I morse var det dags att få kroppen att fatta att det är tävling på söndag. Jag gör det alltid på samma sätt. Sex stycken fyrhundringar med 400m joggvila mellan seten. Eftersom jag normalt gör dessa på måndagar (om loppet är en lördag) och på tisdagar (om loppet är på en söndag som i detta fall) så tog jag det lite lugnare än jag brukar. Snittade 3:33-tempo och det gick så otroligt lätt. Ingen tendens till syra och bara lite blåsbälg på sista intervallen. Det blir 3:57-tempo på söndag. Bara så ni vet...![](data:image/png;base64,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)
Lite som när den här killen lirar Iron Maiden:
Jag önskar att jag också hade ett smeknamn i stil med "Machine Gun Smith".
3 kommentarer:
3:57-tempo skriver du... Det blir 5000 sekunder på en halvmara. Där har vi det — sub5000!
Om du klarar 3:56-tempo, blir det då både New York och Chicago nästa höst?
Fast det är väl inte 1:23 som gäller längre? Eller är det först 2013 som nya reglerna börjar gälla?
För NYC Marathon 2012 är det de gamla tiderna som gäller, dvs 1:23 senast 31 januari för en kille så ung som du. De nya kvalificeringsreglerna gäller från och med NYC Marathon 2013.
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