Sommeruret 2016

Hvor har du fått tak i den gummireimen? Jeg har bestillt noen slike, som ser tilssynelatene like ut, men som må kuttes til for å passe på..?

Planen var å bruke den elektrisk blå Seamasteren i sommer også, men i det siste har jeg grublet stadig mer på en 16613. Noen som vil (del)bytte?







 
Skal ikke kødde med noen kajakkentusiaster på sjøen i sommer ser jeg...:D Kreativ haglemount;)

Hehe, bildet er hentet fra jakttråden. Jeg pleier ikke være bevæpnet på vanlige padleturer, selv om det kunne være fristende i vannskutertette farvann.

Hvor har du fått tak i den gummireimen? Jeg har bestillt noen slike, som ser tilssynelatene like ut, men som må kuttes til for å passe på..?

Det er en en original gummirem fra Omega. Det ble kun levert til den sortskivede utgaven av klokken (tror jeg) men jeg synes den passer vel så godt på den blå. Jeg mener jeg bestilte fra Otto Frei, http://www.ofrei.com
 
Sommeren '16 blir sommeren for mitt første ordentlige klokkekjøp. Det har vært en øyeåpnende vandring fra jeg lagde meg bruker her på TS. Fikk noen særs gode råd fra medlemmene her, som fikk meg fra noen dumme impulskjøp.
Den her seiler opp som en favoritt til en "rimelig" pris.
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
 
Jeg har kastet øynene på en til klokke, og synes det er godt jobbet at det "bare" står mellom to klokker ;)

En annen Longines til "innstegspris". Etter det er ambisjonen en Tudor Black Bay (kanskje 36), også havner jeg på Sub-kjøret visstnok. ;)

*edit - ikke alt på en sommer, tror jeg :O
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
 
Redigert:
  • Liker
Reaksjoner: Jone
  • Liker
Reaksjoner: AmberGhost
Husker ikke helt hvor denne kommer fra, muligens drunkartstraps. Kanskje @Olando kan være behjelpelig?
@Olando lager fete og billige canvas straps - Anbefales på det varmeste. Jeg fikk tak i et Rokkeskinn og sendte det til ham, laget noen vanvittig fine reimer til Panerai 26mm og noen 20mm. Har en gønn canvas han lagde til PAM 372 - outstanding. :)
Tom
 
Sommeren '16 blir sommeren for mitt første ordentlige klokkekjøp. Det har vært en øyeåpnende vandring fra jeg lagde meg bruker her på TS. Fikk noen særs gode råd fra medlemmene her, som fikk meg fra noen dumme impulskjøp.
Den her seiler opp som en favoritt til en "rimelig" pris.
images
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
Her gjør du ett meget godt valg :) Var min første ordentlige også og jeg blir bare mere og mere glad i den.
 
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Da var sommeruret valgt - og det ble 116613LB med 114060-lenka (siden jeg benytter Everestreima på 114060 anyway). :)

Pardon my french; $x%#XX# så pent (bilde tatt av Rolexdiver på IG i dag på forespørsel).

Endelig kommer bezel og skive frem uten å måtte konkurrere med TT-lenka.

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Lekkert!Vet du om lenka til en SD4k også passer på en Sub (gammel kasse/maxi case)?
 
Vet du om lenka til en SD4k også passer på en Sub (gammel kasse/maxi case)?

Tror jeg ikke, fordi jeg vet at en Everestreim til en Submariner ikke passer på en SD4K. Man kan få en Everestreim til en SD4K, men produsent må tune den litt. Gummi kan tunes lett. Stål kan ikke...
 
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