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@VictorKoenders
Last active November 26, 2023 11:24
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Factorio blueprints

Military outpost:

Make sure the trains get in from the far side. If they come in from the side they will get stuck.

Point the station side at the biters.

The outpost:

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

Resupply station + train:

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

Spidertron loadout for building the outpost:

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