B-sag: Ny model for åben flextrafik i Odense Kommune
Prompt resultater
Bilag
First-agenda Sagsfremstilling
Sagsresumé
Denne sag handler om at sikre en ensartet model for flextrafik på Fyn og Langeland. Formålet er at skabe et mere gennemskueligt system på tværs af kommunegrænser.
Flextrafik er kørselsordninger, der kan supplere den traditionelle kollektive trafik – særligt for borgere, der har begrænset adgang til den traditionelle kollektive trafik på grund af afstand til stoppested eller station.
Med denne sag skal udvalget træffe beslutning om tilslutningen til FynBus’ nye model for åben flex, samt i hvilket omfang en byzone til en højere takst skal indføres.
Sagen er en forlængelse af sagen i Klima- og Miljøudvalget den 3. juni, hvor udvalget blev præsenteret for en fælles fynsk model for flextrafik og drøftede forskellige muligheder for at implementere modellen i Odense.
Det er forvaltningens anbefaling, at Odense Kommune indgår i denne nye fælles fynske model for åben flextrafik.
Effekt
En klima- og miljøvenlig storby
En mere fleksibel teletaxaløsning kan understøtte den eksisterende kollektive trafik, herunder bus, letbane og tog, og sikre større mobilitet i de områder i Odense, hvor der er stor afstand til den kollektive trafik.
Indstilling
Klima- og Miljøforvaltningen indstiller, at udvalget;
- Godkender FynBus' forslag til ny model for åben flex.
- Træffer beslutning om størrelsen på byzonen.
Beslutning
Klima- og Miljøudvalget godkender indstillingens punkt 1 og vælger model B "Stor byzone" (indstillingspunkt 2).
Sagsfremstilling
Denne sag omhandler den kollektive trafik og de alternativer, der tilbydes til de borgere i Odense Kommune, som har begrænset adgang til den traditionelle kollektive trafik.
Alternativer til den traditionelle kollektive trafik varierer meget på tværs af kommuner, hvor fx prisstrukturen og serviceniveauet er forskelligt fra kommune til kommune. Det gør tilbuddet svært at gennemskue.
En ny model for den åbne flextrafik på Fyn kan sikre et ensartet system og et løft af serviceniveauet på tværs af kommunerne – og give de odenseanere, der i dag har begrænset adgang til den kollektive trafik, et reelt mobilitetstilbud, som samtidig kan sikre kobling til den øvrige kollektive trafik. Derudover giver det fynboer, der bor lige uden for Odense Kommune, mulighed for opkobling til Odense Bynet.
Tilbuddet om åben flextrafik taler samtidig direkte ind i det nationale ekspertudvalg for kollektiv trafik, som peger på, at den kollektive transport i landdistrikterne skal gøres mere attraktiv gennem en mere fleksibel og behovsstyret kollektiv trafik. Åben flex understøtter samtidig det sammenhængende transporttilbud i Odense Kommune.
Det er derfor forvaltningens anbefaling, at Odense Kommune indgår i denne nye fælles fynske model for åben flextrafik.
FynBus’ forslag til en ny model for åben flextrafik
Den nye model skal sikre et gennemskueligt system for de fleksible transportløsninger i form af åben flextrafik på tværs af alle kommuner.
Kernen i det nye koncept for den åbne flextrafik er, at brugeren ikke skal forholde sig til, at der findes forskellige flextrafikordninger, såsom Plustur og Flextur, som eksisterer i de øvrige fynske kommuner.
Brugeren kan fremsøge en rejse på Rejseplanen og får så præsenteret forskellige rejsemuligheder, som man kan vælge imellem ud fra ens præferencer. Et eksempel kunne være, at man enten kan vælge en dyrere rejse, hvor man kører med flexbil hele vejen, eller en billigere rejse, hvor flexbilen sætter en af ved et stoppested eller en station, så man kan køre videre med bus, letbane eller tog.
Lignende løsninger eksisterer allerede i både Region Nordjylland og Region Midtjylland, hvor Aalborg Kommune og Aarhus Kommuner også er en del af ordningen.
Med den nye ordning vil det fremover være samme serviceniveau og pris på tværs af kommunerne på Fyn og Langeland, ligesom det vil være muligt at rejse på tværs af kommunerne.
Det nye koncept indeholder 3 former for flextur:
- Dør-til/fra-stoppested (Flextur til eller fra eksisterende kollektiv trafik, bestilt via Rejseplanen)
- Dør-til-dør (Flextur hele vejen mellem to adresser, man selv vælger)
- Kørsel i byzone (Flextur mellem to adresser, man selv vælger – hvoraf mindst én adresse ligger i byzonen)
Hvis Odense tilslutter sig den fælles fynske ordning, vil det sikre, at alle borgere i Odense tilbydes et mobilitetstilbud, som både kan kobles op på den øvrige kollektive trafik eller transportere borgeren direkte fra A til B. Med andre ord, så vil kørsel fra adresse-til- knudepunkt og adresse-til-adresse med FynBus’ flexordning kunne blive implementeret i Odense Kommune.
Prissætning:
Det er FynBus’ bestyrelse der fastsætter priserne for åbne flex-rejser. Dette sker med ønsket om at gøre det nemt og billigt for brugere af den kollektive trafik at benytte flextrafik til transport til og fra busstoppesteder og stationer ("first mile / last mile"), uden at dør-til-dør-rejser kommer til at konkurrere med de øvrige transporttilbud i kommunen. Eksempler på prissætninger findes i bilag 1.
Dør-til-dør rejser er tænkt som et supplement til taxakørsel i kommunen. Forskellen på de to mobilitetsformer er, at taxa har et startgebyr (der dækker tomkørsel og ventetid) og en betaling, der er en kombination af ønsket strækning og anvendt tidsforbrug mellem de to ønskede adresser for alle passagerer, hvor der i flextrafikken betales for strækningen mellem de ønskede adresser pr. passager.
Desuden kan man med flextrafik opleve at køre omveje og at køre sammen med andre passagerer, da turene koordineres og optimeres.
Dør-til-dør rejser er et attraktivt mobilitetstilbud i områder, hvor der er utilstrækkelig taxadækning. Det er derfor vigtigt, at dør-til-dør rejserne prissættes, så de ikke udkonkurrerer taxaerhvervet i områder, hvor der er en tilstrækkelig taxadækning.
I selve Odense by er der en god taxadækning, hvilket taler for, at der ikke implementeres dør-til-dør flextrafikrejser i hele kommunen til den enhedspris, der gælder for hele Fyn - da vilkårene er anderledes i Odense, sammenlignet med de omliggende kommuner.
Dette kan løses ved at indføre en byzonetakst, der matcher prisen for en sammenlignelig taxatur og samtidig holder kommunen økonomisk skadefri. Alle kørsler med start- eller slutpunkt i byzonen afregnes efter byzonetaksten. Konkret betyder det, at man f.eks. kan køre fra Brændekilde til Holmstrup Station til almindelig takst, mens rejser fra områder uden for byzonen og ind til Odense Centrum vil blive afregnet til en højere byzonetakst.
Udvalget skal med denne sag træffe beslutning om afgrænsningen af byzonen, da dette er en central faktor i modellen for åben flextrafik i Odense. Byzonens størrelse har samtidig indflydelse på de forventede udgifter for Odense Kommune i forbindelse med tilslutningen til den nye model.
To modeller for byzone:
FynBus har to forslag til byzonens udstrækning, som er illusteret herunder på kort:
- Model A: Byzone der dækker området indenfor ring 2.
- Model B: Byzone der dækker området indenfor ring 2 og de områder i Odense, hvor der er god dækning af øvrig kollektiv trafik – såsom letbane, regionalbus, bybus og tog.
Model A:
Model B:
Model A har den klare fordel, at den er nem at kommunikere, idet byzonen svarer til ring 2. Model B understøtter i højere grad den eksisterende kollektive trafikdækning i Odense og medvirker dermed til at reducere dør-til-dør-rejser på strækninger, hvor der allerede er kollektiv trafik.
Forventede udgift for Odense Kommune
FynBus’ administration har vurderet den forventede efterspørgsel på de to modeller og har dermed kunnet give et kvalificeret bud på en udgift for Odense Kommune ved tilslutning til modellen for åben flex.
Skemaet herover viser det forventede antal rejser samt den forventede udgift ved henholdsvis model A og B. Udgiften er inklusiv administrationsbidrag og passagerindtægter.
I begge modeller vil borgerne have mulighed for at bestille en dør-til-knudepunkt-rejse og dermed koble sig på den eksisterende kollektive trafik – også selvom man bor i byzone eller langs øvrig kollektiv trafik. Det er dog FynBus’ vurdering, at borgerne i disse områder ikke oplever et behov for at benytte flextrafik til at dække deres transportbehov, da alternativer – som for eksempel kollektiv trafik, cykel eller gang – ofte er billigere eller gratis og ikke kræver planlægning eller forudbestilling.
Det er forvaltningens anbefaling, at Klima- og Miljøudvalget træffer beslutning om model B, da denne model bedst muligt understøtter den eksisterende kollektive trafik og samtidig er et godt mobilitetstilbud til de odenseanere, der i dag har begrænset adgang til den kollektive trafik.
Videre proces:
På baggrund af udvalgets beslutning giver forvaltningen en tilbagemelding til FynBus, idet den endelige beslutningskompetence er placeret hos FynBus’ bestyrelse. Det forventes, at det nye koncept for åben flextrafik behandles i FynBus’ bestyrelse den 26. september 2025.
På baggrund af beslutningen i FynBus’ bestyrelse vil den nye model for åben flex kunne implementeres i hele Odense Kommune i januar 2026.
I forbindelse med en evt. implementering af den nye model for åben flextrafik ændres der ikke på de nuværende tilbud om Teletaxa.
Økonomi
Ved valg af model B forventes der fra 2026 en årlig udgift på 600.000 kr., som finansieres via budgetområdet for Kollektiv Trafik under Klima- og Miljøudvalget. Ifølge den seneste prognose for området vurderes det, at udgiften kan rummes inden for det eksisterende budget.
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- Html "<div><div id='sagsfremstillingContainer'> <h3>Sagsresumé</h3> <span class='ukendt'><p>Denne sag handler om at sikre en ensartet model for flextrafik på Fyn og Langeland. Formålet er at skabe et mere gennemskueligt system på tværs af kommunegrænser.</p><p>Flextrafik er kørselsordninger, der kan supplere den traditionelle kollektive trafik – særligt for borgere, der har begrænset adgang til den traditionelle kollektive trafik på grund af afstand til stoppested eller station.</p><p>Med denne sag skal udvalget træffe beslutning om tilslutningen til FynBus’ nye model for åben flex, samt i hvilket omfang en byzone til en højere takst skal indføres.</p><p>Sagen er en forlængelse af sagen i Klima- og Miljøudvalget den 3. juni, hvor udvalget blev præsenteret for en fælles fynsk model for flextrafik og drøftede forskellige muligheder for at implementere modellen i Odense.</p><p>Det er forvaltningens anbefaling, at Odense Kommune indgår i denne nye fælles fynske model for åben flextrafik.</p></span> <h3>Effekt</h3> <span class='ukendt'><h6><strong>En klima- og miljøvenlig storby</strong></h6><p>En mere fleksibel teletaxaløsning kan understøtte den eksisterende kollektive trafik, herunder bus, letbane og tog, og sikre større mobilitet i de områder i Odense, hvor der er stor afstand til den kollektive trafik.</p></span> <div><h3>Indstilling</h3> <span class='indstilling'><p><strong>Klima- og Miljøforvaltningen</strong> indstiller, at udvalget;</p><ol><li>Godkender FynBus' forslag til ny model for åben flex.</li><li>Træffer beslutning om størrelsen på byzonen.</li></ol></span> <h3>Beslutning</h3> <span><p><strong>Klima- og Miljøudvalget</strong> godkender indstillingens punkt 1 og vælger model B "Stor byzone" (indstillingspunkt 2).</p></span> </div> <h3>Sagsfremstilling</h3> <span><p>Denne sag omhandler den kollektive trafik og de alternativer, der tilbydes til de borgere i Odense Kommune, som har begrænset adgang til den traditionelle kollektive trafik.</p><p>Alternativer til den traditionelle kollektive trafik varierer meget på tværs af kommuner, hvor fx prisstrukturen og serviceniveauet er forskelligt fra kommune til kommune. Det gør tilbuddet svært at gennemskue.</p><p>En ny model for den åbne flextrafik på Fyn kan sikre et ensartet system og et løft af serviceniveauet på tværs af kommunerne – og give de odenseanere, der i dag har begrænset adgang til den kollektive trafik, et reelt mobilitetstilbud, som samtidig kan sikre kobling til den øvrige kollektive trafik. Derudover giver det fynboer, der bor lige uden for Odense Kommune, mulighed for opkobling til Odense Bynet.</p><p>Tilbuddet om åben flextrafik taler samtidig direkte ind i det nationale ekspertudvalg for kollektiv trafik, som peger på, at den kollektive transport i landdistrikterne skal gøres mere attraktiv gennem en mere fleksibel og behovsstyret kollektiv trafik. Åben flex understøtter samtidig det sammenhængende transporttilbud i Odense Kommune.</p><p>Det er derfor forvaltningens anbefaling, at Odense Kommune indgår i denne nye fælles fynske model for åben flextrafik.</p><h5><strong>FynBus’ forslag til en ny model for åben flextrafik</strong></h5><p>Den nye model skal sikre et gennemskueligt system for de fleksible transportløsninger i form af åben flextrafik på tværs af alle kommuner.</p><p>Kernen i det nye koncept for den åbne flextrafik er, at brugeren ikke skal forholde sig til, at der findes forskellige flextrafikordninger, såsom Plustur og Flextur, som eksisterer i de øvrige fynske kommuner.</p><p>Brugeren kan fremsøge en rejse på Rejseplanen og får så præsenteret forskellige rejsemuligheder, som man kan vælge imellem ud fra ens præferencer. Et eksempel kunne være, at man enten kan vælge en dyrere rejse, hvor man kører med flexbil hele vejen, eller en billigere rejse, hvor flexbilen sætter en af ved et stoppested eller en station, så man kan køre videre med bus, letbane eller tog.</p><p>Lignende løsninger eksisterer allerede i både Region Nordjylland og Region Midtjylland, hvor Aalborg Kommune og Aarhus Kommuner også er en del af ordningen.</p><p>Med den nye ordning vil det fremover være samme serviceniveau og pris på tværs af kommunerne på Fyn og Langeland, ligesom det vil være muligt at rejse på tværs af kommunerne.</p><p>Det nye koncept indeholder 3 former for flextur:</p><ul><li>Dør-til/fra-stoppested (Flextur til eller fra eksisterende kollektiv trafik, bestilt via Rejseplanen)</li><li>Dør-til-dør (Flextur hele vejen mellem to adresser, man selv vælger)</li><li>Kørsel i byzone (Flextur mellem to adresser, man selv vælger – hvoraf mindst én adresse ligger i byzonen)</li></ul><p>Hvis Odense tilslutter sig den fælles fynske ordning, vil det sikre, at alle borgere i Odense tilbydes et mobilitetstilbud, som både kan kobles op på den øvrige kollektive trafik eller transportere borgeren direkte fra A til B. Med andre ord, så vil kørsel fra adresse-til- knudepunkt og adresse-til-adresse med FynBus’ flexordning kunne blive implementeret i Odense Kommune.</p><h5><strong>Prissætning:</strong></h5><p>Det er FynBus’ bestyrelse der fastsætter priserne for åbne flex-rejser. Dette sker med ønsket om at gøre det nemt og billigt for brugere af den kollektive trafik at benytte flextrafik til transport til og fra busstoppesteder og stationer ("first mile / last mile"), uden at dør-til-dør-rejser kommer til at konkurrere med de øvrige transporttilbud i kommunen. Eksempler på prissætninger findes i bilag 1.</p><p>Dør-til-dør rejser er tænkt som et supplement til taxakørsel i kommunen. Forskellen på de to mobilitetsformer er, at taxa har et startgebyr (der dækker tomkørsel og ventetid) og en betaling, der er en kombination af ønsket strækning og anvendt tidsforbrug mellem de to ønskede adresser for alle passagerer, hvor der i flextrafikken betales for strækningen mellem de ønskede adresser pr. passager.</p><p>Desuden kan man med flextrafik opleve at køre omveje og at køre sammen med andre passagerer, da turene koordineres og optimeres.</p><p>Dør-til-dør rejser er et attraktivt mobilitetstilbud i områder, hvor der er utilstrækkelig taxadækning. Det er derfor vigtigt, at dør-til-dør rejserne prissættes, så de ikke udkonkurrerer taxaerhvervet i områder, hvor der er en tilstrækkelig taxadækning.</p><p>I selve Odense by er der en god taxadækning, hvilket taler for, at der ikke implementeres dør-til-dør flextrafikrejser i hele kommunen til den enhedspris, der gælder for hele Fyn - da vilkårene er anderledes i Odense, sammenlignet med de omliggende kommuner.</p><p>Dette kan løses ved at indføre en byzonetakst, der matcher prisen for en sammenlignelig taxatur og samtidig holder kommunen økonomisk skadefri. Alle kørsler med start- eller slutpunkt i byzonen afregnes efter byzonetaksten. Konkret betyder det, at man f.eks. kan køre fra Brændekilde til Holmstrup Station til almindelig takst, mens rejser fra områder uden for byzonen og ind til Odense Centrum vil blive afregnet til en højere byzonetakst.</p><p>Udvalget skal med denne sag træffe beslutning om afgrænsningen af byzonen, da dette er en central faktor i modellen for åben flextrafik i Odense. Byzonens størrelse har samtidig indflydelse på de forventede udgifter for Odense Kommune i forbindelse med tilslutningen til den nye model.</p><h5><strong>To modeller for byzone:</strong></h5><p>FynBus har to forslag til byzonens udstrækning, som er illusteret herunder på kort:</p><ul><li>Model A: Byzone der dækker området indenfor ring 2.</li><li>Model B: Byzone der dækker området indenfor ring 2 og de områder i Odense, hvor der er god dækning af øvrig kollektiv trafik – såsom letbane, regionalbus, bybus og tog. </li></ul><h6>Model A:</h6><p><img 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" alt="Model A, som er et forslag til byzone der dækker ring 2 i Odense Midtby"></p><h6>Model B:</h6><p><img src="data:image/jpeg;base64,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" alt="Model B dækker Ring 2 og områder, der er godt dækket af kollektiv trafik"></p><p>Model A har den klare fordel, at den er nem at kommunikere, idet byzonen svarer til ring 2. Model B understøtter i højere grad den eksisterende kollektive trafikdækning i Odense og medvirker dermed til at reducere dør-til-dør-rejser på strækninger, hvor der allerede er <span>kollektiv</span> trafik.</p><h5>Forventede udgift for Odense Kommune</h5><p>FynBus’ administration har vurderet den forventede efterspørgsel på de to modeller og har dermed kunnet give et kvalificeret bud på en udgift for Odense Kommune ved tilslutning til modellen for åben flex.</p><p><img 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" alt="Model af koster ca. 1,3 mio.kr. og B ca. 0,6 mio.kr."></p><p><em>Skemaet herover viser det forventede antal rejser samt den forventede udgift ved henholdsvis model A og B. Udgiften er inklusiv administrationsbidrag og passagerindtægter.</em></p><p>I begge modeller vil borgerne have mulighed for at bestille en dør-til-knudepunkt-rejse og dermed koble sig på den eksisterende kollektive trafik – også selvom man bor i byzone eller langs øvrig kollektiv trafik. Det er dog FynBus’ vurdering, at borgerne i disse områder ikke oplever et behov for at benytte flextrafik til at dække deres transportbehov, da alternativer – som for eksempel kollektiv trafik, cykel eller gang – ofte er billigere eller gratis og ikke kræver planlægning eller forudbestilling.</p><p>Det er forvaltningens anbefaling, at Klima- og Miljøudvalget træffer beslutning om model B, da denne model bedst muligt understøtter den eksisterende kollektive trafik og samtidig er et godt mobilitetstilbud til de odenseanere, der i dag har begrænset adgang til den kollektive trafik.</p><h5>Videre proces:</h5><p>På baggrund af udvalgets beslutning giver forvaltningen en tilbagemelding til FynBus, idet den endelige beslutningskompetence er placeret hos FynBus’ bestyrelse. Det forventes, at det nye koncept for åben flextrafik behandles i FynBus’ bestyrelse den 26. september 2025. </p><p>På baggrund af beslutningen i FynBus’ bestyrelse vil den nye model for åben flex kunne implementeres i hele Odense Kommune i januar 2026.</p><p>I forbindelse med en evt. implementering af den nye model for åben flextrafik ændres der ikke på de nuværende tilbud om Teletaxa.</p></span> <div><h3>Økonomi</h3> <span class='oekonomi'><p>Ved valg af model B forventes der fra 2026 en årlig udgift på 600.000 kr., som finansieres via budgetområdet for Kollektiv Trafik under Klima- og Miljøudvalget. Ifølge den seneste prognose for området vurderes det, at udgiften kan rummes inden for det eksisterende budget.</p></span> </div> </div></div>"
- Tekst null
- Id "00000000-0000-0000-0000-000000000000"
- Link "https://dagsordener.odense.dk/Vis/Pdf/bilag/567be628-de22-4078-8e7c-38dfe0d9bbed"
- DocumentId "567be628-de22-4078-8e7c-38dfe0d9bbed"
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- Presentations null
- ItemDecision null
- SagsNummer "13.05.16-G01-27-25"
- Navn "B-sag: Ny model for åben flextrafik i Odense Kommune"
- Punktnummer "5"
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Bilag 1 items
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4 items
- HarPdfVersion "true"
- Order 0
- Navn "VS Nyt koncept for åben flextrafik"
- Id "a3a3b3b7-9455-4746-961f-ff2f10a51649"
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- Number "5"
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- CaseNumber "13.05.16-G01-27-25"
- SourceId null
- Caption "B-sag: Ny model for åben flextrafik i Odense Kommune"
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