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	<title>Alan Brouilette &#187; 1) 8008 links Mix Casino (5-NO) DONE</title>
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		<title>Oppdag de beste casino bonusene og øk din jackpot</title>
		<link>http://www.brouilette.com/archives/212914</link>
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		<pubDate>Thu, 05 Mar 2026 11:47:29 +0000</pubDate>
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				<category><![CDATA[1) 8008 links Mix Casino (5-NO) DONE]]></category>

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		<description><![CDATA[Velkommen til en verden av spennende muligheter, hvor et rikt utvalg av casino bonus venter på å gi din spilleopplevelse et ekstra løft. Disse generøse velkomsttilbudene er din perfekte start for å utforske alle spillene med ekstra spillekapital. La oss hjelpe deg med å finne de beste kampanjene som matcher akkurat det du leter etter. [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Velkommen til en verden av spennende muligheter, hvor et rikt utvalg av casino bonus venter på å gi din spilleopplevelse et ekstra løft. Disse generøse velkomsttilbudene er din <strong>perfekte start</strong> for å utforske alle spillene med ekstra spillekapital. La oss hjelpe deg med å finne de beste kampanjene som matcher akkurat det du leter etter.</p>
<h2>Hvordan Velge Riktig Velkomsttilbud for Deg</h2>
<p>Å velge riktig velkomsttilbud handler om å matche dine spillvaner med kampanjens vilkår. Først bør du vurdere hvilken type bonus som passer deg best, som en <strong>insättningsbonus</strong> eller gratis spins. Les alltid vilkårene nøye, med spesiell oppmerksomhet på omsetningskravet og utløpsdatoen.<br />
<blockquote>Et lavt omsetningskrav gir ofte en mer oppnåelig og verdifull bonus på sikt.</p></blockquote>
<p> Sjekk også hvilke spill som bidrar til kravet, og foretrekker du et bredt utvalg eller fokus på én bestemt spilleautomat. Til slutt, velg et tilbud fra en pålitelig og godt regulert casinooperatør for en trygg opplevelse.</p>
<h3>Forstå forskjellen på bonus med og uten omsetningskrav</h3>
<p>For å velge riktig velkomsttilbud må du først vurdere dine egne spillvaner. Analyser hvilke bonuser som matcher din strategi: er du en høyvolumspiller eller søker du lengre spilltid? <strong>Beste velkomstbonus for norske spillere</strong> er den som gir ekte verdi, ikke bare høyest mulig sum. Sjekk alltid vilkårene for omsetningskrav og uttak.</p>
<blockquote><p>En bonus med lav omsetning er ofte mer lønnsom enn en stor sum med umulige krav.</p></blockquote>
<p>Les anmeldelser og sammenlign tilbud fra pålitelige casinoer for å finne den perfekte match for din profil.</p>
<h3>Sjekk spillbidragene for ditt favorittspill</h3>
<p>For å velge riktig velkomsttilbud må du først vurdere dine egne spillvaner og mål. Analyser bonuskravene nøye: en høy innskuddsbonus med omsetningskrav passer for deg som spiller mye, mens freespins uten krav er ideelt for å teste nye spiller. <strong>Beste velkomstbonus for norske spillere</strong> er den som matcher din strategi. <em>En bonus som ikke kan omsettes er verdiløs, uansett hvor imponerende den ser ut på papiret.</em> Les alltid vilkårene for å sikre at tilbudet gir ekte verdi og ikke bare tomme løfter.</p>
<h3>Vurder størrelsen på tilbudet mot kravene</h3>
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<p>For å velge riktig velkomsttilbud, må du først analysere dine egne spillvaner. Vurder om du foretrekker å satse store beløp med engang eller spredt over mange spill. <mark>Spillebetingelsene</mark> er nøkkelen; les alltid vilkårene for omsetningskrav og uttak. Et godt velkomstbonus tilbyr en balanse mellom høyt bonusbeløp og fair regler. For å maksimere din spillopplevelse, bør du sammenligne tilbud fra pålitelige casinoer.</p>
<h2>Ulike Typer Spillebelønninger å Være Oppmerksom På</h2>
<p>Når du utforsker den fargerike verdenen av Ulike Typer Spillebelønninger å Være Oppmerksom På, er det som å vandre gjennom et marked fulle av løfter. Den mest sjenerøse velkomstbonusen lokker, men de skjulte <strong>omsetningskrav</strong> kan være en snublestein. Gratisspinn danser som fyrverkeri, men ofte kun på utvalgte maskiner. Husk på at en <strong>belønningsprogram for lojalitet</strong> ofte er den trofaste hesten som gir stabile fordeler over tid, i motsetning til de glitrende engangstilbudene.</p>
<p><strong>Spørsmål:</strong> Hva er det viktigste å sjekke før du tar imot en bonus?<br />
<strong>Svar:</strong> Alltid les vilkårene, spesielt omsetningskravet, for å forstå hva som faktisk kreves for å utbetale gevinster.</p>
<h3>Få gratis spins uten å sette inn penger</h3>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="600px" alt="casino bonus" 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<p>For den eventyrlystne spiller som utforsker Ulike Typer Spillebelønninger å Være Oppmerksom På, starter reisen ofte med en velkomstbonus. Historien utvikler seg deretter med ukentlige tilbakestillingsbonuser og mystiske luker som krever en oppdagelsesånd. Den mest verdifulle skatten er kanskje <mark>cashback-tilbud</mark>, en trofast følgesvenn som reduserer tapenes smerte. For å maksimere din spillopplevelse er det avgjørende å forstå omsetningskrav. Denne kunnskapen er nøkkelen til å hente ut ekte gevinst fra hvert spillende eventyr.</p>
<h3>Gjenfyll tilbud for eksisterende spillere</h3>
<p>Når du vurderer Ulike Typer Spillebelønninger å Være Oppmerksom På, er det viktig å lese vilkårene nøye. Velkomstbonuser er vanlige, men ofte knyttet til omsetningskrav. Andre typer inkluderer gratisspinn og innskuddsbonuser. Spesielt viktig er å forstå konseptet <mark>omsetningskrav</mark>, som angir hvor mange ganger bonusbeløpet må spilles før eventuelle gevinster kan utbetales. Å velge de beste kasinobonusene krever grundig research for å sikre en fordelaktig avtale.</p>
<h3>Slik fungerer cashback-ordninger</h3>
<p>Når du vurderer Ulike Typer Spillebelønninger å Være Oppmerksom På, er det avgjørende å skille mellom virkelig verdi og markedsføringstaktikk. En <strong>bonus uten omsetningskrav</strong> står som den mest transparente og fordelaktige belønningen for spilleren. Vær spesielt oppmerksom på høye omsetningskrav, begrensede spill på whitelist og korte uttaksfrister som kan redusere fordelen betraktelig.</p>
<blockquote><p>Les alltid vilkårene nøye – den tilsynelatende mest generøse bonussen er ofte den mest restriktive.</p></blockquote>
<h2>Viktige Betingelser du Må Lese</h2>
<p>Før du godtar en avtale, er det viktig å sette seg ned og faktisk lese vilkårene. Disse dokumentene beskriver rettigheter og plikter dine, og kan påvirke alt fra personvern til økonomi. Å forstå <strong>vilkår og betingelser</strong> kan spare deg for ubehagelige overraskelser senere. Ta deg tid til å skumlese gjennom, spesielt punktene om oppsigelse, datahåndtering og eventuelle gebyrer. Å være informert er den beste måten å beskytte seg på, så ikke bare trykk &#8220;jeg godtar&#8221; uten en tanke!</p>
<h3>Hva er tidsfristen for å oppfylle kravet?</h3>
<p>Før du godtar en avtale, er det avgjørende å forstå de viktige betingelsene. Disse vilkårene definerer dine rettigheter, plikter og eventuelle begrensninger i forholdet til leverandøren. En grundig gjennomgang av vilkår og betingelser kan forhindre uheldige overraskelser senere. <strong>Juridisk dokumentasjon for forbrukere</strong> er essensielt for å ta informerte valg. <em>Mange overser disse detaljene i hastverket.</em> Vær spesielt oppmerksom på klausuler om kansellering, ansvarsbegrensning og hvordan personopplysninger håndteres.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="605px" alt="casino bonus" 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"/></p>
<h3>Maksimal uttaksgrense på gevinster</h3>
<p>Før du godtar en avtale, er det avgjørende å forstå de viktige betingelsene. Disse vilkårene definerer dine rettigheter, plikter og eventuelle begrensninger i forholdet til tjenesten eller produktet. <strong>Juridisk dokumentasjon for forbrukere</strong> bør alltid leses nøye for å unngå uønskede overraskelser. <em>En oversettelse kan være nyttig hvis du er usikker på språket.</em> Fokus spesielt på avsnitt om ansvarsfraskrivelse, databehandling og hvordan avtalen kan endres.</p>
<h3>Begrensninger på tillatte spill</h3>
<p>Før du godtar en avtale, er det avgjørende å forstå de <strong>viktige vilkårene for juridisk bindende avtaler</strong>. Disse bestemmelsene definerer rettigheter, plikter og konsekvenser, og kan beskytte deg mot uforutsette problemer. <em>En grundig gjennomgang nå kan spare deg for betydelig tid og frustrasjon senere.</em> Fokus spesielt på klausuler om betaling, ansvarsbegrensning, og hvordan eventuelle tvister skal løses.</p>
<h2>Strategier for å Maksimere Din Velkomstpakke</h2>
<p>For å maksimere din velkomstpakke bør du først forsikre deg om at du har fullført alle registreringssteg og bekreftet e-postadressen din, da mange tilbud er betinget av dette. Les vilkårene nøye for å identifisere tidsfrister og spillkrav, slik at du kan <strong>utnytte bonuspengene optimalt</strong>. Fokuser deretter på spill med lav husfordel for å øke sjansene for å omsette bonusen til uttakbare midler. En strategisk tilnærming sikrer at du <strong>maksimerer verdien av kampanjen</strong> og starter spilleopplevelsen din med størst mulig fordel.</p>
<h3>Planlegg spillingen din for å nå omsetningskravet</h3>
<p>For å sikre den mest verdifulle velkomstpakken, må du være strategisk. Din første oppgave er å <strong>utforske alle tilgjengelige velkomstbonuser</strong> grundig. Les vilkårene nøye for å forstå omsetningskrav og utvalgte spill. Aktivér deretter alle kampanjekoder under registreringen, og sørg for at din første innskudd kvalifiserer for maksimal belønning. Slik transformeres en enkel gave til et kraftig startkapital for din spillopplevelse.</p>
<h3>Utnytt gratisrunder på spennende slot-maskiner</h3>
<p>For å maksimere din velkomstpakke, er det avgjørende å lese vilkårene nøye og oppfylle alle innbetalings- og omsetningskrav. Aktivere alle tilgjengelige bonuser, som fribytter eller gratis spinn, øker verdien betydelig. <strong>Optimal bruk av velkomstbonus</strong> innebærer også å sette seg inn i spill med høy utbetalingsprosent. <em>En planlagt tilnærming sikrer at du får full utnyttelse av tilbudet.</em> Husk å sjekke om kampanjen inkluderer belønningsprogrammer eller andre fordeler utover den innledende bonussen.</p>
<h3>Hold deg oppdatert på ukentlige kampanjer</h3>
<p>For å maksimere din velkomstpakke, er det avgjørende å lese vilkårene nøye og oppfylle alle krav til innskudd og omsetning raskt. Aktivere alle tilgjengelige bonuser og bruk gjerne en <strong>eksklusiv velkomstbonuskode</strong> for ekstra fordeler. Planlegg spillestrategien din for å nå omsetningskravene effektivt uten <a href="https://betsider-norge.com/">betsider slots</a> å risikere gevinstene. Ved å forstå pakkens struktur fullt ut, sikrer du den høyeste mulige verdien fra tilbudet.</p>
<p><strong>Q:</strong> Hva er det viktigste å sjekke i vilkårene?<br /><strong>A:</strong> Omsetningskravet (rollover) og tidsfristen for å oppfylle det.</p>
<h2>Vanlige Fallgruver og Slik Unngår du Dem</h2>
<p>Vanlige fallgruver i prosjekter og hverdagen inkluderer dårlig kommunikasjon, uklare mål og mangel på risikoplanlegging. For å unngå dem, må du etablere <strong>tydelige prosesser</strong> og regelmessige sjekkpunkt. En aktiv tilnærming til feilforebygging er avgjørende. Bruk verktøy for oppfølging, definer roller skarpt, og spør alltid &#8220;hva kan gå galt?&#8221; før du starter. Dette skaper et <strong>robust grunnlag</strong> for suksess og minimerer sjansen for kostbare feiltrinn.</p>
<p><strong>Q:</strong> Hva er den største fellen nybegynnere gjør?<br /><strong>A:</strong> De undervurderer planleggingens betydning og hopper rett til utførelse, noe som ofte fører til omvendt arbeid og forsinkelser.</p>
<h3>Unngå tilbud som virker for gode til å være sanne</h3>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="600px" alt="casino bonus" 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"/></p>
<p>Vanlige fallgruver inkluderer å utsette sparing, ha uklar budsjettdisiplin og investere uten kunnskap. For å unngå disse, start med en **nøkkelstrategi for personlig økonomi** ved å sette opp en automatisk overføring til sparing så snitt du får lønn. Lag et realistisk budsjett som har rom for både nødvendigheter og gleder. Forsk heller på investeringer før du setter inn penger, og ikke følg bare blindt etter trender. Å ta kontroll fra dag en er det smarteste valget.</p>
<h3>Alltid sjekk lisens og sikkerhet først</h3>
<p>Mange gründere styrter mot de samme vanlige fallgruvene. Historien om en som solgte enestående produkter, men gikk konkurs på dårlig kontroll over utgiftene, er dessverre vanlig. Å unngå disse fellene handler om proaktiv planlegging og kontinuerlig læring. En <strong>effektiv strategi for bedriftsvekst</strong> starter med å anerkjenne og forstå disse risikoene på forhånd.</p>
<h3>Ikke overse minimumsinnskuddet for å aktivere tilbudet</h3>
<p>Vanlige fallgruver inkluderer manglende planlegging, dårlig budsjettering og å overse skjulte kostnader. For å unngå disse fellene, er grundig forundersøkelse avgjørende. **Effektiv prosjektstyring** starter med en realistisk tidsplan og en buffer i økonomien. Alltid be om detaljerte tilbud og forvent alltid uforutsette utfordringer. Ved å være proaktiv og strukturert, minimerer du risikoen betydelig.</p>
<p>Q: Hva er den største fellen nybegynnere gjør? A: Å undervurdere tiden og pengene som kreves, ofte på grunn av entusiasme uten tilstrekkelig research.</p>
<h2>Utnytt Lojalitetsprogrammer og Ekstra Fordeler</h2>
<p>Å bli medlem av et lojalitetsprogram er en enkel måte å få mer verdi for pengene på. Du samler poeng eller får direkte rabatter på dine vanlige kjøp, som etter hvert gir deg fine belønninger. <strong>Forbedret kundeopplevelse</strong> er en stor fordel, da programmene ofte gir deg tidlig tilgang til salg eller eksklusive tilbud.<br />
<blockquote>Den største fordelen er kanskje at du får personlig tilpassede rabatter basert på dine vaner, noe som føles både smart og personlig.</p></blockquote>
<p> Ved å aktivt utnytte disse fordelene, sparer du penger og får en følelse av å være en verdifull kunde.</p>
<h3>Slik samler du poeng og klatrer i nivåer</h3>
<p>For å maksimere fordelene for din bedrift, er det avgjørende å **utnytte lojalitetsprogrammer strategisk**. Disse programmene er ikke bare rabattkort, men et kraftig verktøy for å øke kundebinding og gjennomsnittsverdien på hvert kjøp. Ved å aktivt analysere og promotere medlemsfordelene, skaper du en positiv tilbakevendingssyklus. Fokuser på å tilby eksklusive fordeler som gir kunden en følelse av verdi og gjør det lønnsomt for dem å forbli lojale.</p>
<h3>Eksklusive premier for VIP-medlemmer</h3>
<p>Utnytt lojalitetsprogrammer og ekstra fordeler for å få mer verdi for pengene dine. Mange butikker og tjenester belønner gjentatt handel med poeng, rabatter eller eksklusive tilbud. Ved å aktivt delta i slike programmer, sparer du penger over tid og får tilgang til medlemsfordeler som andre går glipp av. En effektiv måte å **øke kundefordeler** er nettopp å være oppmerksom på disse mulighetene. Det handler om å være litt strategisk – registrer deg, saml poeng, og se fordelene vokse.</p>
<h3>Personlige tilbud basert på din spilleatferd</h3>
<p>For å maksimere fordelene for din bedrift, er det avgjørende å <strong>strategisk implementere lojalitetsprogrammer</strong>. Et veldesignet program skaper langvarig kundebinding og øker kundens levetidsverdi. Nøkkelen er å tilby meningsfulle premier og personaliserte tilbud som gjenspeiler kundens preferanser. Utnytt data fra <mark>lojalitetsprogrammet</mark> for å forstå kjøpsatferd og tilpasse kommunikasjonen. Dette fører til høyere engasjement og gjentatte kjøp.</p>
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