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</Verdi></Egenskap></Egenskaper><Prosjektdata><Post><ID>09;25;255#1</ID><Postnr>09.25.255.1</Postnr><Postnrdeler><Postnrdel><Type>Fagkapittel</Type><Kode>09</Kode></Postnrdel><Postnrdel><Type>Bygningsdel</Type><Kode>25</Kode></Postnrdel><Postnrdel><Type>Type3</Type><Kode>255</Kode></Postnrdel><Postnrdel><Type>Hovedlopenr</Type><Kode>1</Kode></Postnrdel></Postnrdeler><Egenskaper><Egenskap><Navn>Focus.Flagg</Navn><Verdi>64</Verdi></Egenskap></Egenskaper><Kode><ID>TK2.1112A</ID><Type>NS3420-4</Type><Revisjon>2009</Revisjon><Tekst OriginalFormat="Uformatert"><Uformatert>STØPT SEMENTBASERT BELEGG 
UNDERLAG: PÅ GULV
OPPBYGNING: STØPT DIREKTE
ARMERING: UARMERT
OVERFLATE: GLATTET
Alternativ 1: Undergulv av god kvalitet</Uformatert></Tekst></Kode><Tekst OriginalFormat="RTF"><Uformatert>Lokalisering: Se tegning 
Eksisterende underlag: Betonggulv
Rommets tiltenkte bruk: Gangtrafikk
Materialer: Weber.floor 4716 og Weber.floor 4150 Fineflow
Andre krav:    
b)	Materialer
Weber.floor 4716 og Weber.floor 4150 Fineflow
c)	Utførelse
Betonggulver skal være fritt for støv, fett, sementslam og annet som kan redusere vedheft til flytsparkel
d)	Toleranser
Toleranseklasse PB
e)	Prøving, kontroll
Funksjonskrav: Bøyestrekkfasthet F6  &gt; 6 N/mm2
Trykkfasthet   &gt; 20 N/mm2
Heftfasthet mellom underlag og avrettingsmasse 
 &gt;1,5 N/mm2

Gjennomsnittelig tykkelse t=..................................mm

Evt. merforbruk kr.....................................pr. kg</Uformatert><RTF>{\rtf1\ansi\ansicpg1252\deff0\deflang1044{\fonttbl{\f0\fswiss\fprq2\fcharset0 Arial;}}
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\viewkind4\uc1\pard\tx425\i\protect\f0\fs20 Lokalisering:\cf1\i0\protect0  \cf0 Se tegning \cf1\par
\cf0\i\protect Eksisterende underlag:\cf1\i0\protect0  \cf0 Betonggulv\cf1\par
\cf0\i\protect Rommets tiltenkte bruk:\cf1\i0\protect0  \cf0 Gangtrafikk\cf1\par
\cf0\i\protect Materialer:\cf1\i0\protect0  Weber.f\cf0 loor 4716 og Weber.floor 4150 Fineflow\cf1\par
\pard\fi-425\li425\sb60\tx425\cf0\i\protect Andre krav:\i0     \par
\i b)\tab Materialer\i0\par
\protect0\pard\protect\li425\tx425\protect0 Weber.floor 4716 og Weber.floor 4150 Fineflow\cf2\par
\pard\fi-425\li425\sb60\tx425\cf0\i\protect c)\tab Utf\'f8relse\i0\par
\protect0\pard\protect\li425\tx425\protect0 Betonggulver skal v\'e6re fritt for st\'f8v, fett, sementslam og annet som kan redusere vedheft til flytsparkel\cf2\par
\pard\fi-425\li425\sb60\tx425\cf0\i\protect d)\tab Toleranser\i0\par
\protect0\pard\protect\li425\tx425\protect0 Toleranseklasse PB\cf2\par
\pard\fi-425\li425\sb60\tx425\cf0\i\protect e)\tab Pr\'f8ving, kontroll\i0\par
\protect0\pard\protect\li426\protect0 Funksjonskrav: B\'f8yestrekkfasthet F6  &gt; 6 N/mm2\par
Trykkfasthet   &gt; 20 N/mm2\par
Heftfasthet mellom underlag og avrettingsmasse \par
 &gt;1,5 N/mm2\par
\par
Gjennomsnittelig tykkelse t=..................................mm\par
\par
Evt. merforbruk kr.....................................pr. kg\par
}
</RTF></Tekst><Prisinfo><Mengderegel>Areal</Mengderegel><Enhet>m²</Enhet><Mengde>0</Mengde><Enhetspris>0</Enhetspris><Sum>0</Sum><Avgifter><Avgift><Type>MVA</Type><Andel>1</Andel><Sats>25</Sats></Avgift></Avgifter></Prisinfo></Post><Post><ID>09;25;255#2</ID><Postnr>09.25.255.2</Postnr><Postnrdeler><Postnrdel><Type>Fagkapittel</Type><Kode>09</Kode></Postnrdel><Postnrdel><Type>Bygningsdel</Type><Kode>25</Kode></Postnrdel><Postnrdel><Type>Type3</Type><Kode>255</Kode></Postnrdel><Postnrdel><Type>Hovedlopenr</Type><Kode>2</Kode></Postnrdel></Postnrdeler><Egenskaper><Egenskap><Navn>Focus.Flagg</Navn><Verdi>64</Verdi></Egenskap></Egenskaper><Kode><ID>TK2.1122A</ID><Type>NS3420-4</Type><Revisjon>2009</Revisjon><Tekst OriginalFormat="Uformatert"><Uformatert>STØPT SEMENTBASERT BELEGG 
UNDERLAG: PÅ GULV
OPPBYGNING: STØPT DIREKTE
ARMERING: ARMERT MED NETT
OVERFLATE: GLATTET</Uformatert></Tekst></Kode><Tekst OriginalFormat="RTF"><Uformatert>Lokalisering: Se tegning 
Eksisterende underlag: Betonggulv
Rommets tiltenkte bruk: Gangtrafikk
Materialer: Ikke relevant
Andre krav:    
b)	Materialer
Weber.floor 4716, Weber.floor 4310 Fibreflow og armeringsnett K-131
c)	Utførelse
Betonggulver skal være fritt for støv, fett, sementslam og annet som kan redusere vedheft til flytsparkelen. Ved betonggulv av ujavn kvalitet ig fasthetsklasse mindre enn 1,0 N/mm2 festes armeringsnett type K-131 til eksisterende betonggulv  før sparkling med avrettingsmasse legges ut. Priming med Weber.floor 4716 og utlegging av Weber.floor 4310 Fibreflow
d)	Toleranser
Toleranseklasse PB
e)	Prøving, kontroll
Bøyestrekkfasthet F6  &gt; 6 N/mm2
Trykkfasthet   &gt; 20 N/mm2
Heftfasthet mellom underlag og avrettingsmasse 
 &gt;1,5 N/mm2

Gjennomsnittelig tykkelse t=..................................mm

Evt. merforbruk kr.....................................pr. kg</Uformatert><RTF>{\rtf1\ansi\ansicpg1252\deff0\deflang1044{\fonttbl{\f0\fswiss\fprq2\fcharset0 Arial;}}
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\protect0\pard\protect\li425\tx425\protect0 Betonggulver skal v\'e6re fritt for st\'f8v, fett, sementslam og annet som kan redusere vedheft til flytsparkelen. Ved betonggulv av ujavn kvalitet ig fasthetsklasse mindre enn 1,0 N/mm2 festes armeringsnett type K-131 til eksisterende betonggulv  f\'f8r sparkling med avrettingsmasse legges ut. Priming med Weber.floor 4716 og utlegging av Weber.floor 4310 Fibreflow\cf2\par
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\protect0\pard\protect\li426\protect0 B\'f8yestrekkfasthet F6  &gt; 6 N/mm2\par
Trykkfasthet   \fs24 &gt;\fs20  20 N/mm2\par
Heftfasthet mellom underlag og avrettingsmasse \par
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\par
Gjennomsnittelig tykkelse t=..................................mm\par
\par
Evt. merforbruk kr.....................................pr. kg\par
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</RTF></Tekst><Prisinfo><Mengderegel>Areal</Mengderegel><Enhet>m²</Enhet><Mengde>0</Mengde><Enhetspris>0</Enhetspris><Sum>0</Sum><Avgifter><Avgift><Type>MVA</Type><Andel>1</Andel><Sats>25</Sats></Avgift></Avgifter></Prisinfo></Post><Post><ID>09;25;255#3</ID><Postnr>09.25.255.3</Postnr><Postnrdeler><Postnrdel><Type>Fagkapittel</Type><Kode>09</Kode></Postnrdel><Postnrdel><Type>Bygningsdel</Type><Kode>25</Kode></Postnrdel><Postnrdel><Type>Type3</Type><Kode>255</Kode></Postnrdel><Postnrdel><Type>Hovedlopenr</Type><Kode>3</Kode></Postnrdel></Postnrdeler><Egenskaper><Egenskap><Navn>Focus.Flagg</Navn><Verdi>64</Verdi></Egenskap></Egenskaper><Kode><ID>TK2.1112A</ID><Type>NS3420-4</Type><Revisjon>2009</Revisjon><Tekst OriginalFormat="Uformatert"><Uformatert>STØPT SEMENTBASERT BELEGG 
UNDERLAG: PÅ GULV
OPPBYGNING: STØPT DIREKTE
ARMERING: UARMERT
OVERFLATE: GLATTET</Uformatert></Tekst></Kode><Tekst OriginalFormat="RTF"><Uformatert>Lokalisering: Se tegning 
Eksisterende underlag: Undergulv av ferdig avrettet flytsparkel
Rommets tiltenkte bruk: Butikk-, skole- og forsamlingslokaler
Materialer: Weber.floor 4716 og Weber.floor 4650 Durocolor
Andre krav:    
b)	Materialer
 Weber.floor 4716 og Weber.floor 4650 Durocolor
c)	Utførelse
På undergulvet primes det i 2 omganger med Weber.floor 4716.Primeren skal tørke i min. 5 timer og maks. 48 timer. Weber.floor 4650 Durocolor legges ut i et jevnt lag i min. 4 mm og jevnes direkte med wobber. Etter min. 24 timer poretettes overflaten med Taski Jontec Technigue Free med min. 2 ganger og poleres med Taski Jontec Timesaver (blank) eller Matt Free (matt)
 d)	Toleranser
Toleranseklasse PB</Uformatert><RTF>{\rtf1\ansi\ansicpg1252\deff0\deflang1044{\fonttbl{\f0\fswiss\fprq2\fcharset0 Arial;}}
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</RTF></Tekst><Prisinfo><Mengderegel>Areal</Mengderegel><Enhet>m²</Enhet><Mengde>0</Mengde><Enhetspris>0</Enhetspris><Sum>0</Sum><Avgifter><Avgift><Type>MVA</Type><Andel>1</Andel><Sats>25</Sats></Avgift></Avgifter></Prisinfo></Post></Prosjektdata></ProsjektNS></Prosjekter></NS3459>
