The key fact here is that numbers are just the means of content delivery in a digital world. To be clear, personally I'm not fond of Copyright status quo, but this particular logic makes zero sense.
In cryptography there should be exactly one copy of a private key in the entire universe. When your keys leak due to a mistake or whatever, you invalidate it and make a new one, you don't sue anyone who might have a copy in order to get them to delete it.
When was the last time you ever saw that happen? Some work you grew up with enter the public domain? These companies have already made untold fortunes, several times over. So why doesn't it happen?
They altered the deal. Unilaterally. The money people paid them? They used it to hire lobbyists to change the law and rob people of their public domain rights. These monopolistic protections were meant to be limited, they had an expiration date. The corporations managed to extend copyright duration to the point it might as well be infinite. There exists a public domain but no work ever actually ascends to this mythical place. Fair use? Nobody without an army of lawyers would ever dare try for fear of being sued.
Is this the social contract you want people to respect? The one where they get everything and we get nothing? You say my view is one-sided? These corporations are the most one-sided monopolists there are.
The second people stop pretending artificial scarcity is real, it will be the end of them. Look at how Sci-Hub is shaking up the academic journals. Their end literally can't come soon enough.
But for the most part you are right.
That's a misconception.
To get a data-representation for stuff (like numbers, documents, songs, videos, pictures, text, etc.), we have to encode it. Then if we want to retrieve the thing, we'd have to decode it. It's not a number until decoded as such -- and you can't skip the need to decode data as a number because there're different ways to do it.
I appreciate that you're mostly just trying to object to laws restricting data, it's just that the bit about data-being-numbers may detract from it by starting with a misstatement.
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If it helps break the mental-association: even if we assume that all data should be read as unsigned binary-integers, are they big-endian or little-endian? For example, is "1000" 8 or 1?
Or, say a computer has unordered-storage for stuff like [bags](https://en.wikipedia.org/wiki/Set_(abstract_data_type)#Multi... ) (which are actually used in software, e.g. [in C#](https://docs.microsoft.com/en-us/dotnet/api/system.collectio... )). Then, what number would such data be, if the data itself fundamentally lacks a [total-ordering](https://en.wikipedia.org/wiki/Total_order )?
Or, if we insist that unsigned binary-integers are the fundamental encoding, then how could non-terminating numbers be stored, e.g. 1/3 or pi? Or even just non-integers or negative-integers, e.g. 1/2 or -1? Or, if we argue that data for those numbers isn't numbers until decoded as such, then why should we say that other data is numbers before decoding?
(Not that each point would need to be addressed, just, different thought-experiments that might help break out of the misconception.)
It might be more helpful to see binary-sequences as trivially decode-able as unsigned-binary-integers, rather than actually being unsigned-binary-integers.
I don't see how it's a misconception. All data is a sequence of bits. All sequences of bits are numbers expressed in base 2. How could I be wrong here?
> you can't skip the need to decode data as a number because there're different ways to do it
> if we assume that all data should be read as unsigned binary-integers, are they big-endian or little-endian?
To me this just means all data could be represented as multiple numbers. Mentally, I visualize binary sequences as big endian. It's totally possible that there is another number that represents the same data but with different endianness.
> Or, say a computer has unordered-storage for stuff like bags
There must be at least one number that represents it, that much is certain. I'm just not particularly sure how complex that number is because when I made this argument what I had in mind was discrete self-contained files.
I don't think I understand these other possibilities well enough to comment at the moment.
> It might be more helpful to see binary-sequences as trivially decode-able as unsigned-binary-integers, rather than actually being unsigned-binary-integers.
I don't see the distinction. If you can decode data as an integer, it must be equivalent to that integer.
It's easy enough to avoid such absurdities by recognizing that data's just data; that, to get stuff like numbers, text, images, etc., we need to decode the data.
It might take hard work and a ton of money to discover that number, but once it's known it can be trivially copied. Copyright is about creating artificial scarcity for numbers. That's how insane it is.