1 | 46.9 | 30 | Pentti Lehtomäki - Matti Illikainen | 1479.4 | 45.3 | 31 | Markku Frilander - Reino Metsälä | 1473.7 | 45.1 | 32 | Timo Mäkelä - Eino Nygren | 1469.4 | 45.0 | 33 | Jaakko Grundström - Jarmo Laakso | 1459.1 | 44.7 | 34 | Pertti Louhimies - Mauri Maunula | 1368.8 | 41.9 | 35 | Teuvo Kärnä - Markku Männikkö | 1328.6 | 40.7 | 36 | Oscar Calamnius - Risto Lindfors | 1222.7 | 37.5 | |
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SM-pari Veteraanit 21. - 22.7. 2008 |
Veteraanimestaruus — Veteranmästerskapet 21. - 22.7. 2008 | | p. | % | Mp. | 1 | Roger Lindberg - Ralf Sundberg | 318.2 | 58.9 | 2.0 | 2 | Isto Kajonen - Anto Liljander | 316.1 | 58.5 | 1.3 | 3 | Kari Koivula - Ranan Rimon | 315.0 | 58.3 | 0.9 | 4 | Jukka Pesonen - Sakari Stubb | 308.6 | 57.1 | 0.7 | 5 | Harry von Haartman - Leo Neimo | 285.0 | 52.8 | 6 | Ilkka Kaunismaa - Kaarle Walden | 276.4 | 51.2 | 7 | Seppo Castrén - Matti Sihvola | 270.0 | 50.0 | 8 | Jouko Tikkanen - Sirkka-Liisa Tikkanen | 261.4 | 48.4 | 9 | Kari Koistinen - Armi Koistinen | 256.1 | 47.4 | 10 | Reino Leppänen - Reijo Raki | 253.9 | 47.0 | 11 | Raimo Honkavuori - Tuula Honkavuori | 249.6 | 46.2 | 12 | Matti Kankaanpää - Harry Vuorinen | 236.8 | 43.8 | = | Lita Fagerström - Inge-May Koskinen | 236.8 | 43.8 | = | Harri Arko - Jarmo Kurko | 236.8 | 43.8 | 15 | Seppo Hakkarainen - Eero Kuntonen | 229.3 | 42.5 | |
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SM-pari Seniorit 19. - 20.1. 2008 |
Seniorimestaruus —— Seniormästerskapet 19. - 20.1. 2008 | | p. | % | Mp. | 1 | Kari Koivula - Seppo Niemi | 1655.9 | 57.3 | 5.0 | 2 | Kaj Sundsten - Pekka Uskali | 1599.4 | 55.3 | 2.6 | 3 | Martin Arle - Matti Koivisto | 1578.5 | 54.6 | 1.7 | 4 | Jukka Mäkinen - Johan Lindén | 1555.2 | 53.8 | 1.2 | 5 | Gaij Feodoroff - Åke Rönnberg | 1534.5 | 53.1 | 0.9 | 6 | Jarmo Laakso - Ossi Laakso | 1526.3 | 52.8 | 0.6 | 7 | Juhani Laine - Osmo Parviainen | 1524.5 | 52.8 | 0.3 | 8 | Jukka Pesonen - Sakari Stubb | 1523.9 | 52.7 | 0.3 | 9 | Christina Hertzman - Jarmo Kurko | 1506.3 | 52.1 | 0.2 | 10 | Ilkka Anttolainen - Eero Auramaa | 1505.8 | 52.1 | 0.2 | 11 | Holger Kuni - Kaj Finne | 1505.7 | 52.1 | 12 | Alpo Järvinen - Jouko Paganus | 1502.1 | 52.0 | 13 | Paavo Leskelä - Joakim Fabritius | 1487.7 | 51.5 | 14 | Jaakko Elokorpi - Raimo Raunto | 1483.7 | 51.3 | = | Pirjo Juuri-Oja - Erkki Juuri-Oja | 1483.7 | 51.3 | 16 | Juha Hämäläinen - Kalevi Koskikallio | 1476.1 | 51.1 | 17 | Erkki Becker - Aulis Koikkalainen | 1473.9 | 51.0 | 18 | Ari Laine - Heikki Miettinen | 1470.6 | 50.9 | 19 | Heikki Lehtinen - Jorma Seppänen | 1457.4 | 50.4 | 20 | Kalervo Aro - Mauri Sirkiä | 1451.4 | 50.2 | 21 | Seppo Castrén - Matti Sihvola | 1440.9 | 49.9 | 22 | Tuula Honkavuori - Raimo Honkavuori | 1440.5 | 49.8 | 23 | Kaarlo Ylinen - Väinö Kelhä | 1437.0 | 49.7 | 24 | Ilkka Lindén - Timo Mäkelä | 1436.6 | 49.7 | 25 | Markku Kanerva - Martti Mäkelä | 1422.1 | 49.2 | 26 | Kalevi Paavola - Pirkko Leander | 1414.6 | 48.9 | 27 | Jorma Tolvanen - Ranan Rimon | 1402.1 | 48.5 | 28 | Anja Leppänen - Kaarle Walden | 1400.9 | 48.5 | 29 | Toivo Tikkanen - Seppo Pursiainen | 1386.9 | 48.0 | 30 | Pertti Louhimies - Mauri Maunula | 1381.6 | 47.8 | 31 | Mikko Paavolainen - Teppo Paasikoski | 1379.9 | 47.7 | 32 | Aarne Heikinheimo - Finn Wardi | 1323.4 | 45.8 | 33 | Juhani Laakso - Reino Metsälä | 1302.6 | 45.1 | 34 | Pekka Pulkkinen - Hannu Reinikainen | 1291.4 | 44.7 | 35 | Oscar Calamnius - Risto Lindfors | 1285.5 | 44.5 | 36 | Teuvo Kärnä - Markku Männikkö | 1218.1 | 42.1 | 37 | Harry von Haartman - Leo Neimo | 1123.7 | 38.9 |
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SM-pari Veteraanit 23. - 24.7. 2007 |
Veteraanimestaruus — Veteranmästerskapet 23. - 24.7. 2007 | | p. | % | Mp. | 1 | Raimo Honkavuori - Tuula Honkavuori | 362.3 | 58.1 | 1.9 | 2 | Armi Koistinen - Kari Koistinen | 349.3 | 56.0 | 1.2 | 3 | Ranan Rimon - Kari Koivula | 343.2 | 55.0 | 0.8 | 4 | Ilkka Kaunismaa - Kaarle Walden | 333.7 | 53.5 | 0.5 | 5 | Jarmo Kurko - Harri Arko | 329.2 | 52.8 | 6 | Anto Liljander - Isto Kajonen | 320.7 | 51.4 | 7 | Maija-Liisa Toivonen - Martti Toivonen | 319.2 | 51.2 | 8 | Ossi Laakso - Ensio Lehtinen | 312.7 | 50.1 | 9 | Jukka Pesonen - Sakari Stubb | 310.3 | 49.7 | 10 | Mikko Paavolainen - Teppo Paasikoski | 307.2 | 49.2 | 11 | Seppo Castrén - Matti Sihvola | 303.8 | 48.7 | 12 | Sirkka-Liisa Tikkanen - Jouko Tikkanen | 296.3 | 47.5 | 13 | Harry Vuorinen - Matti Kankaanpää | 252.7 | 40.5 | 14 | Asko Jorkama - Jorma Hirvirinne | 229.8 | 36.8 | |
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SM-pari Seniorit 20. - 21.1. 2007 |
Seniorimestaruus —— Seniormästerskapet 20. - 21.1. 2007 | | p. | % | Mp. | 1 | Jukka Mäkinen - Johan Lindén | 1678.0 | 58.8 | 4.8 | 2 | Tuula Honkavuori - Raimo Honkavuori | 1602.9 | 56.1 | 2.6 | 3 | Pirkko Leander - Kalevi Paavola | 1598.1 | 56.0 | 1.7 | 4 | Gaij Feodoroff - Matti Sihvola | 1549.7 | 54.3 | 1.1 | 5 | Harry von Haartman - Leo Neimo | 1539.1 | 53.9 | 0.8 | 6 | Heikki Lehtinen - Jorma Seppänen | 1538.9 | 53.9 | 0.6 | 7 | Eero Auramaa - Ilkka Anttolainen | 1533.1 | 53.7 | 0.3 | 8 | Tor Meinander - Väinö Kelhä | 1526.9 | 53.5 | 0.3 | 9 | Osmo Parviainen - Seppo Niemi | 1516.2 | 53.1 | 0.2 | 10 | Kaarlo Ylinen - Ranan Rimon | 1511.5 | 52.9 | 11 | Kalervo Aro - Mauri Sirkiä | 1508.1 | 52.8 | 12 | Markku Kanerva - Martti Mäkelä | 1507.5 | 52.8 | 13 | Jaakko Elokorpi - Raimo Raunto | 1500.2 | 52.5 | 14 | Seppo Laine - Kaj Sundsten | 1492.9 | 52.3 | 15 | Jarmo Kurko - Paavo Leskelä | 1476.5 | 51.7 | 16 | Martin Arle - Juhani Salokoski | 1467.2 | 51.4 | 17 | Holger Kuni - Kaj Finne | 1466.1 | 51.3 | 18 | Alpo Järvinen - Jouko Paganus | 1459.4 | 51.1 | 19 | Anja Leppänen - Kaarle Walden | 1457.0 | 51.0 | 20 | Suvi Marttila - Christina Hertzman | 1443.9 | 50.6 | 21 | Pirjo Juuri-Oja - Jouko Leander | 1438.0 | 50.4 | 22 | Erkki Becker - Aulis Koikkalainen | 1419.2 | 49.7 | 23 | Jarmo Laakso - Ossi Laakso | 1412.5 | 49.5 | 24 | Reino Metsälä - Esa Salmela | 1405.2 | 49.2 | 25 | Oscar Calamnius - Risto Lindfors | 1391.3 | 48.7 | 26 | Jukka Pesonen - Sakari Stubb | 1354.2 | 47.4 | 27 | Jussi Selinheimo - Olavi Tervonen | 1339.2 | 46.9 | 28 | Göran Stenberg - Mikko Paavolainen | 1331.9 | 46.6 | 29 | Pentti Lehtomäki - Eero Laukkanen | 1311.0 | 45.9 | 30 | Juhani Salonoja - Harri Wetterstrand | 1308.7 | 45.8 | 31 | Pekka Vihma - Erkki Juuri-Oja | 1253.7 | 43.9 | 32 | Raija Hirvonen - Anja Tuomi | 1249.8 | 43.8 | 33 | Hanna-Leena Eriksson - Markku Männikkö | 1247.2 | 43.7 | 34 | Ilkka Uimonen - Heikki Miettinen | 1232.6 | 43.2 | 35 | Yrjö Lehtonen - Tony Pohjanpalo | 1216.4 | 42.6 | 36 | Toivo Tikkanen - Maria Tulonen | 1123.7 | 39.3 | |
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SM-pari Veteraanit 24. - 25.7. 2006 |
Veteraanimestaruus — Veteranmästerskapet 24. - 25.7. 2006 | | p. | % | Mp. | 1 | Kaarle Walden - Ilkka Kaunismaa | 403 | 60.0 | 2.2 | 2 | Isto Kajonen - Anto Liljander | 392 | 58.3 | 1.3 | 3 | Ossi Laakso - Ensio Lehtinen | 380 | 56.5 | 0.9 | 4 | Jukka Pesonen - Sakari Stubb | 369 | 54.9 | 0.7 | 5 | Jarmo Kurko - Harri Arko | 366 | 54.5 | 6 | Esko Kiiskinen - Ranan Rimon | 355 | 52.8 | 7 | Seppo Castrén - Matti Sihvola | 354 | 52.7 | = | Mikko Paavolainen - Teppo Paasikoski | 354 | 52.7 | 9 | Tuula Honkavuori - Raimo Honkavuori | 344 | 51.2 | 10 | Seppo Hakkarainen - Eero Kuntonen | 342 | 50.9 | 11 | Esa Salmela - Reino Metsälä | 313 | 46.6 | 12 | Maija-Liisa Toivonen - Martti Toivonen | 311 | 46.3 | 13 | Matti Kankaanpää - Harry Vuorinen | 293 | 43.6 | 14 | Sirkka-Liisa Tikkanen - Jouko Tikkanen | 284 | 42.3 | 15 | Saku Wirén - Matti Rysä | 259 | 38.5 | 16 | Siv Malmstén - Karl-Erik Malmstén | 257 | 38.2 | |
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SM-pari Seniorit 14.- 15. 1. 2006 |
Seniorimestaruus —— Seniormästerskapet 14.- 15. 1. 2006 | | p. | % | Mp. | 1 | Jouko Paganus - Alpo Järvinen | 2509.7 | 57.0 | 5.7 | 2 | Esko Kiiskinen - Osmo Parviainen | 2507.1 | 57.0 | 2.8 | 3 | Johan Lindén - Jukka Mäkinen | 2457.5 | 55.9 | 1.8 | 4 | Martti Mäkelä - Markku Kanerva | 2437.8 | 55.4 | 1.3 | 5 | Jukka Pesonen - Sakari Stubb | 2427.7 | 55.2 | 1.0 | 6 | Kaj Finne - Holger Kuni | 2382.5 | 54.1 | 0.8 | 7 | Pentti J. Koskinen - Väinö Kelhä | 2360.3 | 53.6 | 0.5 | 8 | Ossi Laakso - Jarmo Laakso | 2358.1 | 53.6 | 0.5 | 9 | Heikki Lehtinen - Jorma Seppänen | 2330.9 | 53.0 | 0.4 | 10 | Harri Arko - Gaij Feodoroff | 2329.3 | 52.9 | 0.4 | 11 | Harry Wikholm - Ranan Rimon | 2329.1 | 52.9 | 0.3 | 12 | Seppo Castrén - Matti Sihvola | 2326.4 | 52.9 | 0.3 | 13 | Pirjo Juuri-Oja - Erkki Juuri-Oja | 2321.2 | 52.8 | 0.2 | 14 | Anja Leppänen - Tony Pohjanpalo | 2304.9 | 52.4 | 15 | Kalervo Aro - Mauri Sirkiä | 2284.5 | 51.9 | 16 | Göran Stenberg - Kai Sandqvist | 2275.5 | 51.7 | 17 | Ilkka Kaunismaa - Kaarle Walden | 2255.7 | 51.3 | 18 | Seppo Laine - Kaj Sundsten | 2250.5 | 51.1 | 19 | Martta Heino - Toivo Tikkanen | 2240.9 | 50.9 | 20 | Harry von Haartman - Leo Neimo | 2240.7 | 50.9 | 21 | Tuula Honkavuori - Raimo Honkavuori | 2226.0 | 50.6 | 22 | Pirkko Leander - Kalevi Paavola | 2225.6 | 50.6 | 23 | Jukka Kytömaa - Jarmo Kurko | 2225.2 | 50.6 | 24 | Christina Hertzman - Juhani Salokoski | 2224.0 | 50.5 | 25 | Kari Stenroos - Paul Puhlin | 2219.9 | 50.5 | 26 | Kalevi Jalonen - Pekka Vihma | 2219.2 | 50.4 | 27 | Erkki Becker - Aulis Koikkalainen | 2214.5 | 50.3 | 28 | Ilkka Lindén - Timo Mäkelä | 2198.2 | 50.0 | 29 | Kaj Gästgivar - Aimo Salmi | 2196.8 | 49.9 | 30 | Eeva Parviainen - Suvi Marttila | 2194.8 | 49.9 | 31 | Helmer Forsblom - Heinz Gutwerth | 2193.1 | 49.8 | 32 | Reino Metsälä - Esa Salmela | 2187.1 | 49.7 | 33 | Raimo Raunto - Kaarlo Ylinen | 2169.4 | 49.3 | 34 | Juhani Ahava - Kalevi Koskikallio | 2169.3 | 49.3 | 35 | Olli Silvanto - Jorma Tolvanen | 2158.6 | 49.1 | 36 | Henrik Westerstråhle - Eero Laukkanen | 2158.0 | 49.0 | 37 | Markku Männikkö - Teuvo Kärnä | 2149.0 | 48.8 | 38 | Jorma Engelberg - Pertti Stenman | 2136.7 | 48.6 | 39 | Mauri Maunula - Pekka Kauppinen | 2134.4 | 48.5 | 40 | Johan Holmgren - Asko Jorkama | 2128.3 | 48.4 | 41 | Jussi Selinheimo - Olavi Tervonen | 2122.4 | 48.2 | 42 | Antti Alén - Kari Bastman | 2122.1 | 48.2 | 43 | Johan Johansson - Veli-Pekka Lukka | 2101.2 | 47.8 | 44 | Kari Leppänen - Raimo Leppänen | 2095.4 | 47.6 | 45 | Hannu Pesonen - Jaakko Elokorpi | 2071.3 | 47.1 | 46 | Juhani Salonoja - Harri Wetterstrand | 2033.9 | 46.2 | 47 | Urpo Sairanen - Barbro Vaaranen | 1997.2 | 45.4 | 48 | Matti Kankaanpää - Saku Wirén | 1972.7 | 44.8 | 49 | Monica Maamies - Anja Tuomi | 1968.8 | 44.7 | 50 | Oscar Calamnius - Risto Lindfors | 1913.5 | 43.5 | 51 | Marianne Lindstedt - Maj-Brit Jensen | 1699.3 | 38.6 | 52 | Pentti Lehtomäki - Lasse Gesterberg | 1653.6 | 37.6 | |
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SM-pari Seniorit 15. - 16.1. 2005 |
2005-01-15 - 16 Seniori SM | Rond 22 | 26 bord, 52 par. Antal brickor: 88. Medel: 2200,0. Medel+/=/- ger 60 / 50 / 40 %.
Rondsegrare Par Namn Poäng % 21 Kaarle Walden - Helmer Forsblom 175,0 87,5 36 Teuvo Kärnä - Markku Männikkö 170,0 85,0 11 Toivo Tikkanen - Asko Jorkama 153,0 76,5
Plac Par Poäng % Rond Namn MP Klubb
1 1 2509,4 57,0 92,0 Esko Kiiskinen - Osmo Parviainen 6.8 Savuton - Pieksämäen BK 2 27 2475,4 56,3 97,0 Jukka Pesonen - Sakari Stubb 3.3 B-55 3 30 2434,0 55,3 109,0 Kari Koivula - Seppo Niemi 2.1 Lahden BK - B-55 4 32 2419,7 55,0 104,0 Tuula Honkavuori - Raimo Honkavuori 1.5 B-19 5 2 2392,9 54,4 146,0 Johan Lindén - Jukka Mäkinen 1.2 B-55
6 20 2392,2 54,4 89,0 Mäkelä Markku - Paavo Leskelä 0.9 Savuton - B-55 7 23 2361,5 53,7 136,0 Pirjo Juuri-Oja - Erkki Juuri-Oja 0.6 Jyväskylän BK 8 13 2349,2 53,4 91,0 Seppo Laine - Kaj Sundsten 0.6 Turun BK 9 28 2342,0 53,2 140,0 Pertti Heitto - Kalevi Koskikallio 0.5 HBK 10 17 2340,0 53,2 132,0 Harry Wikholm - Ranan Rimon 0.5 B-55 - Tampereen BK
11 36 2313,4 52,6 170,0 Teuvo Kärnä - Markku Männikkö 0.3 Ähtärin BK - Järviseudun BK 12 50 2312,0 52,5 108,0 Martin Arle - Kai Nortola 0.3 AV - HBK 13 34 2291,0 52,1 115,0 Martti Mäkelä - Markku Kanerva 0.2 Turun BK 14 5 2284,5 51,9 111,0 Juha Hämäläinen - Ilkka Kaunismaa Savuton 15 52 2275,4 51,7 85,0 Martin Holmberg - Kalevi Paavola Toppi
16 41 2274,4 51,7 103,0 Harri Arko - Eero Auramaa B-55 17 38 2261,6 51,4 82,0 Holger Kuni - Aimo Salmi Vasa BK - Vaasan Trikki 18 43 2245,6 51,0 64,0 Heikki Lehtinen - Jorma Seppänen Trikki - B-55 19 44 2241,4 50,9 54,0 Olli Silvanto - Jorma Tolvanen Savuton - Koski-Bridge 20 15 2240,0 50,9 118,0 Seppo Castrén - Matti Sihvola B-55
21 4 2239,6 50,9 96,0 Esa Salmela - Reino Metsälä Kotkan BK - Lahden BK 22 21 2232,8 50,7 175,0 Kaarle Walden - Helmer Forsblom B-55 23 39 2229,4 50,7 30,0 Olli Jalonen - Pentti Koskinen B-55 24 12 2225,2 50,6 60,0 Jukka Kytömaa - Väinö Kelhä Trikki 25 49 2219,1 50,4 125,0 Erkki Becker - Aulis Koikkalainen Kouvolan BK
26 33 2209,8 50,2 95,0 Jussi Angervo - Jarmo Kurko B-55 27 47 2205,0 50,1 105,0 Pertti Louhimies - Mauri Maunula B-55 - Toppi 28 31 2180,5 49,6 86,0 Anja Leppänen - Raili Taipale B-55 - Koski-Bridge 29 26 2178,8 49,5 114,0 Pentti Karppanen - Pekka Pulkkinen Kouvolan BK 30 45 2178,6 49,5 68,0 Kari Stenroos - Paul Puhlin Lahden BK
31 46 2173,8 49,4 136,0 Johan Johansson - Veli-Pekka Lukka Salon BK 32 11 2169,5 49,3 153,0 Toivo Tikkanen - Asko Jorkama PuB - Porvoon BK 33 35 2166,4 49,2 69,0 Liisa Grönroos - Monica Maamies B-55 34 42 2162,3 49,1 75,0 Kaj Lindstedt - Kaj Backas Kirkkonummen BK - B-55 35 14 2161,8 49,1 25,0 Oscar Calamnius - Risto Lindfors Lahden BK
36 3 2141,0 48,7 131,0 Harry von Haartman - Leo Neimo Tapiolan Trikki 37 7 2129,4 48,4 64,0 Raimo Raunto - Kaarlo Ylinen Savuton 38 8 2124,0 48,3 106,0 Jarmo Laakso - Ossi Laakso Salon BK 39 18 2114,0 48,0 126,0 Ilkka Lindén - Timo Mäkelä Hangö BK - Salon BK 40 6 2106,4 47,9 47,0 Hannu Pesonen - Antti Vihervä Toppi - Babs ry Hki
41 19 2097,1 47,7 126,0 Pentti Lehtomäki - Lasse Gesterberg Tapiolan Trikki 42 22 2095,3 47,6 140,0 Heikki Miettinen - Ilkka Uimonen KuBK - Lpr BK 43 29 2086,4 47,4 94,0 Raija Hirvonen - Eero Särkinen Joensuun BK 44 16 2077,6 47,2 74,0 Mikko Paavolainen - Teppo Paasikoski B-55 45 9 2074,3 47,1 60,0 Suvi Marttila - Eeva Parviainen B-55
46 51 2050,0 46,6 102,0 Eero Laukkanen - Jarl-Eric Nylund B-55 47 48 2044,2 46,5 74,0 Martta Heino - Pirkko Leander Jyväskylän BK - Toppi 48 10 2028,0 46,1 112,0 Bengt Björkbom - Göran Stenberg Kirkkonummi - B-55 49 40 2001,2 45,5 98,0 Barbro Vaaranen - Raimo Auranen B-55 - Trikki 50 37 1966,6 44,7 109,0 Matti Kankaanpää - Harry Vuorinen Salon BK
51 24 1869,5 42,5 88,0 Marianne Lindstedt - Sinikka Stenberg Kirkkonummen BK - B-55 52 25 1707,0 38,8 91,0 Oili Kinnunen - Raili Rousku B-55
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SM-pari Seniorit 3. - 4.1. 2004 |
SUOMEN MESTARUUKSIA FINSKA MÄSTERSKAP Seniorimestaruus —— Seniormästerskapet 3.- 4. 1. 2004 | | p. | % | Mp. | 1 | Martin Arle - Kai Nortola | 2742 | 57.7 | 6.30 | 2 | Markku Kanerva - Martti Mäkelä | 2610 | 54.9 | 3.00 | 3 | Jouko Paganus - Alpo Järvinen | 2601 | 54.7 | 2.00 | 4 | Jarmo Kurko - Sakari Stubb | 2597 | 54.7 | 1.40 | 5 | Jarmo Laakso - Ossi Laakso | 2589 | 54.5 | 1.00 | 6 | Kari Koivula - Ilkka Anttolainen | 2574 | 54.2 | 0.90 | 7 | Jukka Mäkinen - Johan Linden | 2548 | 53.6 | 0.70 | 8 | Heikki Miettinen - Osmo Parviainen | 2538 | 53.4 | 0.50 | 9 | Tuula Honkavuori - Raimo Honkavuori | 2537 | 53.4 | 0.50 | 10 | Hannu Pesonen - Antti Vihervä | 2525 | 53.2 | 0.40 | 11 | Pentti Koskinen - Kaarle Walden | 2524 | 53.1 | 0.40 | 12 | Seppo Laine - Kaj Sundsten | 2523 | 53.1 | 0.30 | 13 | Markku Mäkelä - Paavo Leskelä | 2521 | 53.1 | 0.30 | 14 | Jussi Angervo - Matti Sihvola | 2516 | 52.9 | 0.30 | 15 | Heikki Lehtinen - Jorma Seppänen | 2482 | 52.2 | 0.20 | 16 | Kari Leppänen - Raimo Leppänen | 2477 | 52.1 | | 17 | Raimo Raunto - Kaarlo Ylinen | 2459 | 51.8 | | 18 | Pirjo Juuri-Oja - Erkki Juuri-Oja | 2446 | 51.5 | | 19 | Martta Heino - Toivo Tikkanen | 2445 | 51.5 | | 20 | Anja Tuomi - Eero Särkinen | 2443 | 51.4 | | 21 | Olli Silvanto - Jorma Tolvanen | 2435 | 51.2 | | 22 | Kalevi Koskikallio - Pertti Heitto | 2415 | 50.8 | | 23 | Esko Kiiskinen - Ranan Rimon | 2414 | 50.8 | | 24 | Rikhard Räihä - Aimo Salmi | 2407 | 50.7 | | = | Christina Hertzman - Juhani Salokoski | 2407 | 50.7 | | 26 | Harri Arko - Eero Auramaa | 2404 | 50.6 | | 27 | Harry v. Haartman - Leo Neimo | 2394 | 50.4 | | 28 | Jukka Kytömaa - Kalevi Paavola | 2373 | 49.9 | | 29 | Paul Puhlin - Kari Stenroos | 2372 | 49.9 | | 30 | Erkki Becker - Aulis Koikkalainen | 2365 | 49.8 | | 31 | Maria Tulonen - Tapio Virtanen | 2352 | 49.5 | | 32 | Asko Jorkama - Risto Kuurila | 2350 | 49.5 | | 33 | Pertti Männistö - Väinö Kelhä | 2345 | 49.4 | | 34 | Mikko Paavolainen - Teppo Paasikoski | 2343 | 49.3 | | 35 | Esa Salmela - Gunnar Suokko | 2338 | 49.2 | | 36 | Matti Rysä - Veijo Veijalainen | 2330 | 49.0 | | 37 | Matti Valtonen - Heikki Roshier | 2322 | 48.9 | | 38 | Pirkko Aimala - Jorma Erkinheimo | 2312 | 48.7 | | 39 | Barbro Vaaranen - Martti Korkeasalo | 2311 | 48.6 | | 40 | Anja Leppänen - Raili Taipale | 2308 | 48.6 | | 41 | Eero Laukkanen - Henrik Westerstråhle | 2307 | 48.6 | | 42 | Sakari Aarnio - Antero Pättö | 2306 | 48.5 | | 43 | Kaj Gästgivar - Sven Smeds | 2301 | 48.4 | | 44 | Kalervo Aro - Mauri Sirkiä | 2298 | 48.4 | | 45 | Anja Hemilä - Tony Pohjanpalo | 2289 | 48.2 | | 46 | Markku Hemminki - Matti Salminen | 2273 | 47.8 | | 47 | Seppo Castrén - Jussi Ahava | 2239 | 47.1 | | 48 | Fred Ilmoni - Urpo Sairanen | 2227 | 46.9 | | 49 | Heljä Penttinen - Ilkka Ala-Kivimäki | 2219 | 46.7 | | 50 | Riitta Suokko - Leif Rehnström | 2194 | 46.2 | | 51 | Erkki Virta - Harry Jacoby | 2192 | 46.1 | | 52 | Jorma Hirvirinne - Jorma Engelberg | 2159 | 45.5 | | 53 | Pekka Nupponen - Seppo Roitto | 2157 | 45.4 | | 54 | Oili Kinnunen - Kirsti Sundström | 2147 | 45.2 | | 55 | Matti Kankaanpää - Harry Vuorinen | 2081 | 43.8 | | 56 | Kaija Peltola - Harri Sabelström | 1999 | 42.1 | | 57 | Sinikka Stenberg - Göran Stenberg | 1924 | 40.5 | | |
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SM-pari Seniorit 25.1.2003 |
SENIORIT, | SM-PARI, |
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| 25.01.2003 |
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| 67 | paria | pist |
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| 1 | Pertti | Louhimies | - | Mauri | Maunula | 1710 | 61.7 | | 4.90 | 2 | Kari | Koivula | - | Johan | Linden | 1710 | 61.7 |
| 4.90 | 3 | Paavo | Leskelä | - | Markku | Mäkelä | 1698 | 61.3 |
| 2.30 | 4 | Jukka | Pesonen | - | Sakari | Stubb | 1643 | 59.3 |
| 1.70 | 5 | Pertti | Heitto | - | Kalevi | Koskikallio | 1624 | 58.6 |
| 1.30 | 6 | M | Kaistakorpi | - | Pekka | Pulkkinen | 1611 | 58.1 |
| 1.00 | 7 | Armi | Koistinen | - | Kari | Koistinen | 1573 | 56.7 |
| 0.80 | 8 | Pentti | J.Koskinen | - | Kaarle | Walden | 1551 | 55.9 |
| 0.80 | 9 | Juhani | Kauppinen | - | Heljä | Penttinen | 1542 | 55.6 |
| 0.70 | 10 | Jussi | Angervo | - | Seija | Lahtinen | 1528 | 55.1 |
| 0.70 | 11 | Esa | Salmela | - | Maria | Tulonen | 1527 | 55.1 |
| 0.50 | 12 | Jarmo | Laakso | - | Ossi | Laakso | 1524 | 54.9 |
| 0.50 | 13 | Juha | Hämäläinen | - | Tor | Meinander | 1500 | 54.1 |
| 0.40 | 14 | Pekka | Nupponen | - | Seppo | Roitto | 1499 | 54.1 |
| 0.40 | 15 | Harri | Arko | - | Eero | Auramaa | 1492 | 53.8 |
| 0.30 | 16 | Markku | Hemminki | - | Matti | Salminen | 1482 | 53.5 |
| 0.30 | 17 | Heikki | Loikkanen | - | Peter | Wikström | 1474 | 53.2 |
| 0.20 | |
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SM-pari Seniorit 26.1.2002 |
SENIORIT, | SM-PARIKILPAILU, |
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| 26.01.2002 |
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| 58 | paria |
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| 1 | Martin | Arle | - | Jouko | Paganus | 1499 | 63.7 |
| 6.30 | 2 | Jarmo | Laakso | - | Ossi | Laakso | 1398 | 59.4 |
| 3.20 | 3 | Jukka | Pesonen | - | Sakari | Stubb | 1369 | 58.2 |
| 2.00 | 4 | Raimo | Honkavuori | - | Matti | Sihvola | 1344 | 57.1 |
| 1.40 | 5 | Osmo | Parviainen | - | Pertti | Karppanen | 1338 | 56.9 |
| 1.20 | 6 | Erkki | Becker | - | Pekka | Pulkkinen | 1333 | 56.7 |
| 0.90 | 7 | Ismo | Rekola | - | Kalevi | Jalonen | 1316 | 56.0 |
| 0.70 | 8 | Harri | Arko | - | Eero | Auramaa | 1310 | 55.7 |
| 0.70 | 9 | Ilkka | Linden | - | Annikki | Pulliainen | 1307 | 55.6 |
| 0.50 | 10 | Christina | Hertzman | - | J | Salokoski | 1303 | 55.4 |
| 0.50 | 11 | Jarmo | Kurko | - | Paavo | Leskelä | 1289 | 54.8 |
| 0.40 | 12 | Erkki | Rahikainen | - | Erkki | Mustonen | 1270 | 54.0 |
| 0.40 | 13 | Heikki | Lehtinen | - | Ansa | Sundström | 1269 | 54.0 |
| 0.30 | 14 | Helmer | Forsblom | - | Pertti | Heitto | 1266 | 53.8 |
| 0.30 | 15 | Pirjo | Juuri-Oja | - | Erkki | Juuri-Oja | 1257 | 53.4 |
| 0.20 | |
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SM-pari Seniorit 27.1.2001 |
SENIORIT | SM-PARI, |
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| 27.01.2001 |
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| 62 | paria |
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| %
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| MP
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| 1 | Reino | Metsälä | - | Osmo | Parviainen | 1510 | 59.9 |
| 6.30 | 2 | Helmer | Forsblom | - | Esko | Kiiskinen | 1499 | 59.5 |
| 3.30 | 3 | Seppo | Castren | - | Jarmo | Kurko | 1493 | 59.2 |
| 2.20 | 4 | Juhani | Laakso | - | Esko | Luoto | 1492 | 59.2 |
| 1.60 | 5 | Kalevi | Koskikallio | - | Kai | Nortola | 1469 | 58.3 |
| 1.20 | 6 | Jussi | Angervo | - | Matti | Sihvola | 1447 | 57.4 |
| 0.90 | 7 | Ismo | Koponen | - | Harry | Wikholm | 1440 | 57.1 |
| 0.80 | 8 | Kari | Leppänen | - | Erkki | Varho | 1424 | 56.5 |
| 0.70 | 9 | Kari | Koivula | - | Johan | Linden | 1423 | 56.5 |
| 0.50 | 10 | Pirjo | Juuri-Oja | - | Erkki | Juuri-Oja | 1416 | 56.2 |
| 0.40 | 11 | Erkki | Becker | - | Tapio | Virtanen | 1394 | 55.3 |
| 0.30 | 12 | Christina | Hertzman | - | J | Salokoski | 1386 | 55.0 |
| 0.30 | 13 | Kaarlo | Hanski | - | Arvi | Luukka | 1368 | 54.3 |
| 0.20 | 14 | Pekka | Kauppinen | - | M | Paavolainen | 1362 | 54.0 |
| 0.20 | 15 | Tuula | Honkavuori | - | R | Honkavuori | 1360 | 54.0 |
| 0.20 | 16 | Reino | Leppänen | - | Pekka | Nupponen | 1358 | 53.9 |
| 0.20 | |
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SM-pari Seniorit 29.1.2000 |
SENIORIT | SM-PARI |
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| 29.01.2000 |
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| 61 | paria |
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| %
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| MP
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| 1 | Kai | Nortola | - | Kalevi | Koskikallio | 1606 | 63.7 |
| 6.30 | 2 | Väinö | Kelhä | - | Tor | Meinander | 1536 | 61.0 |
| 3.30 | 3 | Helmer | Forsblom | - | Heinz | Guthwert | 1526 | 60.6 |
| 2.20 | 4 | Pirjo | Juuri-Oja | - | Erkki | Juuri-Oja | 1504 | 59.7 |
| 1.60 | 5 | Hannes | Alkio | - | Helge | Lundell | 1490 | 59.1 |
| 1.20 | 6 | Christina | Hertzman | - | J | Salokoski | 1480 | 58.7 |
| 0.90 | 7 | Veikko | Jänkälä | - | Ranan | Rimon | 1468 | 58.3 |
| 0.60 | 7 | Urpo | Sairanen | - | Ari | Vihma | 1468 | 58.3 |
| 0.60 | 9 | Armi | Koistinen | - | Kari | Koistinen | 1464 | 58.1 |
| 0.40 | 10 | Matti | Salminen | - | Juhani | Kauppinen | 1442 | 57.2 |
| 0.40 | 11 | Tapio | Virtanen | - | Esko | Luoto | 1441 | 57.2 |
| 0.30 | 12 | Jukka | Pesonen | - | Sakari | Stubb | 1440 | 57.1 |
| 0.30 | 13 | Pirkko | Aimala | - | Liisa | Matomäki | 1431 | 56.8 |
| 0.20 | 14 | Mikko | Nieminen | - | Juhani | Laine | 1427 | 56.6 |
| 0.20 | 15 | Martta | Heino | - | Anto | Liljander | 1416 | 56.2 |
| 0.20 | 16 | Heljä | Penttinen | - | Tuukka | Tarkkila | 1402 | 55.6 |
| 0.20 | |
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Veteraanien eli yli 70 vuotiaiden pelaajien SS-kilpailut pelattkiin Hangon viikon yhteydessä. Osanottajia oli 12 paria. Suurin osa tunnettuka SBL:n jäseniä jo vuosien takaa. Mestaripari oli Castre-Sihvola hekin vanhoja liiton jäseniä. Tulokset
2023-07-19 Hanko 2023 SM veteraanit 20.7.2023
Score tables PBN More information
6 tables, 12 pairs. Number of boards: 33. Average: 165.
Rank Pair Score % Name MP M-ID Club
1 7 198 60,0 Seppo Castren - Matti Sihvola 2,07 1170 1158 Savuton - B-55
2 10 182 55,2 Fred Sundwall - Lars Carlsson 1,25 1098 1225 AV
3 5 178 53,9 Jarmo Laakso - Väinö Kelhä 0,83 1365 1103 Salon Bk - Tapiolan Trikki
4 8 176 53,3 Jaakko Elokorpi - Raimo Raunto 1684 1036 Savuton
5 11 173 52,4 Susanne Paul - Tom Schubert 1074 2100 AV
6 2 164 49,7 Finn Wardi - Joakim Fabritius 1614 1159 AV - Savuton
7 12 163 49,4 Klaus Harjunen - Seppo Räsänen 1105 1444 Savuton
8 4 162 49,1 Pirjo Juuri-Oja - Pekka Söderlin 1316 1226 Kotkan Bk - KuBK
9 9 151 45,8 Ilkka Uimonen - Lasse Utter 1129 1013 Lappeenrannan Bk - Jyväskylän Bk
10 3 150 45,5 Maria Tulonen - Eija Tornio 1345 1574 Lahden Bk
11 6 146 44,2 Hellevi Virtanen - Henrik Solin 1358 3132 Turun Bk - ÅBK
12 1 137 41,5 Eivor Nyqvist - Timo Järvi 3199 1420 ÅBK - Turun Bk
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