Decode the following ASCII code: 1010011 1110100 1100101 1110110 1100101 0100000 1001010 1101111 1100010 1110011

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Sure, here's how you decode the ASCII code:

1. First, you need to split the given ASCII code into 8-bit binary numbers. Each 8-bit binary number represents a character in ASCII. Here's how you split it:

   1010011, 1110100, 1100101, 1110110, 1100101, 0100000, 1001010, 1101111, 1100010, 1110011

2. Now, you need to convert each 8-bit binary number into a decimal number. Here's how you do it:

   1010011 (binary) = 83 (decimal) 1110100 (binary) = 116 (decimal) 1100101 (binary) = 101 (decimal) 1110110 (binary) = 118 (decimal) 1100101 (binary) = 101 (decimal) 0100000 (binary) = 32 (decimal) 1001010 (binary) = 74 (decimal) 1101111 (binary) = 111 (decimal) 1100010 (binary) = 98 (decimal) 1110011 (binary) = 115 (decimal)

3. Finally, you need to find the ASCII character that corresponds to each decimal number. Here's how you do it:

   83 (decimal) = 'S' (ASCII) 116 (decimal) = 't' (ASCII) 101 (decimal) = 'e' (ASCII) 118 (decimal) = 'v' (ASCII) 101 (decimal) = 'e' (ASCII) 32 (decimal) = ' ' (ASCII) 74 (decimal) = 'J' (ASCII) 111 (decimal) = 'o' (ASCII) 98 (decimal) = 'b' (ASCII) 115 (decimal) = 's' (ASCII)

So, the ASCII code "1010011 1110100 1100101 1110110 1100101 0100000 1001010 1101111 1100010 1110011" decodes to "Steve Jobs" in ASCII.