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
What ?
A recipe calculator to help you with your planning in Factorio... In Factorio!
features
reddit link https://www.reddit.com/r/factorio/comme ... alculator/- Computes intermediate ingredients from a demand
- Computes throughput (kind of)
- Computes number of assemblies needed (strechy kind of)
- Handles oil and uranium processing (kind of)
- easily (re)configurable (kind of)
But... Why ?
Gives you a reason to produce hundreds of arithmetic combinators.
Short user guide
A short illustrated example of asking it what does it takes to build 5 beacons (or 5 beacons per minutes for examples)
- IRGC_quick_explanation.jpg (684.97 KiB) Viewed 3729 times
Advanced user guide
In the red output,
- T is the sum of the crafting times in ticks (= sum of all the green signals)
- C is the total number of crafting
- M is the total number of products, both intermediate and final ones (< sum of all the red signals, since M does not count raw material)
The big matrice is made of 4 columns (one for each crafting tab). Each line of these column represents a recipe with a single product, and is made of a constant combinator and three arithmetic combinator.
If you want to disable a recipe, disable the constant combinator (eg if you want to count iron plate as raw materials, rather than Iron ore).
How
Armed with this knowledge and observing the branchings, you can integrate new recipes, or delete some, possibly making a very reduced version of the calculator. (eg you can replace current oil poduction with coal liquefaction). Beware, you can't have lire thah a single recipe per product, and vice versa.The constant combinator encodes most of a recipe. In addition to the reactant and their amount in the recipe, it emits :
The first arithmetic combinator computes the number of times the recipe needs to be ran, and thus has the product appearing (input :<product>/N output C)
The last arithmetic combinator is optional and used to compute crafting times (green output), and also has the product apearing in it (input : T output <product>)
The top left constant combinators ensures divisions are rounded up by adding N-1 to products produced N times by a recipe. You can play with that to some extent to change the rounding, but you can't remove the rounding.
Oil advanced processing, oil cracking and oil anti craking are assumed, so you can have negative water requirement and will have negative light and heavy oil crafting times, which means that, assuming you consume enough petroleum, you'll save time and water (but not oil) by using heavy and light oil compared to cracking them into petroleum.
U-235 is assumed to come solely from enrichment.
- T, the crafting time of the recipe, in game ticks
- N the number of products
The first arithmetic combinator computes the number of times the recipe needs to be ran, and thus has the product appearing (input :<product>/N output C)
The last arithmetic combinator is optional and used to compute crafting times (green output), and also has the product apearing in it (input : T output <product>)
The top left constant combinators ensures divisions are rounded up by adding N-1 to products produced N times by a recipe. You can play with that to some extent to change the rounding, but you can't remove the rounding.
Oil advanced processing, oil cracking and oil anti craking are assumed, so you can have negative water requirement and will have negative light and heavy oil crafting times, which means that, assuming you consume enough petroleum, you'll save time and water (but not oil) by using heavy and light oil compared to cracking them into petroleum.
U-235 is assumed to come solely from enrichment.
Pic
- IGRC.jpg (338.5 KiB) Viewed 3729 times
Todo
(In distant future)
- Make a script to generate the blueprint from recipe book rather than building it by hand
- Find a way to make that smaller (there might be a way to save 2 combinators per recipe, with a much higher constant number of combinators)
- Make a version with finer rounding (on the crafting time), targetted at throughput computation rather than at exact recipe computation.
- Make a contraption which transform crafting times in tick into human readable times, throughput or number of required assemblies.