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The exact calculation needs various assumptions. Font families of a given well-defined vertical size/separation can each exhibit varying general widths of character, and be subject to various possible degrees of [[kerning]], depending upon what precise choice of text is made (unless using a strictly a fixed-width font). The spacing between successive lines would need to be chosen. The word that does (or does not) have to be wrapped at the first line-break can affect which groups of words may (or may not) need to wrap on subsequent lines, in a cascading effect that can create almost chaotic changes from just a single reassessment. However, the {{w|law of large numbers}} would likely minimize the effect of this variability, such that an estimate from known averages would yield a result with a very small amount of relative error. It is not known which (ballpark) number Randall assigned as the current word count as of posting the comic.
 
The exact calculation needs various assumptions. Font families of a given well-defined vertical size/separation can each exhibit varying general widths of character, and be subject to various possible degrees of [[kerning]], depending upon what precise choice of text is made (unless using a strictly a fixed-width font). The spacing between successive lines would need to be chosen. The word that does (or does not) have to be wrapped at the first line-break can affect which groups of words may (or may not) need to wrap on subsequent lines, in a cascading effect that can create almost chaotic changes from just a single reassessment. However, the {{w|law of large numbers}} would likely minimize the effect of this variability, such that an estimate from known averages would yield a result with a very small amount of relative error. It is not known which (ballpark) number Randall assigned as the current word count as of posting the comic.
  
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The exact extent of the Atlantic Ocean can also be differently interpreted: where it meets the Southern and Arctic oceans, whether to include bordering 'seas' such as the Gulf of Mexico and Mediterranean and Caribbean Seas, what to do where the 'text' may have to cross/break-across islands (e.g., the Bahamas, Azores, etc., some of these being treated as Atlantic boundaries with the comic's relatively much larger size of "ocean text"), possibly even whether to track the precise tidal inundations at the coastlines at any particular moment, which would make the resulting word count per second probably fluctuate with the tides (unless high-/low-/median watermarks were actually chosen as standard). All these factors, and more, make it difficult to precisely define the total number of characters (and thus words) that would fit, though the annual increase in the approximate area of the ocean could allow us to assume some approximately greater number of characters (based upon an approximation of their average page-area requirements) which could be divided by the approximate number needed for a general corpus of words (and its spacing) to determine the approximate additional text that could now be added for any given span of time. Knowing Randall, he has used the best approximations that he could find and determined that the possible cumulative errors were not unacceptable.
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The exact extent of the Atlantic Ocean can also be differently interpreted: where it meets the Southern and Arctic oceans, whether to include bordering 'seas' such as the Gulf of Mexico and Mediterranean and Caribbean Seas, what to do where the 'text' may have to cross/break-across islands (e.g., the Bahamas, Azores, etc., some of these being treated as Atlantic boundaries with the comic's relatively much larger size of "ocean text"), possibly even whether to track the precise tidal inundations at the coastlines at any particular moment, which would make the resulting word count per second probably fluctuate with the tides. All these factors, and more, make it difficult to precisely define the total number of characters (and thus words) that would fit, though the annual increase in the approximate area of the ocean could allow us to assume some approximately greater number of characters (based upon an approximation of their average page-area requirements) which could be divided by the approximate number needed for a general corpus of words (and its spacing) to determine the approximate additional text that could now be added for any given span of time. Knowing Randall, he has used the best approximations that he could find and determined that the possible cumulative errors were not unacceptable.
  
 
Relying on the lost nursery rhyme "44.1 million square miles the Atlantic ocean is", and confirming on Wikipedia, about 5 trillion characters would fit. Assuming 1 byte per character, that's the amount of RAM on just 2 Summit supercomputers, the fastest supercomputer as of 7/2023. Quick testing on a modern laptop shows that Chrome takes about 0.1 second to add 1 character to a DIV element per million characters already there. For example: if a paragraph is already 50 million characters long, adding one character takes 5 second. To keep up with the 100 words per second at a barely acceptable 24 frames per second, the laptop would need to be 10 billion times faster - not that difficult, if humanity would dedicate one laptop per human for this task, and the complexity of this amount of parallel processing was solved. On the other hand, only 50,000 Summits would be needed. Please keep in mind these are very approximate numbers, as Chrome is always getting better, and there are many possible optimizations, including perhaps a new company would compete with Google rendering ocean-size paragraphs.
 
Relying on the lost nursery rhyme "44.1 million square miles the Atlantic ocean is", and confirming on Wikipedia, about 5 trillion characters would fit. Assuming 1 byte per character, that's the amount of RAM on just 2 Summit supercomputers, the fastest supercomputer as of 7/2023. Quick testing on a modern laptop shows that Chrome takes about 0.1 second to add 1 character to a DIV element per million characters already there. For example: if a paragraph is already 50 million characters long, adding one character takes 5 second. To keep up with the 100 words per second at a barely acceptable 24 frames per second, the laptop would need to be 10 billion times faster - not that difficult, if humanity would dedicate one laptop per human for this task, and the complexity of this amount of parallel processing was solved. On the other hand, only 50,000 Summits would be needed. Please keep in mind these are very approximate numbers, as Chrome is always getting better, and there are many possible optimizations, including perhaps a new company would compete with Google rendering ocean-size paragraphs.

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