Page 1 of 1

[Kovarex] [2.0.28] Pasting Blueprints with trains on top of existing trains Replaces with Parameter 0

Posted: Sat Dec 28, 2024 11:23 pm
by LauraD2423
I have multiple blueprints which use Parameter 0 (p0) to set what is being made and to name the train stops and trains. When I paste it on an already existing train, it renames the train from
[item=steel-plate] [virtual-signal=signal-4] [item=cargo-wagon] to [item=parameter-0] [virtual-signal=signal-4] [item=cargo-wagon] instead of using the value provided for p0.

This happens with multiple blueprints, but I have two exported below. The video shows it clearly.

Blueprint with Just the station.

Code: Select all

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

Blueprint for my smelter which is shown in the video.

Code: Select all

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

Re: [2.0.28] Pasting Blueprints with trains on top of existing trains Replaces with Parameter 0

Posted: Sun Dec 29, 2024 1:39 am
by Loewchen
Post a link to the video please, see 3638.

Re: [2.0.28] Pasting Blueprints with trains on top of existing trains Replaces with Parameter 0

Posted: Sun Dec 29, 2024 1:42 am
by LauraD2423
https://steamusercontent-a.akamaihd.net ... 719E6A88D/

This link expires in 2 days. I'll see if I can upload to youtube if needed.

The video I attached to the original post seems to have failed to upload.

Re: [2.0.28] Pasting Blueprints with trains on top of existing trains Replaces with Parameter 0

Posted: Sun Dec 29, 2024 3:17 am
by LauraD2423
Loewchen wrote: Sun Dec 29, 2024 1:39 am Post a link to the video please
Permanent link:
https://youtu.be/ZVuE2KMn61c