Kommunal- og regionsrådsvalget i november
Prompt resultater
Spørgsmål
Bør Herning Kommune vedtage forslag om at fastholde antallet af politisk udpegede tilforordnede vælgere på de store valgsteder?
Opsummering
Herning Kommune overvejer at fastholde antallet af politisk udpegede tilforordnede vælgere på de store valgsteder, trods administrationens anbefaling om at reducere antallet. Der er også fokus på beredskabsforanstaltninger og det nye IT-valgsystem.
Fordele
- Fastholdelse af det nuværende antal tilforordnede vælgere sikrer en jævn fordeling af politisk repræsentation.
- Det nye IT-valgsystem tilbyder en mere effektiv og sikker valghandling.
- Beredskabsforanstaltninger sikrer, at valget kan gennemføres selv i tilfælde af tekniske fejl.
Ulemper
- Fastholdelse af det nuværende antal tilforordnede vælgere kan føre til øget arbejdsbyrde for det administrative personale.
- Øget ansvar for det administrative personale kan medføre større risiko for fejl eller mangler.
- Beredskabsforanstaltninger kan være kostbare og kræve ekstra ressourcer.
Emneord
- Demokrati
- Ældre
- Digitalisering
Bilag
First-agenda Sagsfremstilling
Kommunikation
| DIR | BFU | SOS | BSK | KFU | BYB | MIN | ØKE | BYR |
| X |
Sagsbehandler: Peter Vallentin
Øvrige sagsbehandlere:
Resume
Den 18. november 2025 er der valg til Byrådet i Herning kommune. Samtidigt afvikles der valg til Regionsrådet.
Valget gennemføres som vanligt på 26 valgsteder fordelt ud over hele kommunen.
I sagen gives der en status på forberedelserne.
Sagsfremstilling
Herning Kommune gennemfører valg i henhold til loven om kommunalvalg. Herning Kommune har fastsat, at der afvikles valg fra 26 valgsteder i kommunen.
Det største valgsted havde i 2021 21.810 stemmeberettigede borgere, og det mindste afstemningssted havde 373 stemmeberettigede borgere. Af de 26 valgsteder i Herning kommune har de 12 af valgstederne mindre end 1.000 stemmeberettigede borgere.
Byrådet besluttede den 5. april 2022 under pkt. 67 udpegning af valgsteder, valgstyrere samt tilforordnede vælgere for hele valgperioden 2022-2025.
Ved valget i 2021 opnåede Herning Kommune en stemmeprocent på 68.8. Der var ved valget 70.057 stemmeberettigede vælgere, og der blev afgivet 48.214 stemmer i alt.
Det forventes, at stemmeprocenten vil være på minimum samme niveau ved valget i 2025.
Udpegning af valgsteder, valgstyrere og tilforordnede vælgere - til orientering.
Byrådet besluttede den 5. april 2022 under pkt. 67 udpegning af valgsteder, valgstyrere samt tilforordnede vælgere for hele valgperioden 2022 - 2025.
Byrådet besluttede i sammenhæng med udpegningssagen på det konstituerende møde, at valgbestyrelsen i forbindelse med valg til Byrådet består af følgende personer:
Dorte West (formand)
Per Ørum (næstformand)
Bruno Hansen
Anne Mette Bang Rasmussen
Ulrik Hyldgaard
Tommy Tønning
og Philip Vivet (oprindeligt Johs. Poulsen).
I samme sag blev det besluttet at udpege 26 valgstyrerformænd, én til hver af afstemningsstederne, efter den d'hondtske metode, sådan at alle partier repræsenteret i Byrådet som udgangspunkt, blev tilbudt en valgstyrerformandspost.
I sagen blev det også besluttet at udpege 125 personer som tilforordnede vælgere, blandt de i Byrådet repræsenterede partier. Fordelingen blev ligeledes foretaget efter den d'hondtske metode.
Herning Kommune vil i lighed med de seneste år anmode om hjælp fra gymnasieklasserne på Herningholm og STX.
Nyt IT valgsystem.
KMD har i mere end 30 år været leverandør af et IT system, som alle kommuner i landet anvendte til indberetning af valgresultaterne. Systemet har vist sig at være robust, men er efter mere end 30 år moden til en udskiftning. Derfor har Kombit, på vegne af Staten og kommunerne udbudt en opgave med at udvikle et nyt IT system.
Dette udbud blev vundet af Netcompany tilbage i 2019. Netcompanys system er nu klar til at gå i luften, og kommunal- og regionsrådsvalget i november 2025 bliver første valg, der gennemføres i det nye system.
For borgerne vil det nye bestå i, at Herning Kommune i det nye system går over til at anvende digitale valglister, Valgstyrerne skal ikke længere bladre i valglisten for at finde den enkelte vælger og sætte kryds i listen. Fremadrettet vil der ved hvert enkelt valgbord være en computer med en skanner som i et supermarked. Når borgeren står ved valgbordet, skannes borgerens valgkort, og efterfølgende udleveres stemmesedlerne.
Indførslen af digitale valglister forventes at reducere ventetiden ved valgbordet væsentligt. En digital valgliste kan ubesværet håndterer op til 3.000 vælgere, uden at der dannes kø ved bordet.
På grund af indførslen af digitale valglister, og det deraf hurtigere flow af mennesker forbi, reduceres der i antallet af valgborde på de store valgsteder. I Kongrescentret vil man til eksempel gå fra 14 valgborde til 9 valgborde.
Oversigt over valgborde på valgstederne:
Administrationen anbefaler at fastholde antallet af politisk udpegede tilforordnede vælgere på de store valgsteder. Der må forventes, at der vil være et øget behov for hjælp og vejledning til borgerne, og der skal samtidigt anvendes det samme antal mennesker til optællingen senere på aftenen.
For det administrative personale, vil der være tale om større ændringer til arbejdsopgaverne og et større ansvar.
Beredskab.
I aftalen om kommunernes økonomi for 2026 er regeringen og KL enige om at styrke kommunernes beredskab til at håndtere uforudsete begivenheder i forbindelse med valg. Aftalen er indgået i lyset af den ændrede sikkerhedssituation, der i aftalen ikke defineres nærmere.
Af aftalen fremgår, at parterne enige om, at kommunernes beredskab i forhold til at forebygge, identificere og håndtere uforudsete situationer i forbindelse med afholdelse af valg skal styrkes.
På den baggrund er der udarbejdet Action Cards til valgsekretærerne på de enkelte valgsteder, som giver beredskabsinstrukser til, hvordan Herning Kommune håndterer 8 forskellige situationer ude på de enkelte valgsteder.
Derudover er der i det nye valgsystem indtænkt et beredskab i det tilfælde, at det nye IT system fejler. I første omgang kan valghandlingen blot fortsætte i en kortere periode, selvom systemet ikke kører. I den situation tages printede valglister i brug, hvorefter valghandlingen kan fortsætte som hidtil. Når systemet genstarter, kan de valgkort, der er afkrydset i de printede valglister skannes, og derved er systemet opdateret med de valgkort, der blev krydset i den printede liste, og valget kan fortsætte på normal vis.
I tilfælde af større nedbrud eller at systemet fejler fuldstændigt, gennemføres valget via de printede valglister.
Indstilling
Underdirektøren for Direktionens Stab indstiller,
at sagen tages til efterretning.
Beslutning
Sagen tages til efterretning.
Er du enig eller uenig?
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- Html "<div><div id='sagsfremstillingContainer'> <h3>Kommunikation</h3> <span class='ukendt'><table border="0"><tbody><tr><td>DIR</td><td>BFU</td><td>SOS</td><td>BSK</td><td>KFU</td><td>BYB</td><td>MIN</td><td>ØKE</td><td>BYR</td></tr><tr><td> </td><td> </td><td> </td><td> </td><td> </td><td> </td><td> </td><td>X</td><td> </td></tr></tbody></table><p>Sagsbehandler: Peter Vallentin</p><p>Øvrige sagsbehandlere: </p></span> <div><h3>Resume</h3> <span class='resume'><p>Den 18. november 2025 er der valg til Byrådet i Herning kommune. Samtidigt afvikles der valg til Regionsrådet.</p><p>Valget gennemføres som vanligt på 26 valgsteder fordelt ud over hele kommunen. </p><p>I sagen gives der en status på forberedelserne. </p></span> </div> <h3>Sagsfremstilling</h3> <span><p>Herning Kommune gennemfører valg i henhold til loven om kommunalvalg. Herning Kommune har fastsat, at der afvikles valg fra 26 valgsteder i kommunen. </p><p>Det største valgsted havde i 2021 21.810 stemmeberettigede borgere, og det mindste afstemningssted havde 373 stemmeberettigede borgere. Af de 26 valgsteder i Herning kommune har de 12 af valgstederne mindre end 1.000 stemmeberettigede borgere. </p><p>Byrådet besluttede den 5. april 2022 under pkt. 67 udpegning af valgsteder, valgstyrere samt tilforordnede vælgere for hele valgperioden 2022-2025. </p><p>Ved valget i 2021 opnåede Herning Kommune en stemmeprocent på 68.8. Der var ved valget 70.057 stemmeberettigede vælgere, og der blev afgivet 48.214 stemmer i alt.</p><p>Det forventes, at stemmeprocenten vil være på minimum samme niveau ved valget i 2025. </p><h5><strong>Udpegning af valgsteder, valgstyrere og tilforordnede vælgere - til orientering. </strong></h5><p>Byrådet besluttede den 5. april 2022 under pkt. 67 udpegning af valgsteder, valgstyrere samt tilforordnede vælgere for hele valgperioden 2022 - 2025.</p><p>Byrådet besluttede i sammenhæng med udpegningssagen på det konstituerende møde, at valgbestyrelsen i forbindelse med valg til Byrådet består af følgende personer:</p><p>Dorte West (formand)</p><p>Per Ørum (næstformand)</p><p>Bruno Hansen</p><p>Anne Mette Bang Rasmussen</p><p>Ulrik Hyldgaard</p><p>Tommy Tønning</p><p>og Philip Vivet (oprindeligt Johs. Poulsen). </p><p>I samme sag blev det besluttet at udpege 26 valgstyrerformænd, én til hver af afstemningsstederne, efter den d'hondtske metode, sådan at alle partier repræsenteret i Byrådet som udgangspunkt, blev tilbudt en valgstyrerformandspost. </p><p>I sagen blev det også besluttet at udpege 125 personer som tilforordnede vælgere, blandt de i Byrådet repræsenterede partier. Fordelingen blev ligeledes foretaget efter den d'hondtske metode.</p><p>Herning Kommune vil i lighed med de seneste år anmode om hjælp fra gymnasieklasserne på Herningholm og STX. </p><h5><strong>Nyt IT valgsystem.</strong></h5><p>KMD har i mere end 30 år været leverandør af et IT system, som alle kommuner i landet anvendte til indberetning af valgresultaterne. Systemet har vist sig at være robust, men er efter mere end 30 år moden til en udskiftning. Derfor har Kombit, på vegne af Staten og kommunerne udbudt en opgave med at udvikle et nyt IT system.</p><p>Dette udbud blev vundet af Netcompany tilbage i 2019. Netcompanys system er nu klar til at gå i luften, og kommunal- og regionsrådsvalget i november 2025 bliver første valg, der gennemføres i det nye system. </p><p>For borgerne vil det nye bestå i, at Herning Kommune i det nye system går over til at anvende digitale valglister, Valgstyrerne skal ikke længere bladre i valglisten for at finde den enkelte vælger og sætte kryds i listen. Fremadrettet vil der ved hvert enkelt valgbord være en computer med en skanner som i et supermarked. Når borgeren står ved valgbordet, skannes borgerens valgkort, og efterfølgende udleveres stemmesedlerne.</p><p>Indførslen af digitale valglister forventes at reducere ventetiden ved valgbordet væsentligt. En digital valgliste kan ubesværet håndterer op til 3.000 vælgere, uden at der dannes kø ved bordet. </p><p>På grund af indførslen af digitale valglister, og det deraf hurtigere flow af mennesker forbi, reduceres der i antallet af valgborde på de store valgsteder. I Kongrescentret vil man til eksempel gå fra 14 valgborde til 9 valgborde.</p><p>Oversigt over valgborde på valgstederne:</p><p><img 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" width="325" height="473"></p><p>Administrationen anbefaler at fastholde antallet af politisk udpegede tilforordnede vælgere på de store valgsteder. Der må forventes, at der vil være et øget behov for hjælp og vejledning til borgerne, og der skal samtidigt anvendes det samme antal mennesker til optællingen senere på aftenen. </p><p>For det administrative personale, vil der være tale om større ændringer til arbejdsopgaverne og et større ansvar.</p><h5><strong>Beredskab. </strong></h5><p>I aftalen om kommunernes økonomi for 2026 er regeringen og KL enige om at styrke kommunernes beredskab til at håndtere uforudsete begivenheder i forbindelse med valg. Aftalen er indgået i lyset af den ændrede sikkerhedssituation, der i aftalen ikke defineres nærmere.</p><p>Af aftalen fremgår, at parterne enige om, at kommunernes beredskab i forhold til at forebygge, identificere og håndtere uforudsete situationer i forbindelse med afholdelse af valg skal styrkes. </p><p>På den baggrund er der udarbejdet Action Cards til valgsekretærerne på de enkelte valgsteder, som giver beredskabsinstrukser til, hvordan Herning Kommune håndterer 8 forskellige situationer ude på de enkelte valgsteder. </p><p>Derudover er der i det nye valgsystem indtænkt et beredskab i det tilfælde, at det nye IT system fejler. I første omgang kan valghandlingen blot fortsætte i en kortere periode, selvom systemet ikke kører. I den situation tages printede valglister i brug, hvorefter valghandlingen kan fortsætte som hidtil. Når systemet genstarter, kan de valgkort, der er afkrydset i de printede valglister skannes, og derved er systemet opdateret med de valgkort, der blev krydset i den printede liste, og valget kan fortsætte på normal vis.</p><p>I tilfælde af større nedbrud eller at systemet fejler fuldstændigt, gennemføres valget via de printede valglister. </p></span> <div><h3>Indstilling<br>Underdirektøren for Direktionens Stab indstiller,</h3> <span class='indstilling'><p>at sagen tages til efterretning.</p></span> <h3>Beslutning</h3> <span><p>Sagen tages til efterretning.</p></span> </div> </div></div>"
- Tekst null
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