Here is a self-powered setup that takes in one blue belt of coal and converts it to ~140 rocket fuel per minute, which represents a 65% gain in fuel value. Gross production is ~205 rocket fuel per minute, of which ~65 rocket fuel per min is used to power the boilers. Heavy oil is needed to start the process but it quickly becomes self sufficient with respect to oil.
(Inspired by Medusalem's post here: viewtopic.php?f=18&t=44912)
If petroleum is exported for circuit production (instead of converted to petroleum gas, as shown below), it should give ~83 rocket fuel per minute and 7.4k petroleum per min (as measured using new fluid scale in 0.15), which is good for ~480 plastic per min if you have prod 3 in plastic plants.
In other words, stamping out 10 of these at rich, distant coal mines that are near water would give (slightly more than) enough rocket fuel for 1 RPM incl. satellite along with enough petroleum for 2 blue belts of plastic (assuming prod 3).
Note: This is intended as a proof of concept of the idea - the layout can probably (read: definitely) be optimized further for power efficiency and size (it's late here and I'm tired ). Also, enabling creative mode with researches enabled has the effect of researching up to and including miner productivity 16. If we use the mining layout below with no miner productivity upgrades, we'd need ~23 mining drills (and associated beacons) to fill a blue belt. Since we only need 18 mining drills if we have mining productivity 16, I threw down an additional few drills (I added extra for the sake of being conservative) on a nearby iron ore patch to simulate the incremental power draw.
TLDR: https://www.youtube.com/watch?v=e_DqV1xdf-Y (sort of)
Overview of test setup
Production stats
Fluid production stats
Power
Blueprint String
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