torzon-links.store
TorZon Address Explorer

Twelve TorZon addresses, read one character at a time

This is an explorer for strings rather than for blocks. Twelve TorZon market links are published below. Each one has its own page, and every figure on that page comes out of the characters themselves.

Addresses12Published as a set, in no particular order
Length each56 + .onionAll 12 pass the length check
AlphabetpassNo 0, 1, 8 or 9 anywhere in 672 characters

The published set

The first six of twelve. Each links to its own record.

5yymslrt···qum3apqd
7 digits · 30 symbols
77x6lmfa···xgkmasad
10 digits · 28 symbols
7iaj3wjp···muhcdjad
5 digits · 28 symbols
atmqbitg···fuj3usqd
13 digits · 29 symbols
dgkozv5m···345mopyd
13 digits · 25 symbols
evwigej4···npeuosad
10 digits · 28 symbols
View all twelve →

What the set computes to

Totals over all 672 characters, recomputed on every request.

Addresses published
12
Characters read
672
Passing the length check
12 of 12
Passing the alphabet check
12 of 12
Spelling the market name
1 of 12
Longest prefix shared by any pair
1 character
Open the set analysis →

The twelve addresses

Copy rather than retype. A single wrong character produces a different address, not a broken one, and there is no error message to warn you.

What this explorer does

A block explorer takes something opaque and gives every item in it a page with its properties laid out. That is the idea borrowed here. The items are twelve strings, and the properties are the things a string can honestly be said to have: how long it is, which symbols it uses, how many of them are digits, which parts of it agree with other strings in the set, and whether it opens by spelling anything.

None of that requires opening a connection. That is the point. Almost every site publishing a TorZon mirror list makes claims that need a network to support them, and then does not do the measuring. This one makes no such claims. It never touches an address, so it never has to tell you whether one works, and you never have to decide whether to believe it.

What you get instead is smaller and firmer. Twelve strings, checked against the rules that govern the format, compared against each other, and explained. If a number here is wrong you can recompute it yourself from the same twelve strings and prove it.

Where to start

If you came for the addresses

The twelve strings
full list, copy buttons
Copying without breaking it
the practical part
Where a forgery differs
the middle, not the ends
Go to the list →

If you came for the reasoning

The cost of a vanity prefix
minutes against forever
Why twelve is unusual
most publish three
Open the explanations →

The rule this site runs on

Every number printed anywhere on this site is derived from the twelve strings. There is no monitoring, no probe, no scheduled check and no history of any address being reachable. The site cannot tell you that a TorZon working link is working, because it has never tried one and never will.

That limit is deliberate rather than a shortcut. An availability figure ages the moment it is printed, and a reader who trusts one is trusting a claim they cannot verify. A character count does not age and can be verified in a second by anyone holding the same string. The site sticks to the second kind of statement.

Judgements are labelledA few pages here contain opinions, such as which parts of a string are worth checking. Those are argued rather than measured, and they are written as arguments. Everything in a metric card or a data row is arithmetic.

Questions

How many TorZon addresses are published here?

Twelve. They are listed in a fixed order that is not a ranking, and none of them is described as primary, main or backup, because this site has no basis on which to rank them.

Does this site check whether a TorZon mirror is online?

No. It never opens an address and shows no uptime figure and no last checked date. Every value on the site is computed from the characters of the addresses themselves.

Why does each address get its own page?

Because each string has its own measurable properties, and a page per item is how an explorer presents a set. The pages differ because the numbers on them genuinely differ.