Fix broken text and images in N:binary operations, updated the theme and changed fonts.
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content/notes/ready/binary_operations/d1.png
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content/notes/ready/binary_operations/d2.png
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content/notes/ready/binary_operations/d3.png
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content/notes/ready/binary_operations/d4.png
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content/notes/ready/binary_operations/d5.png
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content/notes/ready/binary_operations/d6.png
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@@ -186,14 +186,7 @@ First, multiply the top number to every digit of the bottom one, and then add th
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| 0 | 0 | 0 |
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| 1 | 0 | 1 |
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```Plain
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x ||.
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....
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+ ||.|
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|..|||.
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```
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#### 2-Bit By 2-Bit Multiplier
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@@ -201,57 +194,20 @@ First, multiply the top number to every digit of the bottom one, and then add th
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### Division
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1. Find the smallest part of the dividend greater than or equal to the ==divisor==.
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1. Find the smallest part of the dividend greater than or equal to the **divisor**.
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```Plain
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```
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2. Write the first digit of **the answer**, and **copy the original divisor down**.
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2. Write the first digit of ==the answer==, and ==copy the original divisor down==.
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3. Subtract the **aligned dividend digits** by **the digits under the dividend**.
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```Plain
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```
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4. Lower **the next dividend digit**.
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3. Subtract ==the aligned dividend digits== by ==the digits under the dividend==.
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5. Is **the total** greater or equal to the **divisor**? If so, add a `1` to the answer. If not, **add a `0` to the answer and return to step 4**.
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```Plain
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```
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4. Lower ==the next dividend digit==.
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```Plain
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```
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5. Is ==the total== greater or equal to the ==divisor==? If so, add a `1` to the answer. If not, ==add a== ==`0`== ==to the answer== ==and return to step 4==.
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```Plain
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```
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6. Return to step 2, until you reach the end of the number. If you reached the end, you found ==the answer==.
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```Plain
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.
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```
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6. Return to step 2, until you reach the end of the number. If you reached the end, you found **the answer**.
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### ASCII
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content/notes/ready/binary_operations/multiplication.png
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