Logistic blueprints

Example basic requester cargo rocket silo and landing pad
Screenshot:

Description: Put the signal transmitter and receiver on the same channel. Name the landing pad. Aim the cargo rocket silo at the landing pad. Update the requests in the constant combinators, the values determine the resources amounts you want to keep at the target destination. Set the cargo rocket silo to launch when full.

Author: Earendel

Required Versions: Space Exploration v0.4.25+

Highest techs required: Cargo rocket, Signal transmission

Blueprint strings:

Cargo rocket silo: 0eNq9V+2OojAUfZf+3MDEoiCSzb7IZkJquWozQNm2TNY1vPvegiiiKOLO/tFU2tvzcU+LB7JOSyiUyA2JDkRwmWsS/TwQLbY5S+1vZl8AiYgwkBGH5CyzIw2ukvwDjJuyMuc7t2AJqRwi8gR+k4hWzsMSjAm3meIq4CA+QXUqeNW7QyA3wghoENWDfZyX2RpnRvQ+FocUUuNimVsAWNB3yJ5ELvVmuAnSzIHbp9o+pvZDQdLdR+BoYWl0xhQ35ULxUphmXL1XVWdOi807YyvX2rAaxhUiW62BtBgPye9BCschmp8QpXIrtBHc5TvQBqX/VeI3zrmB7+0kmveGG5Pj5HgjUlzR2NI63rVDF4yDy1mhyxSI5Vba/rLgrqEtTis3DAGJXIO6jWfWx5MI1UhWS44KGiXTeA079imksstabfBZcqq1EQpJPO7wSxqNR+hmTcUOsoIpZuxG5DupxntIex4G1jSHSEyAEgnEuAf/QHx/4HJuq5h/N0PXugUn3eiq1u2WUgpYErfNgfA3LNUwnpM30HjBFHfp/3CXM7WV7cmhjztdmjybvWLz4klbly9mlD6V0Zv0H0Q1PBVIgCMl5aI6a5HX6tw532Yj/TxWPfup7xj6KZQp8ZczqSYIwPju0se+iz9wjSxNUU6qWuzjWqR4o2QWixzLtGl5Ji73bxYbJ4d4A6tXA2FbvdZBNBw8HVpsmcRGlptYFqCaa8228ljWYZ9kT4RggBedTThFjmy6XXer9DkUTAmzy6BWbUxbHw/Tx219LvxvOhvTimXic4O7CKnjCPk2ucGfusXutejI9xLqXV+4hSjgWna34yxeaDeLzae0STCqTaa8pdDlqNL+i6kNvji1GMteTsMhN4MXqSy/mMqqz8QfYrKc4rc/yu/wRZH8r/a7EQX/f9XvTFHnL6JD8GVGN9RCuliuvOV8HtIwDKvqL9BE2Qk=

Landing Pad: 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

Example Delivery Cannon and Delivery Cannon Chest
Screenshot:

Description: Put the signal transmitter and receiver on the same channel. Set bottom combinator on cannon to desired material level, and target the cannon to the receiving chest.

Chest sends contents of the logistics network and 2 control signals: signal 0 is a count of items in the chest, and signal A is a "we are transmitting" check.

The cannon checks 3 signals before loading the delivery cannon: 1. Signal A - do we have a signal at all? 2. Is the target chest empty? 3. Do we need to make a delivery?

If the answer to all 3 is "Yes", it will load the cannon and fire it towards the destination chest.

Highest techs required: Delivery Cannon, Signal transmission

Blueprint strings:

Delivery Cannon Chest: 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

Delivery Cannon: 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

Example Landing Pad with storage for 8 and 16 items for the space.
Screenshot:

Description: This Landing pads for space sort the items of an incoming rocket. There is the 8 items version and the 16 items version. Rocket parts will be sent to the a logistic storage chest.

Blueprint strings:

8 Items space landing pad: 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

16 Items space landing pad: 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

Example Landing Pad with storage for 8 items for the the earth/ground.
Screenshot:

Description: This Landing pads for earth/land sorts the items of an incoming rocket. There is the 8 items version items version. Rocket parts will be sent to the a logistic storage chest.

Blueprint strings:

8 Items earth landing pad: 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

Simplified logic
This solution only uses a single const combinator.

1. Use a const combinator with all requests as negative numbers. E.g. -1k vulcanite. Put this combinator at the signal sender (the place where you want to receive materials). 2. Add the current content (simply draw the wires together, no combinator needed). Always use the same color. 3. Send this total to Nauvis. 4. At Nauvis, add the current supply if it is a rocket (draw wires together). 5. Use condition "vulcanite < 0" to enable the inserter to rocket or cannon. A negative value thus represents a deficit. This method is safe against power drops. Single-type rockets need no signals as they will only launch when a landing pad is empty.