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Post by merlin1980
Hallo Community,

ich würde gerne folgende segments bearbeiten können:
Bitte um Eure Unterstützung.

Permalink: https://waze.com/de/editor?env=row&lat= ... ,194269612
Grund: Anpassung Rudolf-Breitscheid-Str. (Auffahrt auf Franckestr. gesperrt)
Unlock auf Level: 1

Danke im Voraus,

Marcel
merlin1980
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Post by merlin1980
So wie gemeldet worden ist, soll es dauerhaft sein.

https://dubisthalle.de/wegen-unfallgefa ... ckestrasse
merlin1980
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Post by merlin1980
Hallo Daniel,

erledigt. Allerdings habe ich den Anschluss an die Franckestraße belassen, da nur die Ausfahrt von der RBS --> Francke gesperrt wird.

Viele grüße

Marcel
merlin1980
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Post by merlin1980
[img]data:image/png;base64,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[/img]

Leider habe ich keine Infos zu dem dargestellten grünen Pfeil gefunden.
Bedeutung: Wenden erlaubt?

Viele Grüße

Marcel
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Post by merlin1980
Okay, danke für die Infos.
Wie ich nun gesehen habe, ist die RBS in diesem Abschnitt nun komplett Einbahnstraße (also nicht nur der Bereich an der Kreuzung zur Francke-).
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Post by tooltime_tim
Hi, 

ist die Auffahrt zur Franckestraße dauerhaft oder vorübergehend wegen einer Baustelle gesperrt? 

Sperrungen kannst du erst ab Level 3 selbst setzen. 

Beste Grüße 
tooltime_tim 
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Post by tooltime_tim
Ok, die Breitscheid ist Level 1,die solltest du von der Francke lösen können.

Den dann frei werdenden Knotenpunkt auf der Franckestraße kannst du löschen, damit daraus ein zusammenhängendes Segment entsteht. 
Dazu hab ich dir dort die Bundesstraße auf L1 gesetzt. 

Lege bitte über den ganzen Kreuzungsbereich einen Kartenkommentar mit dem Inhalt, dass die Breitscheid jetzt Sackgasse ist und nicht mehr an die Francke angebunden werden soll. 

Beste Grüße 
Daniel 
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Post by tooltime_tim
Alles schick. Passt!
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Post by tooltime_tim
Moin, 

ja, der kleine grüne Pfeil erlaubt explizit das Wenden an dieser Stelle. Muss beim Auftreffen von Zweibahn auf 
eine gegenläufige Sackgasse immer erlaubt werden. 

siehe hier im Wiki unter U-Turn 
https://wazeopedia.waze.com/wiki/Germany/Kreuzungen

Beste Grüße 
Daniel 
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Post by tooltime_tim
Ich habe gesehen, du hast die RBS entsprechend angepasst. Sehr gut! 

Bitte noch den nun nicht mehr benötigten Kreuzungsknoten löschen und ein Segment daraus machen. 
Link zum Knoten


Beste Grüße 
Daniel 

P. S.  Bist du eigentlich schon im Discord aktiv? 
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