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https://github.com/LukeHagar/unicorn-utterances.git
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fix: image stretching, code block, and more
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@@ -51,7 +51,10 @@ This is the raw type definition for this object and its properties and methods.
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For example:
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For example:
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<h3>getMember(id: string): Member | null</h3>
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```
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getMember(id: string): Member | null
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```
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Returns the Member object for the user with the given id, or null if they aren't in the Guild.
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Returns the Member object for the user with the given id, or null if they aren't in the Guild.
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---
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---
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@@ -182,13 +182,13 @@ Many phones using iOS and Android allow users to change the font size on their m
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<div style="display: flex; justify-content: space-around">
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<div style="display: flex; justify-content: space-around">
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<figure>
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<figure>
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<img src="./ios_text_size.png" style="height: 300px"/>
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<img src="./ios_text_size.png"/>
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<figcaption>
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<figcaption>
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iOS font size settings screen
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iOS font size settings screen
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</figcaption>
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</figcaption>
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</figure>
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</figure>
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<figure>
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<figure>
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<img src="./android_text_size.png" style="height: 300px"/>
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<img src="./android_text_size.png"/>
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<figcaption>
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<figcaption>
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Android font size settings screen
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Android font size settings screen
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</figcaption>
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</figcaption>
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@@ -39,7 +39,7 @@ Binary, on the other hand, is _base two_. **This means that there are only two s
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> For the Latin enthusiasts, binary comes from "binarius" meaning "two together". _Deca_, meaning 10, is where "decimal" comes from.
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> For the Latin enthusiasts, binary comes from "binarius" meaning "two together". _Deca_, meaning 10, is where "decimal" comes from.
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> Additionally, the term "radix" is sometimes used instead of "base" when describing numeral systems, especially in programming.
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> Additionally, the term "radix" is sometimes used instead of "base" when describing numeral systems, especially in programming.
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Instead of using numbers, which can get very confusing very quickly while learning for the first time, let's use **`X`**s and **`O`**s as our two symbols for our first few examples. _An **`X`** represents if a number is present and that we should add it to the final sum; an **`O`** means that the number is not present and that we should not add it_.
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Instead of using numbers, which can get very confusing very quickly while learning for the first time, let's use **`X`** s and **`O`** s as our two symbols for our first few examples. _An **`X`** represents if a number is present and that we should add it to the final sum; an **`O`** means that the number is not present and that we should not add it_.
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Take the following example:
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Take the following example:
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