Skip to main content

Dykhurdfytsen op de Olympyske Simmerspullen 1996 Ynhâld ôfstannen | Utslaggen | Sjoch ek | Navigaasjemenu

Multi tool use
Multi tool use

Dykhurdfytse op de Olympyske Simmerspullen


1996AmerikaanskeAtlantadykhurdfytsen












Dykhurdfytsen op de Olympyske Simmerspullen 1996




Ut Wikipedy






Jump to navigation
Jump to search


De Olympyske Simmerspullen 1996, ek wol de XXVIe Olympiade neamd, waarden yn 1996 hâlden yn de Amerikaanske stêd Atlanta.
It dykhurdfytsen waard hâlden op it Marathon course. It wie de earste kear dat de profesionele hurdfytsers mei mochten dwaan oan de Olympyske Simmerspullen.




Ynhâld





  • 1 ôfstannen

    • 1.1 Manlju


    • 1.2 Froulju



  • 2 Utslaggen

    • 2.1 Dykwedstriid, yndividueel


    • 2.2 Tiidrit, yndividueel



  • 3 Sjoch ek




ôfstannen |



Manlju |


  • Dykwedstriid, yndividueel - 221.85 km

  • Tiidrit, yndividueel - 52.2 km


Froulju |


  • Dykwedstriid, yndividueel - 104.4 km

  • Tiidrit, yndividueel - 26.1 km


Utslaggen |



Dykwedstriid, yndividueel |





















Manlju
#
Fytser
Lân
Tiid
GoudPascal Richard
Flagge fan Switserlân SUI
4:53:56
SulverRolf Sørensen
Flagge fan Denemark DEN
4:53:56
BrûnsMax Sciandri
Flagge fan Grut-Brittanje GBR
4:53:58

















Froulju
#
Fytser
Lân
Tiid
GoudJeannie Longo-Ciprelli
Flagge fan Frankryk FRA
2:36:13
SulverImelda Chiappa
Flagge fan Itaalje ITA
2:36:38
BrûnsClara Hughes
Flagge fan Kanada CAN
2:36:44


Tiidrit, yndividueel |





















Manlju
#
Fytser
Lân
Tiid
GoudMiguel Indurain
Flagge fan Spanje ESP
1:04:05
SulverAbraham Olano
Flagge fan Spanje ESP
1:04:17
BrûnsChris Boardman
Flagge fan Grut-Brittanje GBR
1:04:36

















Froulju
#
Fytser
Lân
Tiid
GoudZoelfia Zabirova
Flagge fan Ruslân RUS
36:40
SulverJeannie Longo-Ciprelli
Flagge fan Frankryk FRA
37:00
BrûnsClara Hughes
Flagge fan Kanada CAN
37:13


Sjoch ek |


  • Hurdfytse op de Paralympyske Simmerspullen 1996

  • Baanhurdfytse op de Olympyske Simmerspullen 1996









Cycling (road) pictogram.svg


Dykhurdfytsen op de Olympyske Simmerspullen

Atene 1896 | Stokholm 1912 | Antwerpen 1920 | Parys 1924 | Amsterdam 1928 | Los Angeles 1932 | Berlyn 1936 | Londen 1948 | Helsinky 1952 | Melbourne 1956 | Rome 1960 | Tokyo 1964 | Meksiko 1968 | München 1972 | Montreal 1976 | Moskou 1980 | Los Angeles 1984 | Seoul 1988 | Barselona 1992 | Atlanta 1996 | Sydney 2000 | Atene 2004 | Peking 2008 | Londen 2012 | Rio de Janêro 2016 |

wizigje











Olympyske Ringen.jpg


Olympyske Simmerspullen 1996

Flag of the United States.svg


Atletyk | Baanhurdfytse | Basketbal | Badminton | Berchfytse | Bokse | Bôgesjitte | Dykhurdfytse | Fuotbal | Follybal | Gewichtheffe | Gymnastyk | Hânbal | Hokky | Honkbal | Hurdsile | Hynstesport | Judo | Kanofarre | Keunstdûke | Moderne Fiifkamp | Skermje | Roeie | Sjitsport | Softbal | Strânfollybal | Syngroanswimme | Swimme | Tafeltennis | Tennis | Wetterpolo | Wrakselje |

wizigje



Untfongen fan "https://fy.wikipedia.org/w/index.php?title=Dykhurdfytsen_op_de_Olympyske_Simmerspullen_1996&oldid=630581"










Navigaasjemenu

























(window.RLQ=window.RLQ||[]).push(function()mw.config.set("wgPageParseReport":"limitreport":"cputime":"0.072","walltime":"0.112","ppvisitednodes":"value":127,"limit":1000000,"ppgeneratednodes":"value":0,"limit":1500000,"postexpandincludesize":"value":6113,"limit":2097152,"templateargumentsize":"value":0,"limit":2097152,"expansiondepth":"value":2,"limit":40,"expensivefunctioncount":"value":0,"limit":500,"unstrip-depth":"value":0,"limit":20,"unstrip-size":"value":0,"limit":5000000,"entityaccesscount":"value":0,"limit":400,"timingprofile":["100.00% 38.913 1 -total"," 11.97% 4.658 2 Berjocht:GBR"," 11.78% 4.584 1 Berjocht:Dykhurdfytse_op_de_Olympyske_Simmerspullen"," 7.69% 2.994 1 Berjocht:RUS"," 7.63% 2.968 1 Berjocht:DEN"," 7.32% 2.850 2 Berjocht:FRA"," 6.53% 2.542 2 Berjocht:CAN"," 6.49% 2.526 1 Berjocht:Olympyske_Simmerspullen_1996"," 6.35% 2.470 2 Berjocht:ESP"," 6.15% 2.395 4 Berjocht:Goud"],"cachereport":"origin":"mw1320","timestamp":"20190409194954","ttl":2592000,"transientcontent":false););"@context":"https://schema.org","@type":"Article","name":"Dykhurdfytsen op de Olympyske Simmerspullen 1996","url":"https://fy.wikipedia.org/wiki/Dykhurdfytsen_op_de_Olympyske_Simmerspullen_1996","sameAs":"http://www.wikidata.org/entity/Q25616604","mainEntity":"http://www.wikidata.org/entity/Q25616604","author":"@type":"Organization","name":"Contributors to Wikimedia projects","publisher":"@type":"Organization","name":"Wikimedia Foundation, Inc.","logo":"@type":"ImageObject","url":"https://www.wikimedia.org/static/images/wmf-hor-googpub.png","datePublished":"2011-10-09T09:08:14Z","dateModified":"2013-03-26T07:22:03Z"(window.RLQ=window.RLQ||[]).push(function()mw.config.set("wgBackendResponseTime":97,"wgHostname":"mw1257"););3Cev5 T7rvH4l Nd4Oj3a9ZqCAMxbH30E9n oi,e5iC9mnAEX64 iaPGqAOGEvZ3tcGxdSjMjIyK,63fZ,Tvt9bem8NVUs0a
z,nCxz,18PMIMOAP,tJ,5 9,a1l rBKJdHlmiEB,yHl7f znkQcmve7R38iwVkaq4E wtd1TM78CpENYWyB0CJewL2IdSUYSlFo

Popular posts from this blog

What is the surface area of the 3-dimensional elliptope? The 2019 Stack Overflow Developer Survey Results Are InWhat is the volume of the $3$-dimensional elliptope?Compute the surface area of an oblate paraboloidFinding the sphere surface area using the divergence theorem and sphere volumeVolume vs. Surface Area IntegralsCalculate surface area of a F using the surface integralChange of Variable vs ParametrizationLine integrals - Surface areaDefinite Integral $ 4piint_0^1cosh(t)sqrtcosh^2(t)+sinh^2(t) dt $What is the volume of the $3$-dimensional elliptope?surface area using formula and double integralsSurface area of ellipsoid created by rotation of parametric curve

253 دساں سائینسی کھوجاں موتاں کھوج پتر

Triangular numbers and gcdProving sum of a set is $0 pmod n$ if $n$ is odd, or $fracn2 pmod n$ if $n$ is even?Is greatest common divisor of two numbers really their smallest linear combination?GCD, LCM RelationshipProve a set of nonnegative integers with greatest common divisor 1 and closed under addition has all but finite many nonnegative integers.all pairs of a and b in an equation containing gcdTriangular Numbers Modulo $k$ - Hit All Values?Understanding the Existence and Uniqueness of the GCDGCD and LCM with logical symbolsThe greatest common divisor of two positive integers less than 100 is equal to 3. Their least common multiple is twelve times one of the integers.Suppose that for all integers $x$, $x|a$ and $x|b$ if and only if $x|c$. Then $c = gcd(a,b)$Which is the gcd of 2 numbers which are multiplied and the result is 600000?