---
title: Converting A Written Recipe To Brew In Your Pico
description: "**Converting a written recipe to brew in your Pico C/S/Pro or Z / Zymatic is a very simple process. To start with let's look at the different sections of the recipe. Below is the recipe we want to convert.** ![](https://www.smallbrewcompanion.com/wp-content/uploads/2024/02/image-134.png)…"
url: "https://www.smallbrewcompanion.com/docs/converting-a-written-recipe-to-brew-in-your-pico/"
updated: "2024-02-28"
category: Recipes
---

# Converting A Written Recipe To Brew In Your Pico

**Converting a written recipe to brew in your Pico C/S/Pro or Z / Zymatic is a very simple process. To start with let's look at the different sections of the recipe. Below is the recipe we want to convert.**

![](https://www.smallbrewcompanion.com/wp-content/uploads/2024/02/image-134.png)

**The recipe includes the Ingredients and the amounts, the batch size, statistics which is all that we need! Having the BJCP style is a plus however is not needed as normally the recipe will tell you the type of the recipe and then you can select the BJCP Beer Style based on that information. To get started click on the Recipe Tab and then either the New 1.32G / 5L Recipe or the New 2.5G / 9L Recipe - it does not matter which one you choose as the recipe will be entered in based on the original recipe and then scaled to the Pico C/S/Pro or the Z/Zymatic at the end.**

![](https://www.smallbrewcompanion.com/wp-content/uploads/2024/02/Recipes-11-1024x518.png)

**You will now be on the main Recipe Creator Screen.**

![](https://www.smallbrewcompanion.com/wp-content/uploads/2024/02/image-135-1024x536.png)

**Let's take a look at our recipe - the top of it shows to recipe name and looking over the ingredients we can see the recipe does not contain any Dry Malt Extract (DME) or Liquid Malt Extract (LME) so we know the recipe is an All Grain Recipe.**

![](https://www.smallbrewcompanion.com/wp-content/uploads/2024/02/image-136.png)

**Let's start by typing in the Recipe Name and select the All Grain option from the Recipe Type pull down menu.**

![](https://www.smallbrewcompanion.com/wp-content/uploads/2024/02/image-137.png)

**Let's look at the recipe and see how large the batch size / recipe size is.**

![](https://www.smallbrewcompanion.com/wp-content/uploads/2024/02/image-138.png)

**Okay so we have a recipe that was designed to produce 5 gallons of beer. Let's enter in 5 in the Gallons box in the Batch Size section.**

![](https://www.smallbrewcompanion.com/wp-content/uploads/2024/02/image-140.png)

**Next let's look and see if the recipe has a Boil Time listed on it.... Nope - not listed on the recipe so let's look at the longest hop addition. In this case the longest hop addition is listed at 60 minutes so let's enter in 60 for the Boil Time in Minutes box. Had the recipe listed a boil time then we would have entered that information into the Boil Time in Minutes box.**

![](https://www.smallbrewcompanion.com/wp-content/uploads/2024/02/image-141.png)

![](https://www.smallbrewcompanion.com/wp-content/uploads/2024/02/image-142.png)

**Let's look over the recipe once again and this time we are looking for an Efficiency percentage... If the recipe is like a lot of them this information will be nowhere to be found. If by a slim chance it's shown then you can enter that number into the Est Mash Efficiency % box otherwise we will leave it at the 50% or 55% that is already in the box and will calculate the efficiency later.**

![](https://www.smallbrewcompanion.com/wp-content/uploads/2024/02/image-143.png)

**Now let's look over the recipe and see if it tells use what the BJCP beer style is or what type of beer it is... In this case our recipe tells use that it's an American Stout.**

![](https://www.smallbrewcompanion.com/wp-content/uploads/2024/02/image-144.png)

**To enter this information into the Recipe Creator click the Style button and then select American Stout from the Recipe Style pull down menu. If the recipe does not state the BJCP Style Guide it will normally state that something about the the recipe that will clue you in on what style to select. For your reference you can find the current BJCP guidelines at:**

  [2021 BJCP Guidelines](https://www.bjcp.org/news/bjcp-releases-2021-beer-style-guidelines/)

![](https://www.smallbrewcompanion.com/wp-content/uploads/2024/02/image-145-1024x103.png)

**Next we need to enter in each of the ingredients and the amounts for each of those ingredients. Let's look at the fermentables (grains, sugars, etc) and start with those. For information on entering Fermentables have a look at that document under The Recipe Creator section of the KnowledgeBase.**

![](https://www.smallbrewcompanion.com/wp-content/uploads/2024/02/image-146.png)

**After entering in all of the Fermentables compare them to the recipe just to make sure we have entered them so they match the recipe.**

![](https://www.smallbrewcompanion.com/wp-content/uploads/2024/02/image-147.png)

**Now let's repeat that process but this time for the Hops. For information about adding Hops have a look at that document in The Recipe Creator section of the KnowledgeBase.**

![](https://www.smallbrewcompanion.com/wp-content/uploads/2024/02/image-148.png)

**Again verify the hops, amounts, use and times match the recipe and make any changes if needed.**

![](https://www.smallbrewcompanion.com/wp-content/uploads/2024/02/image-149.png)

**Our recipe also contains a Miscs ingredient. You will need to enter that ingredient as well - for information on adding Miscs ingredients refer to the Adding Miscs ingredients document in The Recipe Creator section of the KnowledgeBase.**

![](https://www.smallbrewcompanion.com/wp-content/uploads/2024/02/image-173.png)

**Verify the amounts, use and time match the recipe before continuing.**

![](https://www.smallbrewcompanion.com/wp-content/uploads/2024/02/image-150.png)

**Now we are down to our last ingredient which is the yeast.**

![](https://www.smallbrewcompanion.com/wp-content/uploads/2024/02/image-151.png)

**List recipe doesn't list a weight and instead lists 1 packet for the amount of yeast. A quick search or if you already have the yeast you can see the Net Weight of the package. In this case the package states that it comes with 11.5 grams. Enter this yeast in accordingly into the Yeasts section of the Recipe Creator - for information on entering Yeasts have a look at the adding Yeasts document located in The Recipe Creator section of the KnowledgeBase.**

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)

![](https://www.smallbrewcompanion.com/wp-content/uploads/2024/02/image-152.png)

**Now that we have all of the ingredients entered if the recipe had listed the Efficiency then the recipe's Original Gravity should match the calculations within The Recipe Creator. Our recipe did not so we will need to calculate the Efficiency. The Recipe Creator calculated 1.036 for the Original Gravity yet the original recipe shows the Original Gravity is 1.051.**

![](https://www.smallbrewcompanion.com/wp-content/uploads/2024/02/image-159.png)

![](https://www.smallbrewcompanion.com/wp-content/uploads/2024/02/image-153.png)

![](https://www.smallbrewcompanion.com/wp-content/uploads/2024/02/image-154.png)

**You can do a bunch of math to calculate the Efficiency of the recipe or you can do a little trial and error. Let's go the trial and error route as it's pretty quick! We currently have either 50% or 55% in the Est Mash Efficiency box.**

![](https://www.smallbrewcompanion.com/wp-content/uploads/2024/02/image-155.png)

**Let's try 65% - type 65 in the Est Mash Efficiency box and then press the Tab key on your keyboard and compare the Original Gravity displayed in The Recipe Creator vs the printed recipe.**

![](https://www.smallbrewcompanion.com/wp-content/uploads/2024/02/image-156.png)

**We are close with 1.046 as the original gravity in The Recipe Creator vs the 1.051 on the printed recipe. Now let's try 70%.**

![](https://www.smallbrewcompanion.com/wp-content/uploads/2024/02/image-157.png)

**Oh really close! How about 72%**

![](https://www.smallbrewcompanion.com/wp-content/uploads/2024/02/image-158.png)

**Now that our Original Gravity in The Recipe Creator matches the Original Gravity on the printed recipe, the Estimated Mash Efficiency is 72% based on the printed recipe. Next, we need to scale the recipe to our Pico’s batch size and efficiency. Let’s click on the Scale Recipe button located under the batch size.**

![](https://www.smallbrewcompanion.com/wp-content/uploads/2024/02/image-160.png)

**The Scale Recipe To New Batch Size screen will now be displayed and will currently contain the batch size and efficiency of the recipe. In the case of this recipe that is a 5 gallon batch at 72% efficiency.**

![](https://www.smallbrewcompanion.com/wp-content/uploads/2024/02/image-161.png)

**Click on either the C/S/Pro Batch Size & Efficiency or the Z/Zymatic Batch Size & Efficiency button based on the machine that will be used for this brew. This will fill in the New Batch Size and the New Efficiency for you. Next click on the Scale Recipe button located at the bottom right of the screen to scale the recipe.**

![](https://www.smallbrewcompanion.com/wp-content/uploads/2024/02/image-162.png)

**Because this recipe has a Miscs ingredient and some of these ingredients are not able to be scaled you received the following message.**

![](https://www.smallbrewcompanion.com/wp-content/uploads/2024/02/image-163.png)

**After clicking on the Ok button we are back at the main Recipe Creator screen and the ingredients have now been scaled to the new batch size and efficiency.**

![](https://www.smallbrewcompanion.com/wp-content/uploads/2024/02/image-174-1024x493.png)

**Let's take care of that Miscs ingredient. Click on the Miscs button under the Ingredients heading. In this case the ingredient is a Whirlfloc Tablet. This is a fining / clearing agent and you could use the full amount or for the smaller batch sizes you could use half of a tablet for the Z/Zymatic or 1/4 tablet for the C/S/Pro. If this was a spice for example cinnamon you would want to manually calculate the amount to use. So for example say it was using 1 tablespoon of cinnamon for the 5 gallon batch then you would want to change that to be 1 1/2 teaspoons for the Z/Zymatic and 3/4 teaspoon (or .79 of a teaspoon if you wanted to be exact). This is calculated by dividing the 1 tablespoon by 5 gallons (1 / 5 = .20) the multiply that value by the 1.32 gallon batch in the case of the C/S/Pro batch size (.20 * 1.32 = .264 which is .079 or a little over 3/4 of a teaspoon as calculated below.**

![](https://www.smallbrewcompanion.com/wp-content/uploads/2024/02/image-175.png)

![](https://www.smallbrewcompanion.com/wp-content/uploads/2024/02/image-165.png)

**Clicking Whirlfloc Tablet ingredient and then the Modify button will display the Modify Ingredient Screen allowing us to change the 1 Tablet to 1/2 Tablet.**

![](https://www.smallbrewcompanion.com/wp-content/uploads/2024/02/image-166.png)

![](https://www.smallbrewcompanion.com/wp-content/uploads/2024/02/image-167.png)

![](https://www.smallbrewcompanion.com/wp-content/uploads/2024/02/image-168.png)

**Now that we have all of the ingredients taken care of let's update the recipe with the equipment profile for the Pico machine you will be brewing with. Click the Equipment button followed by the Select Equipment Profile button and then select the Pico machine you will be brewing with.**

![](https://www.smallbrewcompanion.com/wp-content/uploads/2024/02/image-169-1024x110.png)

![](https://www.smallbrewcompanion.com/wp-content/uploads/2024/02/image-170.png)

**The next step will be to add a brewing profile so your Pico can brew the recipe. See the Pico C/S/Pro or Z / Zymatic brewing profile documents in The Recipe Creator section of the KnowledgeBase for detailed instructions.**

![](https://www.smallbrewcompanion.com/wp-content/uploads/2024/02/image-171.png)

**At this point the recipe is scaled pretty close to what it needs to be however you may notice that the IBUs and or Color (SRM) may differ some from our printed recipe. Although the recipe will more than likely be very close to the original you can adjust the recipe even more by using the Adjust Recipe feature in the Recipe Creator - for details see the Adjust Recipe (Advanced Feature) located in The Recipe Creator section of the KnowledgeBase.**

![](https://www.smallbrewcompanion.com/wp-content/uploads/2024/02/image-172.png)
