User blog:Rgetar/Notation without converting into standard form. Program and lists of ordinals

Fundamental sequences and notations
Let we have an ordinal notation (that is correspondence "string - ordinal"). An let we have a fundamental sequence algorythm in this notation (that is correspondence "string, corresponding to ordinal - string, corresponding to an element of fundamental sequence of this ordinal").

If we have this notation and this algorythm, is a system of fundamental sequences defined?

Maybe not. Because there may be different strings in the notation, corresponding to the same ordinal. And the fundamental sequence algorythm, applied to these strings, may produce different fundamental sequences, so we can get different fundamental sequences of the same ordinal. So, system of fundamental sequences may be not well-defined.

Single form
There may be different ways to solve this problem. For example, we may try to create an ordinal notation such as any ordinal corresponds to no more than one string. I tried to do it, but it did not work very well. And, I think, this is not very useful. For example, if natural number "four" has only one designation "4", it is not very useful. But if "four" has many different designations, such as "4", "04", "4.0", "2 + 2", "2·2", "22", "5 - 1", "3 + 1", "1 + 3", "1 + 1 + 1 + 1", "IV", it is much more useful. So, many different designations of the same ordinal is good.

Standard form
Another way is to say: "Let's this string is "standard form" of this ordinal, and all other strings, corresponding to it, are non-standard forms of this ordinal" and determine that fundamental sequence of standard form of an ordinal, generated by the algorythm, is "correct" fundamental sequence of this ordinal.

So we need an algorythm, converting strings into standard form, and apply it to a string before applying the fundamental sequence algorythm.

Converting into standard form
Last autumn and winter I created program "Ordinal Explorer v1.0", calculating fundamental sequences and doing some other operations with ordinals. And it turned out that to write converting strings into standard form, as well as comparison of strings (which is used in converting into standard form), was the most difficult part.

The program Ordinal Explorer v1.0 worked like that: it starts from some ordinal α (for example, Buchholz ordinal, which is limit of notation, used in this program), given in standard form. Then it calculates an element of fundamental suquence of α, then element of fundamental suquence of this element, and so on. But are they "correct" elements? The first of them is correct, since α is given standard form, and fundamental sequence of standard form is "correct" by definition. But we do not know, do we get this element in standard form. Despite α is in standard form, it may turn out that elements of its fundamental sequence are in non-standard form. To make sure that we get correct fundamental sequences of these elements, each time we need at first convert them into standard form and only then apply fundamental sequence algorythm.

I realized that it would be nice to simplify it.

New program
On March 11 - 12 I modified Ordinal Explorer v1.0 and created Ordinal Explorer v2.0. It uses another notation. I think that countable limit of this notation is Small Rathjen ordinal from Scorcher007's list of ordinals. And Ordinal Explorer v2.0 do not use converting into standard form.

Then I tried to understand how this program works, and that's what I think.

How to do without converting into standard form
To do without converting into standard form we can create notation and fundamental sequence algorythm such as elements of fundamental sequence of a standard form are generated also in standard form. So, if we start from some ordinal α, given in standard form, and then apply fundamental sequence algorythm to α many times, we get only standard forms. Since we never get non-standard forms, we do not need algorythm, converting into standard form.

Moreover, we can define standard form using fundamental sequence algorythm, that is say: "If an ordinal is given in standard form, then the fundamental sequence algorythm, applied to it, also generates standard forms", make up designation for limit of the notation and say that it is standard form of this limit.

But there may be a problem. Let α and β are standard forms, and α[m] and β[n] are elements of fundamental sequences of α and β, generated by the fundamental sequence algorythm. It may turn out that α[m] and β[n] are different strings, corresponding to the same ordinal. But they both should be standard forms, since α and β are also standard forms. But an ordinal should have only one standard form in a notation.

We can solve this problem if we make sure that in our notation and fundamental sequence algorytm such a situation never arises. That is if ordinals α[m] and β[n] are equal, they are always the same string, and this string is the standard form.

So, apparently, Ordinal Explorer v2.0 works this way.

Comparison of ordinals is still used, but it became much simpler. However, now it can compare only standard forms (for non-standard form it would work improperly). Since only standard forms are used, comparison is simpler. For example, ordinals are equal only if strings are the same, which is not true for non-standard forms.

Alphabet
The notation uses 3 symbols:
 * ]
 * I
 * I

Strings
There are 3 kinds of strings:
 * I
 * [X]α, where X and α are strings
 * [X]α, where X and α are strings

Base
For string [X]α base is α:
 * base([X]α) = α

For empty string base is empty string:
 * base =

For string I base is I:
 * base(I) = I

Booster
For string [X]α booster is X:
 * booster([X]α) = X

For empty string and I booster is not defined.

Countable limit
Countable limit of this notation is designated as "SRO" ("Small Rathjen ordinal").

Comparison
Comparison of two strings s1 and s2:

If strings are the same then
 * strings are equal

else if one of strings is empty string then
 * empty string is lesser

else if rightmost symbol of one and only one string is "I" then
 * string with rightmost symbol "I" is larger

else if rightmost symbol of both strings is "I" then
 * delete rightmost symbol ("I") from s1 and s2 and compare them (result of comparison of s1 and s2 is result of this comparison)

else if strings between rightmost "]" and corresponding "[" of s1 and s2 are not the same then
 * compare strings between rightmost "]" and corresponding "[" of s1 and s2

else
 * delete all from rightmost "]" to corresponding "[" from s1 and s2 and compare them (result of comparison of s1 and s2 is result of this comparison).

Cofinality
(I determine cofinality of 0 as 0, and cofinality of successor as 1).

Let
 * base(α) = β
 * booster(α) = X (if defined)

Cofinality of α cof(α):

If α is empty string (that is 0) or I (that is least weakly inaccessible cardinal) then
 * cof(α) = α

else if X is empty string then
 * cof(α) = [] (that is 1)

else if X = I > β then
 * cof(α) = α

else if [] < cof(X) < α then
 * cof(α) = cof(X)

else
 * cof(α) = (that is ω).

Fundamental sequence algorythm
(I determine that 0 has no fundamental sequence, and fundamental sequence of successor α + 1 has only one (0-th) element α).

Let
 * base(α) = β
 * booster(α) = X (if defined)
 * base(X) = Y (if X is defined)
 * base(cof(X)) = γ (if X is defined)

n-th element of fundamental sequence of α:

If α is empty string (that is 0) then
 * α has no fundamental sequence

else if α = I (that is least weakly inaccessible cardinal) then
 * α[n] = n

else if X is empty string then
 * α[n] = β

else if X = I > β then
 * α[n] = n

else if cof(X) = [] (that is 1) then
 * α[0] = β, α[n + 1] = [Y]α[n]

else if cof(X) < α then
 * α[n] = [X[n]]β

else if γ ≤ α then
 * α[0] = β, α[n + 1] = [X[α[n]]]β

else
 * α[n] = [Zn]β, where Z0 = X[γ], Zn + 1 = X[[Zn]γ].

Lists of ordinals
These lists are expansions of SRO (Small Rathjen ordinal), generated by Ordinal Explorer v2.0.

Also I tried to convert ordinals in these lists, except pentuple expansion, into more human readable form.

Size of lists and calculation time:
 * single expansion: 3 ordinals, < 1 second
 * double expansion: 12 ordinals, < 1 second
 * triple expansion: 74 ordinals, < 1 second
 * quadruple expansion: 616 ordinals, < 1 second
 * pentuple expansion: 6906 ordinals, ~ 3 seconds
 * hexuple expansion (not published in this blog): 108578 ordinals, ~ 1 minute
 * heptuple expansion (not published in this blog): 2510511 ordinals, ~ 46 minutes

Single expansion
 = 0 ε0 SRO Total 3 ordinals.

Double expansion
 = 0 [] = 1 ε0 <li style="list-style-type: none">[]ζ0</li> <li style="list-style-type: none">[Ω2&#93;</li> <li style="list-style-type: none">[Ωω&#93;</li> <li style="list-style-type: none">[&#91;I2]&#93;</li> </ul></ul>SRO Total 12 ordinals.

Triple expansion
<li style="list-style-type: none"> = 0</li> <li style="list-style-type: none">[] = 1</li> <li style="list-style-type: none">[][] = 2</li> <li style="list-style-type: none">ω</li> </ul></ul><li style="list-style-type: none">ε0</li> <li style="list-style-type: none">[]I]&#93; = ε0 + 1</li> <li style="list-style-type: none">[][][[I]&#93; = ε0 + 2</li> <li style="list-style-type: none">[[]&#93;[[I]&#93; = ε0 + ω</li> </ul><li style="list-style-type: none">[[[I]&#93;][[I]&#93; = ε02</li> <li style="list-style-type: none">[][[[I]&#93;][[I]&#93; = ε02 + 1</li> <li style="list-style-type: none">[[[I]&#93;][[[I]&#93;][[I]&#93; = ε03</li> <li style="list-style-type: none">[[][[I]&#93;][[I]&#93; = ωε0 + 1</li> <li style="list-style-type: none">[[[[I]&#93;][[I]&#93;][[I]&#93; = ωε02</li> </ul><li style="list-style-type: none">[[I]&#93;ζ0</li> <li style="list-style-type: none">[]Γ0</li> </ul><li style="list-style-type: none">[Ω2&#93;</li> <li style="list-style-type: none">[][Ωω&#93;</li> <li style="list-style-type: none">[][Ωω + 1&#93;</li> <li style="list-style-type: none">[&#91;I2]&#93;</li> <li style="list-style-type: none">[][[[I]I]&#93; = [[I2]&#93; + 1</li> <li style="list-style-type: none">[[[I]I]&#93;[[[I]I]&#93; = [[I2]&#93;·2</li> <li style="list-style-type: none">[[][[I]I]&#93; = [[I2] + 1]</li> <li style="list-style-type: none">[[[[I]I]&#93;[[I]I]&#93; = [[I2]·2]</li> <li style="list-style-type: none">[[I][[I]I]&#93; = [Ω[[I2]&#93; + 1|undefined]</li> <li style="list-style-type: none">[[[]I][[I]I]&#93; = [Ω[[I2]&#93; + ω|undefined]</li> <li style="list-style-type: none">[[[[[I]I]&#93;I][[I]I]&#93; = [Ω[[I2]&#93;·2|undefined]</li> <li style="list-style-type: none">[[[I]I][[I]I]&#93; = [[I2][I2]&#93;</li> <li style="list-style-type: none">[[[][I]I]&#93; = [[I2 + 1]&#93;</li> <li style="list-style-type: none">[[[I][I]I]&#93; = [[I3]&#93;</li> <li style="list-style-type: none">[[[[]I]I]&#93; = [[ωI + 1]&#93;</li> <li style="list-style-type: none">[[[[I]I]I]&#93; = [[ωI2]&#93;</li> </ul></ul></ul>SRO Total 74 ordinals.

Quadruple expansion
<li style="list-style-type: none"> = 0</li> <li style="list-style-type: none">[] = 1</li> <li style="list-style-type: none">[][] = 2</li> <li style="list-style-type: none">[][][] = 3</li> </ul><li style="list-style-type: none">ω</li> <li style="list-style-type: none">[]ε0</li> <li style="list-style-type: none">[][[I]&#93; = ε0 + 1</li> <ul><li style="list-style-type: none">[][][[I]&#93; = ε0 + 2</li> <ul><li style="list-style-type: none">[][][][[I]&#93; = ε0 + 3</li> </ul><li style="list-style-type: none">[[]&#93;[[I]&#93; = ε0 + ω</li> <ul><li style="list-style-type: none">[][[]&#93;[[I]&#93; = ε0 + ω + 1</li> <li style="list-style-type: none">[[]&#93;[[]&#93;[[I]&#93; = ε0 + ω2</li> <li style="list-style-type: none">[[][]&#93;[[I]&#93; = ε0 + ω2</li> <li style="list-style-type: none">[[[]&#93;][[I]&#93; = ε0 + ωω</li> </ul></ul><li style="list-style-type: none">[[[I]&#93;][[I]&#93; = ε02</li> <ul><li style="list-style-type: none">[][[[I]&#93;][[I]&#93; = ε02 + 1</li> <ul><li style="list-style-type: none">[][][[[I]&#93;][[I]&#93; = ε02 + 2</li> <li style="list-style-type: none">[[]&#93;[[[I]&#93;][[I]&#93; = ε02 + ω</li> </ul><li style="list-style-type: none">[[[I]&#93;][[[I]&#93;][[I]&#93; = ε03</li> <ul><li style="list-style-type: none">[][[[I]&#93;][[[I]&#93;][[I]&#93; = ε03 + 1</li> <li style="list-style-type: none">[[[I]&#93;][[[I]&#93;][[[I]&#93;][[I]&#93; = ε04</li> </ul><li style="list-style-type: none">[[][[I]&#93;][[I]&#93; = ωε0 + 1</li> <ul><li style="list-style-type: none">[][[][[I]&#93;][[I]&#93; = ωε0 + 1 + 1</li> <li style="list-style-type: none">[[[I]&#93;][[][[I]&#93;][[I]&#93; = ωε0 + 1 + ω</li> <li style="list-style-type: none">[[][[I]&#93;][[][[I]&#93;][[I]&#93; = ωε0 + 12</li> <li style="list-style-type: none">[[][][[I]&#93;][[I]&#93; = ωε0 + 2</li> <li style="list-style-type: none">[[[]&#93;[[I]&#93;][[I]&#93; = ωε0 + ω</li> </ul><li style="list-style-type: none">[[[[I]&#93;][[I]&#93;][[I]&#93; = ωε02</li> <ul><li style="list-style-type: none">[][[[[I]&#93;][[I]&#93;][[I]&#93; = ωε02 + 1</li> <li style="list-style-type: none">[[[I]&#93;][[[[I]&#93;][[I]&#93;][[I]&#93; = ωε02 + ε0</li> <li style="list-style-type: none">[[][[I]&#93;][[[[I]&#93;][[I]&#93;][[I]&#93; = ωε02 + ωε0 + 1</li> <li style="list-style-type: none">[[[[I]&#93;][[I]&#93;][[[[I]&#93;][[I]&#93;][[I]&#93; = ωε022</li> <li style="list-style-type: none">[[][[[I]&#93;][[I]&#93;][[I]&#93; = ωε02 + 1</li> <li style="list-style-type: none">[[[[I]&#93;][[[I]&#93;][[I]&#93;][[I]&#93; = ωε03</li> <li style="list-style-type: none">[[[][[I]&#93;][[I]&#93;][[I]&#93; = ωω ε0 + 1 </li> <li style="list-style-type: none">[[[[[I]&#93;][[I]&#93;][[I]&#93;][[I]&#93; = ωω ε02 </li> </ul></ul><li style="list-style-type: none">[[I]&#93;[[I]&#93; = ε1</li> <ul><li style="list-style-type: none">[][[I]&#93;[[I]&#93; = ε1 + 1</li> <ul><li style="list-style-type: none">[][][[I]&#93;[[I]&#93; = ε1 + 2</li> <li style="list-style-type: none">[[]&#93;[[I]&#93;[[I]&#93; = ε1 + ω</li> </ul><li style="list-style-type: none">[[[I]&#93;][[I]&#93;[[I]&#93; = ε1 + ε0</li> <ul><li style="list-style-type: none">[][[[I]&#93;][[I]&#93;[[I]&#93; = ε1 + ε0 + 1</li> <li style="list-style-type: none">[[[I]&#93;][[[I]&#93;][[I]&#93;[[I]&#93; = ε1 + ε02</li> <li style="list-style-type: none">[[][[I]&#93;][[I]&#93;[[I]&#93; = ε1 + ωε0 + 1</li> <li style="list-style-type: none">[[[[I]&#93;][[I]&#93;][[I]&#93;[[I]&#93; = ε1 + ωε02</li> </ul><li style="list-style-type: none">[[[I]&#93;[[I]&#93;][[I]&#93;[[I]&#93; = ε12</li> <ul><li style="list-style-type: none">[][[[I]&#93;[[I]&#93;][[I]&#93;[[I]&#93; = ε12 + 1</li> <li style="list-style-type: none">[[[I]&#93;][[[I]&#93;[[I]&#93;][[I]&#93;[[I]&#93; = ε12 + ε0</li> <li style="list-style-type: none">[[[I]&#93;[[I]&#93;][[[I]&#93;[[I]&#93;][[I]&#93;[[I]&#93; = ε13</li> <li style="list-style-type: none">[[][[I]&#93;[[I]&#93;][[I]&#93;[[I]&#93; = ωε1 + 1</li> <li style="list-style-type: none">[[[[I]&#93;][[I]&#93;[[I]&#93;][[I]&#93;[[I]&#93; = ωε1 + ε0</li> <li style="list-style-type: none">[[[[I]&#93;[[I]&#93;][[I]&#93;[[I]&#93;][[I]&#93;[[I]&#93; = ωε12</li> </ul><li style="list-style-type: none">[[I]&#93;[[I]&#93;[[I]&#93; = ε2</li> <ul><li style="list-style-type: none">[][[I]&#93;[[I]&#93;[[I]&#93; = ε2 + 1</li> <li style="list-style-type: none">[[[I]&#93;][[I]&#93;[[I]&#93;[[I]&#93; = ε2 + ε0</li> <li style="list-style-type: none">[[[I]&#93;[[I]&#93;][[I]&#93;[[I]&#93;[[I]&#93; = ε2 + ε1</li> <li style="list-style-type: none">[[[I]&#93;[[I]&#93;[[I]&#93;][[I]&#93;[[I]&#93;[[I]&#93; = ε22</li> <li style="list-style-type: none">[[I]&#93;[[I]&#93;[[I]&#93;[[I]&#93; = ε3</li> </ul></ul><li style="list-style-type: none">[[][I]&#93; = εω</li> <ul><li style="list-style-type: none">[][[][I]&#93; = εω + 1</li> <ul><li style="list-style-type: none">[][][[][I]&#93; = εω + 2</li> <li style="list-style-type: none">[[]&#93;[[][I]&#93; = εω + ω</li> <li style="list-style-type: none">[[[I]&#93;][[][I]&#93; = εω + ε0</li> </ul><li style="list-style-type: none">[[[][I]&#93;][[][I]&#93; = εω2</li> <ul><li style="list-style-type: none">[][[[][I]&#93;][[][I]&#93; = εω2 + 1</li> <li style="list-style-type: none">[[[][I]&#93;][[[][I]&#93;][[][I]&#93; = εω3</li> <li style="list-style-type: none">[[][[][I]&#93;][[][I]&#93; = ωεω + 1</li> <li style="list-style-type: none">[[[[][I]&#93;][[][I]&#93;][[][I]&#93; = ωεω2</li> </ul><li style="list-style-type: none">[[I]&#93;[[][I]&#93; = εω + 1</li> <ul><li style="list-style-type: none">[][[I]&#93;[[][I]&#93; = εω + 1 + 1</li> <li style="list-style-type: none">[[[][I]&#93;][[I]&#93;[[][I]&#93; = εω + 1 + εω</li> <li style="list-style-type: none">[[[I]&#93;[[][I]&#93;][[I]&#93;[[][I]&#93; = εω + 12</li> <li style="list-style-type: none">[[I]&#93;[[I]&#93;[[][I]&#93; = εω + 2</li> </ul><li style="list-style-type: none">[[][I]&#93;[[][I]&#93; = εω2</li> <ul><li style="list-style-type: none">[][[][I]&#93;[[][I]&#93; = εω2 + 1</li> <li style="list-style-type: none">[[[][I]&#93;][[][I]&#93;[[][I]&#93; = εω2 + εω</li> <li style="list-style-type: none">[[[][I]&#93;[[][I]&#93;][[][I]&#93;[[][I]&#93; = εω22</li> <li style="list-style-type: none">[[I]&#93;[[][I]&#93;[[][I]&#93; = εω2 + 1</li> <li style="list-style-type: none">[[][I]&#93;[[][I]&#93;[[][I]&#93; = εω3</li> </ul><li style="list-style-type: none">[[][][I]&#93; = εω2</li> <ul><li style="list-style-type: none">[][[][][I]&#93; = εω2 + 1</li> <li style="list-style-type: none">[[[][][I]&#93;][[][][I]&#93; = εω22</li> <li style="list-style-type: none">[[I]&#93;[[][][I]&#93; = εω2 + 1</li> <li style="list-style-type: none">[[][I]&#93;[[][][I]&#93; = εω2 + ω</li> <li style="list-style-type: none">[[][][I]&#93;[[][][I]&#93; = εω22</li> <li style="list-style-type: none">[[][][][I]&#93; = εω3</li> </ul><li style="list-style-type: none">[[[]&#93;[I]&#93; = εωω</li> <ul><li style="list-style-type: none">[][[[]&#93;[I]&#93; = εωω + 1</li> <li style="list-style-type: none">[[[I]&#93;][[[]&#93;[I]&#93; = εωω + ε0</li> <li style="list-style-type: none">[[[[]&#93;[I]&#93;][[[]&#93;[I]&#93; = εωω2</li> <li style="list-style-type: none">[[I]&#93;[[[]&#93;[I]&#93; = εωω + 1</li> <li style="list-style-type: none">[[[]&#93;[I]&#93;[[[]&#93;[I]&#93; = εωω2</li> <li style="list-style-type: none">[[][[]&#93;[I]&#93; = εωω + 1</li> <li style="list-style-type: none">[[[]&#93;[[]&#93;[I]&#93; = εωω2</li> <li style="list-style-type: none">[[[][]&#93;[I]&#93; = εωω 2</li> <li style="list-style-type: none">[[[[]&#93;][I]&#93; = εωω ω</li> </ul><li style="list-style-type: none">[[[[I]&#93;][I]&#93; = εε 0 </li> <ul><li style="list-style-type: none">[][[[[I]&#93;][I]&#93; = εε 0 + 1</li> <li style="list-style-type: none">[[[][I]&#93;][[[[I]&#93;][I]&#93; = εε 0 + εω</li> <li style="list-style-type: none">[[[[[I]&#93;][I]&#93;][[[[I]&#93;][I]&#93; = εε 0 2</li> <li style="list-style-type: none">[[I]&#93;[[[[I]&#93;][I]&#93; = εε 0 + 1 </li> <li style="list-style-type: none">[[][I]&#93;[[[[I]&#93;][I]&#93; = εε 0 + ω </li> <li style="list-style-type: none">[[[[I]&#93;][I]&#93;[[[[I]&#93;][I]&#93; = εε 02 </li> <li style="list-style-type: none">[[][[[I]&#93;][I]&#93; = εωε 0 + 1 </li> <li style="list-style-type: none">[[[[I]&#93;][[[I]&#93;][I]&#93; = εωε 02 </li> <li style="list-style-type: none">[[[][[I]&#93;][I]&#93; = εωω ε 0 + 1 </li> <li style="list-style-type: none">[[[[[I]&#93;][[I]&#93;][I]&#93; = εωω ε 02  </li> <li style="list-style-type: none">[[I]&#93;[[I]&#93;][I]&#93; = εε 1 </li> </ul><li style="list-style-type: none">[[[[][I]&#93;][I]&#93; = εε ω </li> <ul><li style="list-style-type: none">[][[[[][I]&#93;][I]&#93; = εε ω + 1</li> <li style="list-style-type: none">[[[][I]&#93;][[[[][I]&#93;][I]&#93; = εε ω + ω</li> <li style="list-style-type: none">[[[[[][I]&#93;][I]&#93;][[[[][I]&#93;][I]&#93; = εε ω 2</li> <li style="list-style-type: none">[[I]&#93;[[[[][I]&#93;][I]&#93; = εε ω + 1 </li> <li style="list-style-type: none">[[][I]&#93;[[[[][I]&#93;][I]&#93; = εεζ0</li> <ul><li style="list-style-type: none">[][[[I]&#93;[I]&#93; = ζ0 + 1</li> <ul><li style="list-style-type: none">[][][[[I]&#93;[I]&#93; = ζ0 + 2</li> <li style="list-style-type: none">[[]&#93;[[[I]&#93;[I]&#93; = ζ0 + ω</li> <li style="list-style-type: none">[[[I]&#93;][[[I]&#93;[I]&#93; = ζ0 + ε0</li> <li style="list-style-type: none">[[[][I]&#93;][[[I]&#93;[I]&#93; = ζ0 + εω</li> </ul><li style="list-style-type: none">[[[[I]&#93;[I]&#93;][[[I]&#93;[I]&#93; = ζ02</li> <ul><li style="list-style-type: none">[][[[[I]&#93;[I]&#93;][[[I]&#93;[I]&#93; = ζ02 + 1</li> <li style="list-style-type: none">[[[[I]&#93;[I]&#93;][[[[I]&#93;[I]&#93;][[[I]&#93;[I]&#93; = ζ03</li> <li style="list-style-type: none">[[][[[I]&#93;[I]&#93;][[[I]&#93;[I]&#93; = ωζ0 + 1</li> <li style="list-style-type: none">[[[[[I]&#93;[I]&#93;][[[I]&#93;[I]&#93;][[[I]&#93;[I]&#93; = ωζ02</li> </ul><li style="list-style-type: none">[[I]&#93;[[[I]&#93;[I]&#93; = εζ 0 + 1 </li> <ul><li style="list-style-type: none">[][[I]&#93;[[[I]&#93;[I]&#93; = εζ 0 + 1 + 1</li> <li style="list-style-type: none">[[[[I]&#93;[I]&#93;][[I]&#93;[[[I]&#93;[I]&#93; = εζ 0 + 1 + ζ0</li> <li style="list-style-type: none">[[[I]&#93;[[[I]&#93;[I]&#93;][[I]&#93;[[[I]&#93;[I]&#93; = εζ 0 + 1 2</li> <li style="list-style-type: none">[[I]&#93;[[I]&#93;[[[I]&#93;[I]&#93; = εζ 0 + 2 </li> </ul><li style="list-style-type: none">[[][I]&#93;[[[I]&#93;[I]&#93; = εζ 0 + ω </li> <ul><li style="list-style-type: none">[][[][I]&#93;[[[I]&#93;[I]&#93; = εζ 0 + ω + 1</li> <li style="list-style-type: none">[[[[I]&#93;[I]&#93;][[][I]&#93;[[[I]&#93;[I]&#93; = εζ 0 + ω + ζ0</li> <li style="list-style-type: none">[[[][I]&#93;[[[I]&#93;[I]&#93;][[][I]&#93;[[[I]&#93;[I]&#93; = εζ 0 + ω 2</li> <li style="list-style-type: none">[[I]&#93;[[][I]&#93;[[[I]&#93;[I]&#93; = εζ 0 + ω + 1 </li> <li style="list-style-type: none">[[][I]&#93;[[][I]&#93;[[[I]&#93;[I]&#93; = εζ 0 + ω2 </li> <li style="list-style-type: none">[[][][I]&#93;[[[I]&#93;[I]&#93; = εζ 0 + ω2 </li> <li style="list-style-type: none">[[[]&#93;[I]&#93;[[[I]&#93;[I]&#93; = εζ 0 + ωω </li> <li style="list-style-type: none">[[[[I]&#93;][I]&#93;[[[I]&#93;[I]&#93; = εζ 0 + ε0 </li> <li style="list-style-type: none">[[[[][I]&#93;][I]&#93;[[[I]&#93;[I]&#93; = εζ 0 + εω </li> </ul><li style="list-style-type: none">[[[[[I]&#93;[I]&#93;][I]&#93;[[[I]&#93;[I]&#93; = εζ 02 </li> <ul><li style="list-style-type: none">[][[[[[I]&#93;[I]&#93;][I]&#93;[[[I]&#93;[I]&#93; = εζ 02 + 1</li> <li style="list-style-type: none">[[[[I]&#93;[I]&#93;][[[[[I]&#93;[I]&#93;][I]&#93;[[[I]&#93;[I]&#93; = εζ 02 + ζ0</li> <li style="list-style-type: none">[[[][I]&#93;[[[I]&#93;[I]&#93;][[[[[I]&#93;[I]&#93;][I]&#93;[[[I]&#93;[I]&#93; = εζ 02 + εζ 0 + ω </li> <li style="list-style-type: none">[[[[[[I]&#93;[I]&#93;][I]&#93;[[[I]&#93;[I]&#93;][[[[[I]&#93;[I]&#93;][I]&#93;[[[I]&#93;[I]&#93; = εζ 02 2</li> <li style="list-style-type: none">[[I]&#93;[[[[[I]&#93;[I]&#93;][I]&#93;[[[I]&#93;[I]&#93; = εζ 02 + 1 </li> <li style="list-style-type: none">[[][I]&#93;[[[[[I]&#93;[I]&#93;][I]&#93;[[[I]&#93;[I]&#93; = εζ 02 + ω </li> <li style="list-style-type: none">[[[[[I]&#93;[I]&#93;][I]&#93;[[[[[I]&#93;[I]&#93;][I]&#93;[[[I]&#93;[I]&#93; = εζ 03 </li> <li style="list-style-type: none">[[][[[[I]&#93;[I]&#93;][I]&#93;[[[I]&#93;[I]&#93; = εωζ 0 + 1 </li> <li style="list-style-type: none">[[[[[I]&#93;[I]&#93;][[[[I]&#93;[I]&#93;][I]&#93;[[[I]&#93;[I]&#93; = εωζ 02 </li> <li style="list-style-type: none">[[[][[[I]&#93;[I]&#93;][I]&#93;[[[I]&#93;[I]&#93; = εωω ζ 0 + 1  </li> <li style="list-style-type: none">[[[[[[I]&#93;[I]&#93;][[[I]&#93;[I]&#93;][I]&#93;[[[I]&#93;[I]&#93; = εωω ζ 02  </li> <li style="list-style-type: none">[[[[I]&#93;[[[I]&#93;[I]&#93;][I]&#93;[[[I]&#93;[I]&#93; = εε ζ 0 + 1  </li> <li style="list-style-type: none">[[[[][I]&#93;[[[I]&#93;[I]&#93;][I]&#93;[[[I]&#93;[I]&#93; = εε ζ 0 + ω  </li> <li style="list-style-type: none">[[[[[[[I]&#93;[I]&#93;][I]&#93;[[[I]&#93;[I]&#93;][I]&#93;[[[I]&#93;[I]&#93; = εε ζ 02  </li> </ul><li style="list-style-type: none">[[[I]&#93;[I]&#93;[[[I]&#93;[I]&#93; = ζ1</li> <ul><li style="list-style-type: none">[][[[I]&#93;[I]&#93;[[[I]&#93;[I]&#93; = ζ1 + 1</li> <li style="list-style-type: none">[[[[I]&#93;[I]&#93;][[[I]&#93;[I]&#93;[[[I]&#93;[I]&#93; = ζ1 + ζ0</li> <li style="list-style-type: none">[[[[I]&#93;[I]&#93;[[[I]&#93;[I]&#93;][[[I]&#93;[I]&#93;[[[I]&#93;[I]&#93; = ζ12</li> <li style="list-style-type: none">[[I]&#93;[[[I]&#93;[I]&#93;[[[I]&#93;[I]&#93; = εζ 1 + 1 </li> <li style="list-style-type: none">[[][I]&#93;[[[I]&#93;[I]&#93;[[[I]&#93;[I]&#93; = εζ 1 + ω </li> <li style="list-style-type: none">[[[[[I]&#93;[I]&#93;][I]&#93;[[[I]&#93;[I]&#93;[[[I]&#93;[I]&#93; = εζ 1 + ζ0 </li> <li style="list-style-type: none">[[[[[I]&#93;[I]&#93;[[[I]&#93;[I]&#93;][I]&#93;[[[I]&#93;[I]&#93;[[[I]&#93;[I]&#93; = εζ 12 </li> <li style="list-style-type: none">[[[I]&#93;[I]&#93;[[[I]&#93;[I]&#93;[[[I]&#93;[I]&#93; = ζ2</li> </ul><li style="list-style-type: none">[[][[I]&#93;[I]&#93; = ζω</li> <ul><li style="list-style-type: none">[][[][[I]&#93;[I]&#93; = ζω + 1</li> <li style="list-style-type: none">[[[][[I]&#93;[I]&#93;][[][[I]&#93;[I]&#93; = ζω2</li> <li style="list-style-type: none">[[I]&#93;[[][[I]&#93;[I]&#93; = εζ ω + 1 </li> <li style="list-style-type: none">[[][I]&#93;[[][[I]&#93;[I]&#93; = εζ ω + ω </li> <li style="list-style-type: none">[[[[][[I]&#93;[I]&#93;][I]&#93;[[][[I]&#93;[I]&#93; = εζ ω2 </li> <li style="list-style-type: none">[[[I]&#93;[I]&#93;[[][[I]&#93;[I]&#93; = ζω + 1</li> <li style="list-style-type: none">[[][[I]&#93;[I]&#93;[[][[I]&#93;[I]&#93; = ζω2</li> <li style="list-style-type: none">[[][][[I]&#93;[I]&#93; = ζω2</li> <li style="list-style-type: none">[[[]&#93;[[I]&#93;[I]&#93; = ζωω</li> <li style="list-style-type: none">[[[[I]&#93;][[I]&#93;[I]&#93; = ζε 0 </li> <li style="list-style-type: none">[[[[][I]&#93;][[I]&#93;[I]&#93; = ζε ω </li> <li style="list-style-type: none">[[[[[I]&#93;[I]&#93;][[I]&#93;[I]&#93; = ζζ 0 </li> <li style="list-style-type: none">[[[[][[I]&#93;[I]&#93;][[I]&#93;[I]&#93; = ζζ ω </li> </ul><li style="list-style-type: none">[[[I]&#93;[[I]&#93;[I]&#93; = η0</li> <ul><li style="list-style-type: none">[][[[I]&#93;[[I]&#93;[I]&#93; = η0 + 1</li> <li style="list-style-type: none">[[[[I]&#93;[[I]&#93;[I]&#93;][[[I]&#93;[[I]&#93;[I]&#93; = η02</li> <li style="list-style-type: none">[[I]&#93;[[[I]&#93;[[I]&#93;[I]&#93; = εη 0 + 1 </li> <li style="list-style-type: none">[[][I]&#93;[[[I]&#93;[[I]&#93;[I]&#93; = εη 0 + ω </li> <li style="list-style-type: none">[[[[[I]&#93;[[I]&#93;[I]&#93;][I]&#93;[[[I]&#93;[[I]&#93;[I]&#93; = εη 02 </li> <li style="list-style-type: none">[[[I]&#93;[I]&#93;[[[I]&#93;[[I]&#93;[I]&#93; = ζη 0 + 1 </li> <li style="list-style-type: none">[[][[I]&#93;[I]&#93;[I]&#93;[[I]&#93;[I]&#93; = ζη 0 + ω </li> <li style="list-style-type: none">[[[[[I]&#93;[[I]&#93;[I]&#93;][[I]&#93;[I]&#93;[[[I]&#93;[[I]&#93;[I]&#93; = ζη 02 </li> <li style="list-style-type: none">[[[I]&#93;[[I]&#93;[I]&#93;[[[I]&#93;[[I]&#93;[I]&#93; = η1</li> <li style="list-style-type: none">[[][[I]&#93;[[I]&#93;[I]&#93; = ηω</li> <li style="list-style-type: none">[[[I]&#93;[[I]&#93;[[I]&#93;[I]&#93; = φ(4, 0)</li> </ul><li style="list-style-type: none">[[[][I]&#93;[I]&#93; = φ(ω, 0)</li> <ul><li style="list-style-type: none">[][[[][I]&#93;[I]&#93; = φ(ω, 0) + 1</li> <li style="Γ0</li> <ul><li style="list-style-type: none">[][[I]&#93;[I]&#93;[I]&#93; = Γ0 + 1</li> <li style="list-style-type: none">[[[[[I]&φ(1, 0, 0, 0)</li> <li style="list-style-type: none">[ωω Ω + 1 &#93;</li> <li style="list-style-type: none">[ωω Ω2 &#93;</li> </ul></ul><li style="list-style-type: none">[Ω2&#93;</li> <ul><li style="list-style-type: none">[][[I][I]&#93; = [Ω2] + 1</li> <ul><li style="list-style-type: none">[][][[I][I]&#93; = [Ω2] + 2</li> <li style="list-style-type: none">[[]&#93;[[I][I]&#93; = [Ω2] + ω</li> </ul><li style="list-style-type: none">[[[I]&#93;][[I][I]&#93; = [Ω2] + ε0</li> <ul><li style="list-style-type: none">[][[[I]&#93;][[I][I]&#93; = [Ω2] + ε0 + 1</li> <li style="list-style-type: none">[[[I]&#93;][[[I]&#93;][[I][I]&#93; = [Ω2] + ε02</li> <li style="list-style-type: none">[[][[I]&#93;][[I][I]&#93; = [Ω2] + ωε0 + 1</li> <li style="list-style-type: none">[[[[I]&#93;][[I]&#93;][[I][I]&#93; = [Ω2] + ωε02</li> <li style="list-style-type: none">[[[I]&#93;[[I]&#93;][[I][I]&#93; = [Ω2] + ε1</li> <li style="list-style-type: none">[[[][I]&#93;][[I][I]&#93; = [Ω2] + εω</li> <li style="list-style-type: none">[[[[I]&#93;[I]&#93;][[I][I]&#93; = [Ω2] + ζ0</li> </ul><li style="list-style-type: none">[[[I][I]&#93;][[I][I]&#93; = [Ω2]·2</li> <ul><li style="list-style-type: none">[][[[I][I]&#93;][[I][I]&#93; = [Ω2]·2 + 1</li> <li style="list-style-type: none">[[[I]&#93;][[[I][I]&#93;][[I][I]&#93; = [Ω2]·2 + ε0</li> <li style="list-style-type: none">[[[I][I]&#93;][[[I][I]&#93;][[I][I]&#93; = [Ω2]·3</li> <li style="list-style-type: none">[[][[I][I]&#93;][[I][I]&#93; = ω[Ω2] + 1</li> <li style="list-style-type: none">[[[[I]&#93;][[I][I]&#93;][[I][I]&#93; = ω[Ω2] + ε0</li> <li style="list-style-type: none">[[[[I][I]&#93;][[I][I]&#93;][[I][I]&#93; = ω[Ω2]·2</li> </ul><li style="list-style-type: none">[[I]&#93;[[I][I]&#93; = ε[Ω 2] + 1 </li> <ul><li style="list-style-type: none">[][[I]&#93;[[I][I]&#93; = ε[Ω 2] + 1 + 1</li> <li style="list-style-type: none">[[[I]&#93;][[I]&#93;[[I][I]&#93; = ε[Ω 2] + 1 + ε0</li> <li style="list-style-type: none">[[[I][I]&#93;][[I]&#93;[[I][I]&#93; = ε[Ω 2] + 1 + [Ω2]</li> <li style="list-style-type: none">[[[I]&#93;[[I][I]&#93;][[I]&#93;[[I][I]&#93; = ε[Ω 2] + 1 2</li> <li style="list-style-type: none">[[I]&#93;[[I]&#93;[[I][I]&#93; = ε[Ω 2] + 2 </li> <li style="list-style-type: none">[[][I]&#93;[[I][I]&#93; = ε[Ω 2] + ω </li> <li style="list-style-type: none">[[[[I]&#93;][I]&#93;[[I][I]&#93; = ε[Ω 2] + ε0 </li> <li style="list-style-type: none">[[[[I][I]&#93;][I]&#93;[[I][I]&#93; = ε[Ω 2]·2 </li> <li style="list-style-type: none">[I]&</li> <li style="list-style-type: none">[[][I][I]&</li> </ul><li style="list-style-type: none">[I]&[Ω2 + Ω]</li> <li style="list-style-type: none">[I]&[Ω22]</li> <li style="list-style-type: none">[[[I][I]&[Ω22]</li> <li style="list-style-type: none">[[[I]&#93;[I][I]&#93;[[[I][I]&#93;[I][I]&#93; = [Ω2 + Ω][Ω22]</li> <li style="list-style-type: none">[[[I][I]&#93;[I][I]&#93;[I][I]&#93;[I][I]&#93; = [Ω22][Ω22]</li> <li style="list-style-type: none">[[][[I][I]&#93;[I][I]&#93; = [Ω22 + 1]</li> <li style="list-style-type: none">[[[I]&#93;[[I][I]&#93;[I][I]&#93; = [Ω22 + Ω]</li> <li style="list-style-type: none">[[[I][I]&#93;[[I][I]&#93;[I][I]&#93; = [Ω23]</li> <li style="list-style-type: none">[[[][I][I]&#93;[I][I]&#93; = [ωΩ2 + 1]</li> <li style="list-style-type: none">[[[[I]&#93;[I][I]&#93;[I][I]&#93; = [ωΩ2 + Ω]</li> <li style="list-style-type: none">[[[[I][I]&#93;[I][I]&#93;[I][I]&#93; = [ωΩ22]</li> </ul><li style="list-style-type: none">[[I][I][I][Ωω&#93;</li> <ul><li style="list-style-type: none">[][]I]&</li> <li style="list-style-type: none">[Ωω + 1&#93;</li> <ul><li style="list-style-type: none">[]I][[]I]&</li> <li style="list-style-type: none">[[[I][[]I]&#93;[I][[]I]&#93; = [Ωω + 12]</li> <li style="list-style-type: none">[[I][I][[]I]&#93; = [Ωω + 2]</li> </ul><li style="list-style-type: none">[[[]I][[]I]&#93; = [Ωω2]</li> <ul><li style="list-style-type: none">[][[[]I][[]I]&#93; = [Ωω2] + 1</li> <li style="list-style-type: none">[[[]I]&#93;[[[]I][[]I]&#93; = [Ωω][Ωω2]</li> <li style="list-style-type: none">[[[]I][[]I]&#93;[[[]I][[]I]&#93; = [Ωω2][Ωω2]</li> <li style="list-style-type: none">[[][[]I][[]I]&#93; = [Ωω2 + 1]</li> <li style="list-style-type: none">[[[[]I]&#93;[[]I][[]I]&#93; = [Ωω2 + Ωω]</li> <li style="list-style-type: none">[[[[]I][[]I]&#93;[[]I][[]I]&#93; = [Ωω22]</li> <li style="list-style-type: none">[[I][[]I][[]I]&#93; = [Ωω2 + 1]</li> <li style="list-style-type: none">[[[]I][[]I][[]I]&#93; = [Ωω3]</li> </ul><li style="list-style-type: none">[[[][]I]&#93; = [Ωω2]</li> <ul><li style="list-style-type: none">[][[[][]I]&#93; = [Ωω2] + 1</li> <li style="list-style-type: none">[[[][]I]&#93;[[[][]I]&#93; = [Ωω2][Ωω2]</li> <li style="list-style-type: none">[[][[][]I]&#93; = [Ωω2 + 1]</li> <li style="list-style-type: none">[[[[][]I]&#93;[[][]I]&#93; = [Ωω22]</li> <li style="list-style-type: none">[[I][[][]I]&#93; = [Ωω2 + 1]</li> <li style="list-style-type: none">[[[]I][[][]I]&#93; = [Ωω2 + ω]</li> <li style="list-style-type: none">[[[][]I][[][]I]&#93; = [Ωω22]</li> <li style="list-style-type: none">[[[][][]I]&#93; = [Ωω3]</li> </ul><li style="list-style-type: none">[[[[]&#93;I]&#93; = [Ωωω]</li> <ul><li style="list-style-type: none">[][[[[]&#93;I]&#93; = [Ωωω] + 1</li> <li style="list-style-type: none">[[[I]&#93;][[[[]&#93;I]&#93; = [Ωωω] + ε0</li> <li style="list-style-type: none">[[[[[]&#93;I]&#93;][[[[]&#93;I]&#93; = [Ωωω]·2</li> <li style="list-style-type: none">[[I]&#93;[[[[]&#93;I]&#93; = ε[Ω ωω] + 1 </li> <li style="list-style-type: none">[[[[]&#93;I]&#93;[[[[]&#93;I]&#93; = [Ωωω][Ωωω]</li> <li style="list-style-type: none">[[][[[]&#93;I]&#93; = [Ωωω + 1]</li> <li style="list-style-type: none">[[[I]&#93;[[[]&#93;I]&#93; = [Ωωω + Ω]</li> <li style="list-style-type: none">[[[[[]&#93;I]&#93;[[[]&#93;I]&#93; = [Ωωω2]</li> <li style="list-style-type: none">[[I][[[]&#93;I]&#93; = [Ωωω + 1]</li> <li style="list-style-type: none">[[[[]&#93;I][[[]&#93;I]&#93; = [Ωωω2]</li> <li style="list-style-type: none">[[[][[]&#93;I]&#93; = [Ωωω + 1]</li> <li style="list-style-type: none">[[[[]&#93;[[]&#93;I]&#93; = [Ωωω2]</li> <li style="list-style-type: none">[[[[][]&#93;I]&#93; = [Ωωω 2]</li> <li style="list-style-type: none">[[[[[]&#93;]I]&#93; = [Ωωω ω]</li> <li style="list-style-type: none">[[[[[I]&#93;]I]&#93; = [Ωε 0 ]</li> </ul><li style="list-style-type: none">[[[[[[]I]&#93;]I]&#93; = [Ω[Ω ω] ]</li> <ul><li style="list-style-type: none">[][[[[[[]I]&#93;]I]&#93; = [Ω[Ω ω] ] + 1</li> <li style="list-style-type: none">[[[I]&#93;][[[[[[]I]&#93;]I]&#93; = [Ω[Ω ω] ] + ε0</li> <li style="list-style-type: none">[[[[[]&#93;I]&#93;][[[[[[]I]&#93;]I]&#93; = [Ω[Ω ω] ] + [Ωωω]</li> <li style="list-style-type: none">[[[[[[[]I]&#93;]I]&#93;][[[[[[]I]&#93;]I]&#93; = [Ω[Ω ω] ]·2</li> <li style="list-style-type: none">[[I]&#93;[[[[[[]I]&#93;]I]&#93; = ε[Ω [Ω ω] ] + 1 </li> <li style="list-style-type: none">[[[[]&#93;I]&#93;[[[[[[]I]&#93;]I]&#93; = [Ωωω][Ω[Ω ω] ]</li> <li style="list-style-type: none">[[[[[[]I]&#93;]I]&#93;[[[[[[]I]&#93;]I]&#93; = [Ω[Ω ω] ][Ω[Ω ω] ]</li> <li style="list-style-type: none">[[][[[[[]I]&#93;]I]&#93; = [Ω[Ω ω] + 1]</li> <li style="list-style-type: none">[[[I]&#93;[[[[[]I]&#93;]I]&#93; = [Ω[Ω ω] + Ω]</li> <li style="list-style-type: none">[[[[[]&#93;I]&#93;[[[[[]I]&#93;]I]&#93; = [Ω[Ω ω] + Ωωω]</li> <li style="list-style-type: none">[[[[[[[]I]&#93;]I]&#93;[[[[[]I]&#93;]I]&#93; = [Ω[Ω ω] 2]</li> <li style="list-style-type: none">[[I][[[[[]I]&#93;]I]&#93; = [Ω[Ω ω] + 1 ]</li> <li style="list-style-type: none">[[[[]&#93;I][[[[[]I]&#93;]I]&#93; = [Ω[Ω ω] + ωω ]</li> <li style="list-style-type: none">[[[[[[]I]&#93;]I][[[[[]I]&#93;]I]&#93; = [Ω[Ω ω]·2 ]</li> <li style="list-style-type: none">[[[][[[[]I]&#93;]I]&#93; = [Ωω[Ω ω] + 1 ]</li> <li style="list-style-type: none">[[[[]&#93;[[[[]I]&#93;]I]&#93; = [Ωω[Ω ω] + ω ]</li> <li style="list-style-type: none">[[[[[[]I]&#93;][[[[]I]&#93;]I]&#93; = [Ωω[Ω ω]2 ]</li> <li style="list-style-type: none">[[[[][[[]I]&#93;]I]&#93; = [Ωωω [Ω ω] + 1  ]</li> <li style="list-style-type: none">[[[[[[]I]&#93;[[[]I]&#93;]I]&#93; = [Ω[Ω ω][Ωω] ]</li> <li style="list-style-type: none">[[[[[][[]I]&#93;]I]&#93; = [Ω[Ω ω + 1] ]</li> <li style="list-style-type: none">[[[[[[[]I]&#93;[[]I]&#93;]I]&#93; = [Ω[Ω ω2] ]</li> <li style="list-style-type: none">[[[[[I][[]I]&#93;]I]&#93; = [Ω[Ω ω + 1] ]</li> <li style="list-style-type: none">[[[[[[]I][[]I]&#93;]I]&#93; = [Ω[Ω ω2] ]</li> <li style="list-style-type: none">[[[[[[][]I]&#93;]I]&#93; = [Ω[Ω ω2] ]</li> <li style="list-style-type: none">[[[[[[[]&#93;I]&#93;]I]&#93; = [Ω[Ω ωω] ]</li> <li style="list-style-type: none">[[[[[[[[[]I]&#93;]I]&#93;]I]&#93; = [Ω[Ω [Ω ω] ] ]</li> </ul><li style="list-style-type: none">[[[[I]&#93;I]&#93; = [ΩΩ]</li> <ul><li style="list-style-type: none">[][[[[I]&#93;I]&#93; = [ΩΩ] + 1</li> <li style="list-style-type: none">[[[]I]&#93;[[[[I]&#93;I]&#93; = [Ωω][ΩΩ]</li> <li style="list-style-type: none">[[[[[[[I]&#93;I]&#93;]I]&#93;[[[[I]&#93;I]&#93; = [Ω[Ω Ω] ][ΩΩ]</li> <li style="list-style-type: none">[[[[I]&#93;I]&#93;[[[[I]&#93;I]&#93; = [ΩΩ][ΩΩ]</li> <li style="list-style-type: none">[[][[[I]&#93;I]&#93; = [ΩΩ + 1]</li> <li style="list-style-type: none">[[[[]I]&#93;[[[I]&#93;I]&#93; = [ΩΩ + Ωω]</li> <li style="list-style-type: none">[[[[[I]&#93;I]&#93;[[[I]&#93;I]&#93; = [ΩΩ2]</li> <li style="list-style-type: none">[[I][[[I]&#93;I]&#93; = [ΩΩ + 1]</li> <li style="list-style-type: none">[[[]I][[[I]&#93;I]&#93; = [ΩΩ + ω]</li> <li style="list-style-type: none">[[[[I]&#93;I][[[I]&#93;I]&#93; = [ΩΩ2]</li> <li style="list-style-type: none">[[[][[I]&#93;I]&#93; = [ΩωΩ + 1]</li> <li style="list-style-type: none">[[[[I]&#93;[[I]&#93;I]&#93; = [ΩωΩ2]</li> <li style="list-style-type: none">[[[[][I]&#93;I]&#93; = [Ωωω Ω + 1]</li> <li style="list-style-type: none">[[[[[[]I]&#93;[I]&#93;I]&#93; = [Ω[Ω ω]Ω ]</li> <li style="list-style-type: none">[[[[[[[I]&#93;I]&#93;[I]&#93;I]&#93; = [Ω[Ω Ω]Ω ]</li> <li style="list-style-type: none">[[[[I][I]&#93;I]&#93; = [ΩΩ 2 ]</li> </ul><li style="list-style-type: none">[[[[[]I]&#93;I]&#93; = [ΩΩ ω ]</li> <ul><li style="list-style-type: none">[][[[[[]I]&#93;I]&#93; = [ΩΩ ω ] + 1</li> <li style="list-style-type: none">[[[]I]&#93;[[[[[]I]&#93;I]&#93; = [Ωω][ΩΩ ω ]</li> <li style="list-style-type: none">[[[[[]I]&#93;I]&#93;[[[[[]I]&#93;I]&#93; = [ΩΩ ω ][ΩΩ ω ]</li> <li style="list-style-type: none">[[][[[[]I]&#93;I]&#93; = [ΩΩ ω + 1]</li> <li style="list-style-type: none">[[]I]&#93;[[[[]I]&#93;I]&#93; = [ΩΩ ω + Ωω]</li> <li style="list-style-type: none">[[[[[[]I]&#93;I]&#93;[[[[]I]&#93;I]&#93; = [ΩΩ ω 2]</li> <li style="list-style-type: none">[[I][[[[]I]&#93;I]&#93; = [ΩΩ ω + 1 ]</li> <li style="list-style-type: none">[[[]I][[[[]I]&#93;I]&#93; = [ΩΩ ω + ω ]</li> <li style="list-style-type: none">[[[[[]I]&#93;I][[[[]I]&#93;I]&#93; = [ΩΩ ω2 ]</li> <li style="list-style-type: none">[[[][[[]I]&#93;I]&#93; = [ΩωΩ ω + 1 ]</li> <li style="list-style-type: none">[[[[[]I]&#93;[[[]I]&#93;I]&[&#91;I2]&#93;</li> <ul><li style="list-style-type: none">[][[[I]I]&#93; = [[I2]&#93; + 1</li> <ul><li style="list-style-type: none">[][][[[I]I]&#93; = [[I2]&#93; + 2</li> <li style="list-style-type: none">[[]&#93;[[[I]I]&#93; = [[I2]&#93; + ω</li> <li style="list-style-type: none">[[[[I]I]&#93;][[[I]I]&#93; = [[I2]&#93;·2</li> <li style="list-style-type: none">[[I]&#93;[[[I]I]&#93; = ε[[I2]&#93; + 1|undefined</li> <li style="list-style-type: none">[[[]I]&#93;[[[I]I]&#93; = [Ωω][[I2]&#93;</li> </ul><li style="list-style-type: none">[[[I]I]&#93;[[[I]I]&#93; = [[I2]&#93;[[I2]&#93;</li> <ul><li style="list-style-type: none">[][[[I]I]&#93;[[[I]I]&#93; = [[I2]&#93;[[I2]&#93; + 1</li> <li style="list-style-type: none">[[[I]I]&#93;[[[I]I]&#93;[[[I]I]&#93; = [[I2]&#93;[[I2]&#93;[[I2]&#93;</li> </ul><li style="list-style-type: none">[[][[I]I]&#93; = [[I2] + 1]</li> <ul><li style="list-style-type: none">[][[][[I]I]&#93; = [[I2] + 1] + 1</li> <li style="list-style-type: none">[[[I]I]&#93;[[][[I]I]&#93; = [[I2]&#93;[[I2] + 1]</li> <li style="list-style-type: none">[[][[I]I]&#93;[[][[I]I]&#93; = [[I2] + 1][[I2] + 1]</li> <li style="list-style-type: none">[[][][[I]I]&#93; = [[I2] + 2]</li> <li style="list-style-type: none">[[[]&#93;[[I]I]&#93; = [[I2] + ω]</li> <li style="list-style-type: none">[[[I]I]&</li> <li style="list-style-type: none">[[[I][[I]I]&#93;[I][[I]I]&#93; = [Ω[I2] + 12]</li> <li style="list-style-type: none">[[I][I][[I]I]&#93; = [Ω[I2] + 2]</li> </ul><li style="list-style-type: none">[[[]I][[I]I]&#93; = [Ω[I2] + ω]</li> <ul><li style="list-style-type: none">[][[[]I][[I]I]&#93; = [Ω[I2] + ω] + 1</li> <li style="list-style-type: none">[[[I]I]&#93;[[[]I][[I]I]&#93; = [[I2]&#93;[Ω[I2] + ω]</li> <li style="list-style-type: none">[[[]I][[I]I]&#93;[[[]I][[I]I]&#93; = [Ω[I2] + ω][Ω[I2] + ω]</li> <li style="list-style-type: none">undefined]</li> <li style="list-style-type: none">[[[[[[]I][[I]I]&#93;]I][[I]I]&#93; = [Ω[I2] + [Ω [I2] + ω] ]</li> <li style="list-style-type: none">[[[[I]&#93;I][[I]I]&#93; = [Ω[I2] + Ω]</li> <li style="list-style-type: none">[[[[[]I]&#93;I][[I]I]&#93; = [Ω[I2] + Ω ω ]</li> </ul><li style="list-style-type: none">[[[[[I]I]&#93;I][[I]I]&#93; = [Ω[I2]·2]</li> <ul><li style="list-style-type: none">[][[[[[I]I]&#93;I][[I]I]&#93; = [Ω[I2]·2] + 1</li> <li style="list-style-type: none">[[[I]I]&#93;[[[[[I]I]&#93;I][[I]I]&#93; = [[I2]&#93;[Ω[I2]·2]</li> <li style="list-style-type: none">[[[]I][[I]I]&#93;[[[[[I]I]&#93;I][[I]I]&#93; = [Ω[I2] + 1][Ω[I2]·2]</li> <li style="list-style-type: none">[[[[[I]I]&#93;I][[I]I]&#93;[[[[[I]I]&#93;I][[I]I]&#93; = [Ω[I2]·2][Ω[I2]·2]</li> <li style="list-style-type: none">[[][[[[I]I]&#93;I][[I]I]&#93; = [Ω[I2]·2 + 1]</li> <li style="list-style-type: none">[[[[I]I]&#93;[[[[I]I]&#93;I][[I]I]&#93; = [Ω[I2]·2 + [I2</li> <li style="list-style-type: none">[[]I][[I]I]&</li> <li style="list-style-type: none">[[[[I]I]&|undefined]</li> <li style="list-style-type: none">[[[[]I][[I]I]& ]</li> <li style="list-style-type: none">[[[[[[I]I]& ]</li> <li style="list-style-type: none">[[I][[I]I]&</li> <li style="list-style-type: none">[[[]I][[I]I]&|undefined]</li> </ul><li style="list-style-type: none">[I]I][[I]I]&</li> <li style="list-style-type: none">[[[[[I]I][[I]I]&#93;I][[I]I][[I]I]&#93; = [Ω[I2][I2]·2]</li> <li style="list-style-type: none">[[[I]I][[I]I][[I]I]&#93; = [[I2][I2][I2]&#93;</li> </ul><li style="list-style-type: none">[[[][I]I]&#93; = [[I2 + 1]&#93;</li> <ul><li style="list-style-type: none">[][[[][I]I]&#93; = [[I2 + 1]&#93; + 1</li> <li style="list-style-type: none">[[[][I]I]&#93;[[[][I]I]&#93; = [[I2 + 1]&#93;[[I2 + 1]&#93;</li> <li style="list-style-type: none">[[][[][I]I]&#93; = [[I2 + 1] + 1]</li> <li style="list-style-type: none">[[[[][I]I]&#93;[[][I]I]&#93; = [[I2 + 1]·2&#93;</li> <li style="list-style-type: none">[[I][[][I]I]&#93; = [Ω[I2 + 1] + 1]</li> <li style="list-style-type: none">[[[]I][[][I]I]&#93; = [Ω[I2 + 1] + ω]</li> <li style="list-style-type: none">[[[[[][I]I]&#93;I][[][I]I]&#93; = [Ω[I2 + 1]·2]</li> <li style="list-style-type: none">[[[I]I][[][I]I]&#93; = [[I2][I2 + 1]&#93;</li> <li style="list-style-type: none">[[[][I]I][[][I]I]&#93; = [[I2 + 1][I2 + 1]&#93;</li> <li style="list-style-type: none">[[[][][I]I]&#93; = [[I2 + 2]&#93;</li> <li style="list-style-type: none">[[[[]&#93;[I]I]&#93; = [[I2 + ω]&#93;</li> <li style="list-style-type: none">[[[[[[][I]I]&#93;][I]I]&#93; = [[I2 + [[I2 + 1]&#93;]&#93;</li> <li style="list-style-type: none">[[[[I]&#93;[I]I]&#93; = [[I2 + Ω]&#93;</li> <li style="list-style-type: none">[[[[[]I]&#93;[I]I]&#93; = [[I2 + Ωω]&#93;</li> <li style="list-style-type: none">[[[[[I]I]&#93;[I]I]&#93; = [[I2 + [I2]&#93;]</li> <li style="list-style-type: none">[[[[[][I]I]&#93;[I]I]&#93; = [[I2 + [I2 + 1]&#93;]</li> </ul><li style="list-style-type: none">[[[I][I]I]&#93; = [[I3]&#93;</li> <ul><li style="list-style-type: none">[][[[I][I]I]&#93; = [[I3]&#93; + 1</li> <li style="list-style-type: none">[[[I][I]I]&#93;[[[I][I]I]&#93; = [[I3]&#93;[[I3]&#93;</li> <li style="list-style-type: none">[[][[I][I]I]&#93; = [[I3] + 1&#93;</li> <li style="list-style-type: none">[[[[I][I]I]&#93;[[I][I]I]&#93; = [[I3]·2&#93;</li> <li style="list-style-type: none">[[I][[I][I]I]&#93; = [Ω[I3] + 1]</li> <li style="list-style-type: none">[[[]I][[I][I]I]&#93; = [Ω[I3] + ω]</li> <li style="list-style-type: none">[[[[[I][I]I]&#93;I][[I][I]I]&#93; = [Ω[I3]·2]</li> <li style="list-style-type: none">[[[I]I][[I][I]I]&#93; = [[I2][I3]&#93;</li> <li style="list-style-type: none">[[[][I]I][[I][I]I]&#93; = [[I2 + 1][I3]&#93;</li> <li style="list-style-type: none">[[[[[I][I]I]&#93;[I]I][[I][I]I]&#93; = [[I2 + [I3]&#93;[I3]&#93;</li> <li style="list-style-type: none">[[[I][I]I][[I][I]I]&#93; = [[I3][I3]&#93;</li> <li style="list-style-type: none">[[[][I][I]I]&#93; = [[I3 + 1]&#93;</li> <li style="list-style-type: none">[[[I][I][I]I]&#93; = [[I4]&#93;</li> </ul><li style="list-style-type: none">[[[[]I]I]&#93; = [[ωI + 1]&#93;</li> <ul><li style="list-style-type: none">[][[[[]I]I]&#93; = [[ωI + 1]&#93; + 1</li> <li style="list-style-type: none">[[[I]&#93;][[[[]I]I]&#93; = [[ωI + 1]&#93; + ε0</li> <li style="list-style-type: none">[[[[[]I]I]&#93;][[[[]I]I]&#93; = [[ωI + 1]&#93;·2</li> <li style="list-style-type: none">[[I]&#93;[[[[]I]I]&#93; = ε[[ωI + 1]&#93; + 1|undefined</li> <li style="list-style-type: none">[[[[]I]I]&#93;[[[[]I]I]&#93; = [[ωI + 1]&#93;[[ωI + 1]&#93;</li> <li style="list-style-type: none">[[][[[]I]I]&#93; = [[ωI + 1] + 1]</li> <li style="list-style-type: none">undefined]&#93; ]&#93;</li> <li style="list-style-type: none">[[[[[I]&#93;I]I]&#93; = [[ωI + Ω]&#93;</li> <li style="list-style-type: none">[[[[[[[]I]I]&#93;I]I]&#93; = [[ωI + [ω I + 1] ]&#93;</li> </ul><li style="list-style-type: none">[[[[I]I]I]&#93; = [[ωI2]&#93;</li> <ul><li style="list-style-type: none">[][[[[I]I]I]&#93; = [[ωI2]&#93; + 1</li> <li style="list-style-type: none">[[[[I]I]I]&#93;[[[[I]I]I]&#93; = [[ωI2]&#93;[[ωI2]&#93;</li> <li style="list-style-type: none">[[][[[I]I]I]&#93; = [[ωI2] + 1]</li> <li style="list-style-type: none">[[[[[I]I]I]&#93;[[[I]I]I]&#93; = [[ωI2]·2]</li> <li style="list-style-type: none">[[I][[[I]I]I]&#93; = [Ω[ωI2] + 1]</li> <li style="list-style-type: none">[[[[]I]I][[[I]I]I]&#93; = [[ωI + 1][ωI2</li> <li style="list-style-type: none">[[[[[I]I]I]&</li> <li style="list-style-type: none">[[I]I]I][[[I]I]I]&</li> <li style="list-style-type: none">[[[][[I]I]I]&#93; = [[ωI2 + 1]&#93;</li> <li style="list-style-type: none">[[[I][[I]I]I]&#93; = [[ωI2 + I]&#93;</li> <li style="list-style-type: none">[[[[]I][[I]I]I]&#93; = [[ωI2 + ωI + 1]&#93;</li> <li style="list-style-type: none">[[[[I]I][[I]I]I]&#93; = [[ωI2·2]&#93;</li> <li style="list-style-type: none">[[[[][I]I]I]&#93; = [[ωI2 + 1]&#93;</li> <li style="list-style-type: none">[[[[I][I]I]I]&#93; = [[ωI3]&#93;</li> <li style="list-style-type: none">[[[[[]I]I]I]&#93; = [[ωω I + 1 ]&#93;</li> <li style="list-style-type: none">[[[[[I]I]I]I]&#93; = [[ωω I2 ]&#93;</li> </ul></ul></ul></ul>SRO Total 616 ordinals.

Pentuple expansion
<ul><li style="list-style-type: none"></li> <ul><li style="list-style-type: none">[]</li> <ul><li style="list-style-type: none">[][]</li> <ul><li style="list-style-type: none">[][][]</li> <ul><li style="list-style-type: none">[][][][]</li> </ul></ul><li style="list-style-type: none">[[]&#93;</li> <ul><li style="list-style-type: none">[][[]&#93;</li> <ul><li style="list-style-type: none">[][][[]&#93;</li> </ul><li style="list-style-type: none">[[]&#93;[[]&#93;</li> <ul><li style="list-style-type: none">[][[]&#93;[[]&#93;</li> <li style="list-style-type: none">[[]&#93;[[]&#93;[[]&#93;</li> </ul><li style="list-style-type: none">[[][]&#93;</li> <ul><li style="list-style-type: none">[][[][]&#93;</li> <li style="list-style-type: none">[[]&#93;[[][]&#93;</li> <li style="list-style-type: none">[[][]&#93;[[][]&#93;</li> <li style="list-style-type: none">[[][][]&#93;</li> </ul><li style="list-style-type: none">[[[]&#93;]</li> <ul><li style="list-style-type: none">[][[[]&#93;]</li> <li style="list-style-type: none">[[[]&#93;][[[]&#93;]</li> <li style="list-style-type: none">[[][[]&#93;]</li> <li style="list-style-type: none">[[[]&#93;[[]&#93;]</li> <li style="list-style-type: none">[[[][]&#93;]</li> <li style="list-style-type: none">[[[[]&#93;]&#93;</li> </ul></ul></ul></ul><li style="list-style-type: none">[[I]&#93;</li> <ul><li style="list-style-type: none">[][[I]&#93;</li> <ul><li style="list-style-type: none">[][][[I]&#93;</li> <ul><li style="list-style-type: none">[][][][[I]&#93;</li> <ul><li style="list-style-type: none">[][][][][[I]&#93;</li> </ul></ul><li style="list-style-type: none">[[]&#93;[[I]&#93;</li> <ul><li style="list-style-type: none">[][[]&#93;[[I]&#93;</li> <ul><li style="list-style-type: none">[][][[]&#93;[[I]&#93;</li> </ul><li style="list-style-type: none">[[]&#93;[[]&#93;[[I]&#93;</li> <ul><li style="list-style-type: none">[][[]&#93;[[]&#93;[[I]&#93;</li> <li style="list-style-type: none">[[]&#93;[[]&#93;[[]&#93;[[I]&#93;</li> </ul><li style="list-style-type: none">[[][]&#93;[[I]&#93;</li> <ul><li style="list-style-type: none">[][[][]&#93;[[I]&#93;</li> <li style="list-style-type: none">[[]&#93;[[][]&#93;[[I]&#93;</li> <li style="list-style-type: none">[[][]&#93;[[][]&#93;[[I]&#93;</li> <li style="list-style-type: none">[[][][]&#93;[[I]&#93;</li> </ul><li style="list-style-type: none">[[[]&#93;][[I]&#93;</li> <ul><li style="list-style-type: none">[][[[]&#93;][[I]&#93;</li> <li style="list-style-type: none">[[[]&#93;][[[]&#93;][[I]&#93;</li> <li style="list-style-type: none">[[][[]&#93;][[I]&#93;</li> <li style="list-style-type: none">[[[]&#93;[[]&#93;][[I]&#93;</li> <li style="list-style-type: none">[[[][]&#93;][[I]&#93;</li> <li style="list-style-type: none">[[[[]&#93;]&#93;[[I]&#93;</li> </ul></ul></ul><li style="list-style-type: none">[[[I]&#93;][[I]&#93;</li> <ul><li style="list-style-type: none">[][[[I]&#93;][[I]&#93;</li> <ul><li style="list-style-type: none">[][][[[I]&#93;][[I]&#93;</li> <ul><li style="list-style-type: none">[][][][[[I]&#93;][[I]&#93;</li> </ul><li style="list-style-type: none">[[]&#93;[[[I]&#93;][[I]&#93;</li> <ul><li style="list-style-type: none">[][[]&#93;[[[I]&#93;][[I]&#93;</li> <li style="list-style-type: none">[[]&#93;[[]&#93;[[[I]&#93;][[I]&#93;</li> <li style="list-style-type: none">[[][]&#93;[[[I]&#93;][[I]&#93;</li> <li style="list-style-type: none">[[[]&#93;][[[I]&#93;][[I]&#93;</li> </ul></ul><li style="list-style-type: none">[[[I]&#93;][[[I]&#93;][[I]&#93;</li> <ul><li style="list-style-type: none">[][[[I]&#93;][[[I]&#93;][[I]&#93;</li> <ul><li style="list-style-type: none">[][][[[I]&#93;][[[I]&#93;][[I]&#93;</li> <li style="list-style-type: none">[[]&#93;[[[I]&#93;][[[I]&#93;][[I]&#93;</li> </ul><li style="list-style-type: none">[[[I]&#93;][[[I]&#93;][[[I]&#93;][[I]&#93;</li> <ul><li style="list-style-type: none">[][[[I]&#93;][[[I]&#93;][[[I]&#93;][[I]&#93;</li> <li style="list-style-type: none">[[[I]&#93;][[[I]&#93;][[[I]&#93;][[[I]&#93;][[I]&#93;</li> </ul></ul><li style="list-style-type: none">[[][[I]&#93;][[I]&#93;</li> <ul><li style="list-style-type: none">[][[][[I]&#93;][[I]&#93;</li> <ul><li style="list-style-type: none">[][][[][[I]&#93;][[I]&#93;</li> <li style="list-style-type: none">[[]&#93;[[][[I]&#93;][[I]&#93;</li> </ul><li style="list-style-type: none">[[[I]&#93;][[][[I]&#93;][[I]&#93;</li> <ul><li style="list-style-type: none">[][[[I]&#93;][[][[I]&#93;][[I]&#93;</li> <li style="list-style-type: none">[[[I]&#93;][[[I]&#93;][[][[I]&#93;][[I]&#93;</li> </ul><li style="list-style-type: none">[[][[I]&#93;][[][[I]&#93;][[I]&#93;</li> <ul><li style="list-style-type: none">[][[][[I]&#93;][[][[I]&#93;][[I]&#93;</li> <li style="list-style-type: none">[[[I]&#93;][[][[I]&#93;][[][[I]&#93;][[I]&#93;</li> <li style="list-style-type: none">[[][[I]&#93;][[][[I]&#93;][[][[I]&#93;][[I]&#93;</li> </ul><li style="list-style-type: none">[[][][[I]&#93;][[I]&#93;</li> <ul><li style="list-style-type: none">[][[][][[I]&#93;][[I]&#93;</li> <li style="list-style-type: none">[[[I]&#93;][[][][[I]&#93;][[I]&#93;</li> <li style="list-style-type: none">[[][[I]&#93;][[][][[I]&#93;][[I]&#93;</li> <li style="list-style-type: none">[[][][[I]&#93;][[][][[I]&#93;][[I]&#93;</li> <li style="list-style-type: none">[[][][][[I]&#93;][[I]&#93;</li> </ul><li style="list-style-type: none">[[[]&#93;[[I]&#93;][[I]&#93;</li> <ul><li style="list-style-type: none">[][[[]&#93;[[I]&#93;][[I]&#93;</li> <li style="list-style-type: none">[[[I]&#93;][[[]&#93;[[I]&#93;][[I]&#93;</li> <li style="list-style-type: none">[[[]&#93;[[I]&#93;][[[]&#93;[[I]&#93;][[I]&#93;</li> <li style="list-style-type: none">[[][[]&#93;[[I]&#93;][[I]&#93;</li> <li style="list-style-type: none">[[[]&#93;[[]&#93;[[I]&#93;][[I]&#93;</li> <li style="list-style-type: none">[[[][]&#93;[[I]&#93;][[I]&#93;</li> <li style="list-style-type: none">[[[[]&#93;][[I]&#93;][[I]&#93;</li> </ul></ul><li style="list-style-type: none">[[[[I]&#93;][[I]&#93;][[I]&#93;</li> <ul><li style="list-style-type: none">[][[[[I]&#93;][[I]&#93;][[I]&#93;</li> <ul><li style="list-style-type: none">[][][[[[I]&#93;][[I]&#93;][[I]&#93;</li> <li style="list-style-type: none">[[]&#93;[[[[I]&#93;][[I]&#93;][[I]&#93;</li> </ul><li style="list-style-type: none">[[[I]&#93;][[[[I]&#93;][[I]&#93;][[I]&#93;</li> <ul><li style="list-style-type: none">[][[[I]&#93;][[[[I]&#93;][[I]&#93;][[I]&#93;</li> <li style="list-style-type: none">[[[I]&#93;][[[I]&#93;][[[[I]&#93;][[I]&#93;][[I]&#93;</li> </ul><li style="list-style-type: none">[[][[I]&#93;][[[[I]&#93;][[I]&#93;][[I]&#93;</li> <ul><li style="list-style-type: none">[][[][[I]&#93;][[[[I]&#93;][[I]&#93;][[I]&#93;</li> <li style="list-style-type: none">[[[I]&#93;][[][[I]&#93;][[[[I]&#93;][[I]&#93;][[I]&#93;</li> <li style="list-style-type: none">[[][[I]&#93;][[][[I]&#93;][[[[I]&#93;][[I]&#93;][[I]&#93;</li> <li style="list-style-type: none">[[][][[I]&#93;][[[[I]&#93;][[I]&#93;][[I]&#93;</li> <li style="list-style-type: none">[[[]&#93;[[I]&#93;][[[[I]&#93;][[I]&#93;][[I]&#93;</li> </ul><li style="list-style-type: none">[[[[I]&#93;][[I]&#93;][[[[I]&#93;][[I]&#93;][[I]&#93;</li> <ul><li style="list-style-type: none">[][[[[I]&#93;][[I]&#93;][[[[I]&#93;][[I]&#93;][[I]&#93;</li> <li style="list-style-type: none">[[[I]&#93;][[[[I]&#93;][[I]&#93;][[[[I]&#93;][[I]&#93;][[I]&#93;</li> <li style="list-style-type: none">[[][[I]&#93;][[[[I]&#93;][[I]&#93;][[[[I]&#93;][[I]&#93;][[I]&#93;</li> <li style="list-style-type: none">[[[[I]&#93;][[I]&#93;][[[[I]&#93;][[I]&#93;][[[[I]&#93;][[I]&#93;][[I]&#93;</li> </ul><li style="list-style-type: none">[[][[[I]&#93;][[I]&#93;][[I]&#93;</li> <ul><li style="list-style-type: none">[][[][[[I]&#93;][[I]&#93;][[I]&#93;</li> <li style="list-style-type: none">[[[I]&#93;][[][[[I]&#93;][[I]&#93;][[I]&#93;</li> <li style="list-style-type: none">[[][[I]&#93;][[][[[I]&#93;][[I]&#93;][[I]&#93;</li> <li style="list-style-type: none">[[[[I]&#93;][[I]&#93;][[][[[I]&#93;][[I]&#93;][[I]&#93;</li> <li style="list-style-type: none">[[][[[I]&#93;][[I]&#93;][[][[[I]&#93;][[I]&#93;][[I]&#93;</li> <li style="list-style-type: none">[[][][[[I]&#93;][[I]&#93;][[I]&#93;</li> <li style="list-style-type: none">[[[]&#93;[[[I]&#93;][[I]&#93;][[I]&#93;</li> </ul><li style="list-style-type: none">[[[[I]&#93;][[[I]&#93;][[I]&#93;][[I]&#93;</li> <ul><li style="list-style-type: none">[][[[[I]&#93;][[[I]&#93;][[I]&#93;][[I]&#93;</li> <li style="list-style-type: none">[[[I]&#93;][[[[I]&#93;][[[I]&#93;][[I]&#93;][[I]&#93;</li> <li style="list-style-type: none">[[][[I]&#93;][[[[I]&#93;][[[I]&#93;][[I]&#93;][[I]&#93;</li> <li style="list-style-type: none">[[[[I]&#93;][[I]&#93;][[[[I]&#93;][[[I]&#93;][[I]&#93;][[I]&#93;</li> <li style="list-style-type: none">[[][[[I]&#93;][[I]&#93;][[[[I]&#93;][[[I]&#93;][[I]&#93;][[I]&#93;</li> <li style="list-style-type: none">[[[[I]&#93;][[[I]&#93;][[I]&#93;][[[[I]&#93;][[[I]&#93;][[I]&#93;][[I]&#93;</li> <li style="list-style-type: none">[[][[[I]&#93;][[[I]&#93;][[I]&#93;][[I]&#93;</li> <li style="list-style-type: none">[[[[I]&#93;][[[I]&#93;][[[I]&#93;][[I]&#93;][[I]&#93;</li> </ul><li style="list-style-type: none">[[[][[I]&#93;][[I]&#93;][[I]&#93;</li> <ul><li style="list-style-type: none">[][[[][[I]&#93;][[I]&#93;][[I]&#93;</li> <li style="list-style-type: none">[[[I]&#93;][[[][[I]&#93;][[I]&#93;][[I]&#93;</li> <li style="list-style-type: none">[[[][[I]&#93;][[I]&#93;][[[][[I]&#93;][[I]&#93;][[I]&#93;</li> <li style="list-style-type: none">[[][[][[I]&#93;][[I]&#93;][[I]&#93;</li> <li style="list-style-type: none">[[[[I]&#93;][[][[I]&#93;][[I]&#93;][[I]&#93;</li> <li style="list-style-type: none">[[[][[I]&#93;][[][[I]&#93;][[I]&#93;][[I]&#93;</li> <li style="list-style-type: none">[[[][][[I]&#93;][[I]&#93;][[I]&#93;</li> <li style="list-style-type: none">[[[[]&#93;[[I]&#93;][[I]&#93;][[I]&#93;</li> </ul><li style="list-style-type: none">[[[[[I]&#93;][[I]&#93;][[I]&#93;][[I]&#93;</li> <ul><li style="list-style-type: none">[][[[[[I]&#93;][[I]&#93;][[I]&#93;][[I]&#93;</li> <li style="list-style-type: none">[[[I]&#93;][[[[[I]&#93;][[I]&#93;][[I]&#93;][[I]&#93;</li> <li style="list-style-type: none">[[[][[I]&#93;][[I]&#93;][[[[[I]&#93;][[I]&#93;][[I]&#93;][[I]&#93;</li> <li style="list-style-type: none">[[[[[I]&#93;][[I]&#93;][[I]&#93;][[[[[I]&#93;][[I]&#93;][[I]&#93;][[I]&#93;</li> <li style="list-style-type: none">[[][[[[I]&#93;][[I]&#93;][[I]&#93;][[I]&#93;</li> <li style="list-style-type: none">[[[[I]&#93;][[[[I]&#93;][[I]&#93;][[I]&#93;][[I]&#93;</li> <li style="list-style-type: none">[[[][[I]&#93;][[[[I]&#93;][[I]&#93;][[I]&#93;][[I]&#93;</li> <li style="list-style-type: none">[[[[[I]&#93;][[I]&#93;][[[[I]&#93;][[I]&#93;][[I]&#93;][[I]&#93;</li> <li style="list-style-type: none">[[[][[[I]&#93;][[I]&#93;][[I]&#93;][[I]&#93;</li> <li style="list-style-type: 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none">[[[[[I][I]I]I]&#93;[[[I][I]I]I]&#93;</li> <li style="list-style-type: none">[[I][[[I][I]I]I]&#93;</li> <li style="list-style-type: none">[[[[][I]I]I][[[I][I]I]I]&#93;</li> <li style="list-style-type: none">[[[[[[[I][I]I]I]&#93;[I]I]I][[[I][I]I]I]&#93;</li> <li style="list-style-type: none">[[[[I][I]I]I][[[I][I]I]I]&#93;</li> <li style="list-style-type: none">[[[][[I][I]I]I]&#93;</li> <li style="list-style-type: none">[[[I][[I][I]I]I]&#93;</li> <li style="list-style-type: none">[[[[]I][[I][I]I]I]&#93;</li> <li style="list-style-type: none">[[[[I]I][[I][I]I]I]&#93;</li> <li style="list-style-type: none">[[[[][I]I][[I][I]I]I]&#93;</li> <li style="list-style-type: none">[[[[I][I]I][[I][I]I]I]&#93;</li> <li style="list-style-type: none">[[[[][I][I]I]I]&#93;</li> <li style="list-style-type: none">[[[[I][I][I]I]I]&#93;</li> </ul><li style="list-style-type: none">[[[[[]I]I]I]&#93;</li> <ul><li style="list-style-type: none">[][[[[[]I]I]I]&#93;</li> <li style="list-style-type: none">[[[I]I]&#93;[[[[[]I]I]I]&#93;</li> <li style="list-style-type: none">[[[[[]I]I]I]&#93;[[[[[]I]I]I]&#93;</li> <li style="list-style-type: none">[[][[[[]I]I]I]&#93;</li> <li style="list-style-type: none">[[[[I]I]&#93;[[[[]I]I]I]&#93;</li> <li style="list-style-type: none">[[[[[[]I]I]I]&#93;[[[[]I]I]I]&#93;</li> <li style="list-style-type: none">[[I][[[[]I]I]I]&#93;</li> <li style="list-style-type: none">[[[]I][[[[]I]I]I]&#93;</li> <li style="list-style-type: none">[[[[[I]I]&#93;I][[[[]I]I]I]&#93;</li> <li style="list-style-type: none">[[[[[[[]I]I]I]&#93;I][[[[]I]I]I]&#93;</li> <li style="list-style-type: none">[[[I]I][[[[]I]I]I]&#93;</li> <li style="list-style-type: none">[[[[[]I]I]I][[[[]I]I]I]&#93;</li> <li style="list-style-type: none">[[[][[[]I]I]I]&#93;</li> <li style="list-style-type: none">[[[I][[[]I]I]I]&#93;</li> <li style="list-style-type: none">[[[[[]I]I][[[]I]I]I]&#93;</li> <li style="list-style-type: none">[[[[][[]I]I]I]&#93;</li> <li style="list-style-type: none">[[[[I][[]I]I]I]&#93;</li> <li style="list-style-type: none">[[[[[]I][[]I]I]I]&#93;</li> <li style="list-style-type: none">[[[[[][]I]I]I]&#93;</li> <li style="list-style-type: none">[[[[[[]&#93;I]I]I]&#93;</li> <li style="list-style-type: none">[[[[[[[[I]I]&#93;]I]I]I]&#93;</li> <li style="list-style-type: none">[[[[[[[[[[]I]I]I]&#93;]I]I]I]&#93;</li> <li style="list-style-type: none">[[[[[[I]&#93;I]I]I]&#93;</li> <li style="list-style-type: none">[[[[[[[]I]&#93;I]I]I]&#93;</li> <li style="list-style-type: none">[[[[[[[I]I]&#93;I]I]I]&#93;</li> <li style="list-style-type: none">[[[[[[[[[]I]I]I]&#93;I]I]I]&#93;</li> </ul><li style="list-style-type: none">[[[[[I]I]I]I]&#93;</li> <ul><li style="list-style-type: none">[][[[[[I]I]I]I]&#93;</li> <li style="list-style-type: none">[[[[[I]I]I]I]&#93;[[[[[I]I]I]I]&#93;</li> <li style="list-style-type: none">[[][[[[I]I]I]I]&#93;</li> <li style="list-style-type: none">[[[[[[I]I]I]I]&#93;[[[[I]I]I]I]&#93;</li> <li style="list-style-type: none">[[I][[[[I]I]I]I]&#93;</li> <li style="list-style-type: none">[[[]I][[[[I]I]I]I]&#93;</li> <li style="list-style-type: none">[[[[[[[I]I]I]I]&#93;I][[[[I]I]I]I]&#93;</li> <li style="list-style-type: none">[[[I]I][[[[I]I]I]I]&#93;</li> <li style="list-style-type: none">[[[[[]I]I]I][[[[I]I]I]I]&#93;</li> <li style="list-style-type: none">[[[[[[[[[I]I]I]I]&#93;I]I]I][[[[I]I]I]I]&#93;</li> <li style="list-style-type: none">[[[[[I]I]I]I][[[[I]I]I]I]&#93;</li> <li style="list-style-type: none">[[[][[[I]I]I]I]&#93;</li> <li style="list-style-type: none">[[[I][[[I]I]I]I]&#93;</li> <li style="list-style-type: none">[[[[[]I]I][[[I]I]I]I]&#93;</li> <li style="list-style-type: none">[[[[[I]I]I][[[I]I]I]I]&#93;</li> <li style="list-style-type: none">[[[[][[I]I]I]I]&#93;</li> <li style="list-style-type: none">[[[[I][[I]I]I]I]&#93;</li> <li style="list-style-type: none">[[[[[]I][[I]I]I]I]&#93;</li> <li style="list-style-type: none">[[[[[I]I][[I]I]I]I]&#93;</li> <li style="list-style-type: none">[[[[[][I]I]I]I]&#93;</li> <li style="list-style-type: none">[[[[[I][I]I]I]I]&#93;</li> <li style="list-style-type: none">[[[[[[]I]I]I]I]&#93;</li> <li style="list-style-type: none">[[[[[[I]I]I]I]I]&#93;</li> </ul></ul></ul></ul></ul>SRO Total 6906 ordinals.

Source code
Source code of Ordinal Explorer v2.0.

For comparison see function compare;, for cofinality see function cof, for fundamental sequence algorythm see function fs. For new notation see first parts of these functions (between if new then begin and end) (second part are for old notation, used in version 1.0). unit Ord;

interface

uses Windows, Messages, SysUtils, Variants, Classes, Graphics, Controls, Forms, Dialogs, StdCtrls, StrUtils, Math, ScktComp;

type TForm1 = class(TForm) Button1: TButton; Label1: TLabel; Label2: TLabel; Label3: TLabel; ServerSocket1: TServerSocket; Label4: TLabel; Label5: TLabel; Label6: TLabel; Label7: TLabel; procedure Button1Click(Sender: TObject); procedure Serversocket1ClientRead(Sender: TObject; Socket: TCustomWinSocket); procedure Form1Create(Sender: TObject); procedure Form1Destroy(Sender: TObject); end;

lis=array of record s{,i}: string; c,l: integer; end; rar=array[0..19] of string;

var Form1: TForm1; st,st1,bo,cout,qhost,fa: string; s: lis; f: textfile; b,bn,g,new: boolean; cn,yn,cl,sl: integer; t: array[0..3] of integer; duq,uq: rar; implementation

{$R *.dfm}

// swap strings st1 and st2 procedure swap(var st1,st2:string); var st:string; begin st:=st2; st2:=st1; st1:=st; end;

// get position of last symbol p of string st (if l=true then first) function getls(st,p:string; l:boolean=false):integer; var e,np: integer; begin if length(st)=0 then result:=ifthen(l,1,0) else begin if l then e:=0 else e:=length(st)+1; np:=0; repeat if l then inc(e) else dec(e); if (st[e]='(') or (st[e]='[') then dec(np);     if (st[e]=')') or (st[e]=']') then inc(np); until (not l and (e=1)) or (l and (e=length(st))) or ((st[e]=p) and (np=0)); if not l and (e=1) and (st[1]<>p) then e:=0 else if l and (e=length(st)) and (st[e]<>p) then e:=length(st)+1; result:=e; end; end;

// get base of string st (in new notation) function base(st:string):string; begin result:=copy(st,getls(st,']',true)+1,length(st)); //result:=copy(st,getls(copy(st,2,length(st)),']',true)+2,length(st)); end;

// get booster of string st (in new notation) function booster(st:string):string; begin result:=copy(st,2,getls(st,']',true)-2); //result:=copy(st,2,getls(copy(st,2,length(st)),']',true)-1); end;

// get last element of set st with separator s function le(st:string;s:string='+'):string; begin result:=copy(st,getls(st,s)+1,length(st)); end;

// get first element of set st with separator s function fe(st:string;s:string='+'):string; begin result:=copy(st,1,getls(st,s,true)-1); end;

// get left rest of set st with separator s function lrest(st:string;s:string='+'):string; begin result:=copy(st,1,getls(st,s)-1); end;

// get right rest of set st with separator s function rrest(st:string;s:string='+'):string; begin result:=copy(st,getls(st,s,true)+1,length(st)); end;

// last term of Cantor normal form st set to beta function ltst(st,beta:string):string; begin if beta='' then result:=lrest(st) else begin if lrest(st)= then result:= else result:=lrest(st)+'+'; result:=result+beta; end; end;

// get successor of ordinal st function suc(st:string):string; begin if new then result:='[]'+st else begin if st='' then result:='1' else result:=st+'+1'; end; end;

// get X from successor ordinal st = X + 1 function pred(st:string):string; begin if new then result:=copy(st,3,length(st))

else begin if st='1' then result:='' else result:=copy(st,1,length(st)-2); end; end;

// get string inside Veblen-like function st function getx(st:string):string; begin result:=copy(st,2,length(st)-2); end;

// get last Veblen-like parameter of CNF term st function get1(st:string):string; begin if st[1]='(' then  result:=le(getx(st),'.') else   result:=st; end;

// get left Veblen-like parameter of CNF term st function get3(st:string):string; begin if st[1]='(' then  result:=lrest(lrest(getx(st),'.'),'.') else   result:=''; end;

// get middle Veblen-like parameter of CNF term st function get2(st:string):string; begin if st[1]='(' then  begin   result:=le('.'+lrest(getx(st),'.'),'.');   if result= then result:=suc(get3(st));   end else   result:=; end;

// get type of ordinal st (0 - 0, 1 - successor, 2 - limit) function getordtype(st:string):byte; begin if st='' then result:=0 else if le(st)='1' then result:=1 else result:=2; end;

// finite ordinal string st to number function fostn(st:string):integer; begin if st='' then result:=0 else result:=(length(st)+1) div 2; end;

// get cardinality of ordinal st function card(st:string):string; begin if pos('(',st)=0 then  result:=st else   begin   st:=get3(fe(st));   if st= then      result:=   else      result:='('+st+'..)';   end; end;

// compare standard forms of ordinals st1, st2 (if st1<st2 then -1; if st1=st2 then 0; if st1>st2 then 1) function compare(st1,st2:string):shortint; forward;

// get sum of ordinals s1, s function sum(s1,s2:string):string; var l:string; begin if s2='' then result:=s1 else begin l:=fe(s2); while (s1<>'') and (compare(le(s1),l)=-1) do     s1:=lrest(s1); result:=ifthen(s1=,,s1+'+')+s2; end; end;

// right part of ordinal st < ordinal x function rx(st,x:string):string; begin result:=st; while (result<>'') and (compare(result,x)>-1) do result:=rrest(result); end;

// right part of ordinal st with cardinality <= ordinal x function rox(st,x:string):string; begin result:=st; while (result<>'') and (compare(card(result),x)=1) do result:=rrest(result); end;

// left part of ordinal st with cardinalities of all CNF terms > ordinal x function lx(st,x:string):string; begin result:=st; while (result<>'') and (compare(card(le(result)),x)<1) do result:=lrest(result); end;

// left part of ordinal st with cardinalities of all CNF terms larger >= ordinal x function lox(st,x:string):string; begin result:=st; while (result<>'') and (compare(card(le(result)),x)=-1) do result:=lrest(result); end;

// get x0 of ordinal st (st without CNF term with cardinality < card(st)) function x0(st:string):string; begin result:=lox(st,card(st)); end;

// get leo of ordinal st (right part of st with cardinality < card(st)) function leo(st:string):string; begin result:=rx(st,card(st)); end;

function getsf(st:string;l:string='n'):string; forward;

// omega ^ st function omex(st:string):string; var c:string; begin if st='' then result:='1' else begin c:=get3(card(st)); if fe(st)=ifthen(c='','1','('+c+'..)') then st:=rrest(st); result:=getsf('('+ifthen(c=,,c+'..')+st+')'); end; end;

// exponent ex of st = omega ^ ex function exom(st:string):string; var c,z:string; begin if st='1' then result:='' else begin c:=get3(st); z:=get1(st); if compare(card(get1(st)),card(st))=1 then result:=st else result:=sum(ifthen(c='','1','('+c+'..)'),z); end; end;

// is st product of two multipliers, including non-one function isprod(st:string;b:boolean=true):boolean; begin if b then result:=(rrest(st)<>'') and (compare(fe(exom(fe(st))),fe(exom(le(st))))=0) else result:=(st<>'1') and (compare(fe(st),le(st))=0);                                       // without multipliers end;

// left part of ordinal st such as it is product of two non-one multipliers (r is right rest of st) function lprod(st:string; var r:string;b:boolean=true):string; var f,ex: string; begin result:=''; if st<>'' then begin if isprod(st,b) then begin result:=st; r:=''; end else begin f:=fe(st); //ex:=fe(exom(f)); //ex:=f;                                  // without multipliers ex:=ifthen(b,fe(exom(f)),f); repeat result:=sum(result,f); st:=rrest(st); f:=fe(st); //until (st='') or (ex<>fe(exom(fe(st)))); //until (st='') or (ex<>f);                // without multipliers until (st='') or (ex<>ifthen(b,fe(exom(fe(st))),f)); r:=st; end; end; end;

// exponent of left multiplier of non-zero ordinal st such as it is product of two non-one multipliers (r is right multiplier) function elmu(st:string; var r:string):string; var e: integer; e1,e2,s: string; begin s:=exom(fe(st)); e1:=rrest(s); e2:=rrest(exom(le(st))); result:=fe(s); while (e1<>'') and (compare(fe(e1),fe(e2))=0) do  begin result:=sum(result,fe(e1)); e1:=rrest(e1); e2:=rrest(e2); end; e:=length(result); r:=''; while st<>'' do  begin delete(s,1,e); if s<>'' then delete(s,1,1); r:=sum(r,omex(s)); st:=rrest(st); if st<>'' then s:=exom(fe(st)); end; end;

function unone(st:string):string; begin result:=ifthen(st='1','',st); end;

// is st epsilon number function iseps(st:string):boolean; begin //result:=st=omex(st); if (pos('(',st)=0) or (rrest(st)<>) then  result:=false else   result:=(compare(card(get1(st)),card(st))=1) or ((get1(st)=) and (card(st)<>'')) end;

// left sum of lprods of ordinal st until omex beginning from epsilon number (r is right rest of st) function unep(st:string; var r:string; b:boolean=true):string; var s,s1,m:string; begin if b then begin result:=''; s:=lprod(st,s1,b); while (st<>) and not iseps(fe(elmu(s,m))) do  //while (st<>) and not iseps(fe(exom(fe(elmu(s,m))))) do      begin result:=sum(result,s); st:=s1; s:=lprod(st,s1,b); end; r:=st; end else begin result:=st; r:=''; if iseps(st) then swap(result,r); end; {if iseps(st) then                                     // without multipliers begin result:=''; r:=st; end else begin result:=st; r:=''; end; } end;

// finite ordinal e from integer to computer format function cf(e:integer):string; begin result:=''; while e<>0 do  begin dec(e); result:=suc(result); end; end;

function minus(st,x,a:string):boolean; forward;

function les(te:integer;st,a,n:string;p:boolean=false;w:boolean=false):boolean; var q:shortint; s:string; begin result:=true; if compare(get3(a),n)=-1 then begin inc(t[te]); form1.Label3.Caption:=inttostr(t[0])+' / '+inttostr(t[1])+' / '+inttostr(t[2])+' / '+inttostr(t[3]); form1.Label3.Refresh; end; if (st='') and p then result:=false; while result and (st<>'') do  begin s:=le(st); st:=lrest(st); if pos('(',s)=0 then     result:=not p   else      begin      if compare(get3(s),n)<1 then         begin         q:=compare(s,a);         result:=q<ifthen(p,1,0);         if p and (q=0) then            begin            p:=false;            s:='';            end;         end;      if {w or} (compare(get3(s),n)>-1) then      //if (compare(get3(a),n)=-1) or (compare(get3(s),n)>-1) then      if result {and (pos('(',s)<>0)} then result:=les(3,get1(s),a,n,p); end; p:=false; //w:=true; end; end;

// check rest of st for x{-}a function cr(st,a:string):boolean; begin result:=true; st:=lox(rx(st,card(a)),''); while st<>'' do  if cr(get1(fe(st)),a) then st:=rrest(st) else begin result:=false; st:=''; end; end;

// is ordinal st element of x{-}a function minus2(st,x,a:string):boolean; var s:string; begin result:=false; if (compare(rox(st,suc(card(a))),x)=-1) and (compare(rox(st,card(a)),a)=-1) and cr(st,a) then begin result:=true; st:=lx(st,card(a)); s:=x; while compare(fe(st),fe(s))=0 do     begin st:=rrest(st); s:=rrest(s); end; while st<>'' do     if minus(get1(fe(st)),x,a) then st:=rrest(st) else begin result:=false; st:=''; end; end; end;

// is ordinal st element of x{-}a function minus1(st,x,a:string):boolean; var s,y,k:string; begin result:=false; if (pos('(',st)=0) and (pos('(',x)<>0) then result:=true else if (((compare(st,x)=-1) or (compare(card(x),card(a))=1) and (compare(card(st),card(x))=1))) and (compare(rox(st,card(a)),a)=-1) then //if ((compare(card(st),card(x))=1) or (compare(st,x)=-1)) and (compare(rox(st,card(a)),a)=-1) then //if (compare(st,x)=-1) and (compare(rox(st,card(a)),a)=-1) then begin result:=true; k:=lx(st,card(a)); //st:=lx(st,'1'); s:=x; while compare(fe(k),fe(s))=0 do     begin k:=rrest(k); s:=rrest(s); end; while k<>'' do     begin y:=x; //while compare(card(get1(fe(st))),card(y))=1 do y:=get1(fe(y)); //if compare(card(get1(fe(st))),card(x))=1 then y:=get1(fe(x)) else y:=x; if minus(get1(fe(k)),y,a) then k:=rrest(k) else begin result:=false; k:=''; end; end; {if result=true then begin k:=rox(st,card(a)); while k<>'' do        begin if minus(get1(fe(k)),x,a) then begin k:=rrest(k); if pos('(',k)=0 then k:=;           end         else            begin            result:=false;            k:=;            end;         end;      end;}   end; end;

// is ordinal st element of x{-}a function minus0(st,x,a:string):boolean; var s,y:string; begin result:=false; {if (pos('(',st)=0) and (pos('(',x)<>0) then result:=true else} if ((compare(st,x)=-1) or (compare(card(x),card(a))=1) and (compare(card(st),card(x))=1)) and (compare(rox(st,card(a)),a)=-1) then //if ((compare(card(st),card(x))=1) or (compare(st,x)=-1)) and (compare(rox(st,card(a)),a)=-1) then //if (compare(st,x)=-1) and (compare(rox(st,card(a)),a)=-1) then begin result:=true; st:=lx(st,card(a)); //st:=lx(st,'1'); s:=x; while compare(fe(st),fe(s))=0 do     begin st:=rrest(st); s:=rrest(s); end; while st<>'' do     begin y:=x; //while compare(card(get1(fe(st))),card(y))=1 do y:=get1(fe(y)); //if compare(card(get1(fe(st))),card(x))=1 then y:=get1(fe(x)) else y:=x; if minus(get1(fe(st)),y,a) then st:=rrest(st) else begin result:=false; st:=''; end; end; end; end;

function minus; {var b0,b1:boolean; e0,e1:integer;} begin {if minus0(st,x,a)<>minus2(st,x,a) then result:=false else} result:=minus2(st,x,a); {b0:=minus0(st,x,a); b1:=minus2(st,x,a); if b0 then e0:=1 else e0:=0; if b1 then e1:=1 else e1:=0; if e0<>e1 then minus:=b0 else result:=b1;} end;

// is ordinal st element of x{+}a function plus(st,x,a:string):boolean; begin

//if (compare(rox(st,suc(card(a))),x)=-1) and (compare(rox(st,card(a)),a)=-1) and cr(rx(st,card(a)),a) then

result:=(pos('(',st)<>0) and       //(compare(rox(st,suc(card(a))),x)=-1) and        ((compare(st,x)=-1) or ((compare(card(x),card(a))=1) and (compare(card(st),card(x))=1))) and        ((compare(le(st),a)=0) or plus(get1(le(st)),x,a)) and        minus(lrest(st),x,a);

//result:=(pos('(',st)<>0) and (((compare(st,x)=-1) or (compare(card(x),card(a))=1) and (compare(card(st),card(x))=1))) and ((compare(le(st),a)=0) or plus(get1(le(st)),x,a)) and minus(lrest(st),x,a); //result:=(pos('(',st)<>0) and ((compare(st,x)=-1) or (compare(card(st),card(x))=1)) and ((compare(le(st),a)=0) or plus(get1(le(st)),x,a)) and minus(lrest(st),x,a); //result:=(pos('(',st)<>0) and (compare(st,x)=-1) and ((compare(le(st),a)=0) or plus(get1(le(st)),x,a)) and minus(lrest(st),x,a); end;

// compare standard forms of ordinals st1, st2 (if st1<st2 then -1; if st1=st2 then 0; if st1>st2 then 1) function compare2(st1,st2:string):shortint; var p1,p2:shortint; b,c:boolean; //p:string; begin result:=0; if st1<>st2 then begin p1:=pos('(',st1);  p2:=pos('(',st2); if p1<>p2 then if p1>p2 then result:=1 else result:=-1 else if p1=0 then if length(st1)<>length(st2) then if length(st1)>length(st2) then result:=1 else result:=-1 else else if (lrest(st1)=) and (lrest(st2)=) then begin //result:=compare(card(get3(st1)),card(get3(st2))); result:=compare(get3(st1),get3(st2)); if result=0 then begin

{p:=get1(st1); st1:=stringreplace(st1,p,getsf(p),[]); p:=get1(st2); st2:=stringreplace(st2,p,getsf(p),[]); if st1=st2 then result:=0 else}

if (compare(card(get1(st1)),card(st1))<1) and (compare(card(get1(st2)),card(st1))<1) then result:=compare(get1(st1),get1(st2)) else begin {if compare(get1(st1),get1(st2))=1 then b:=true else b:=false; if b then swap(st1,st2); if les(0,get1(st1),st2,get3(st1)) then //if minus(get1(st1),get1(st2),st2) then result:=-1 else if not les(1,get1(st1),st2,get3(st1),true) then //if not plus(get1(st1),get1(st2),st2) then result:=1; if b then result:=-result;}

{b:=false; c:=true; if les(0,get1(st1),st2,get3(st1)) then begin b:=true; swap(st1,st2); if les(0,get1(st1),st2,get3(st1)) then c:=false; end; if not b or (b and c) then if not les(1,get1(st1),st2,get3(st1),true) then result:=1 else else result:=compare(get1(st1),get1(st2)); if b then result:=-result;}

{if les(0,get1(st1),st2,get3(st1)) then begin if les(0,get1(st2),st1,get3(st2)) then result:=compare(get1(st1),get1(st2)) else begin if not les(1,get1(st2),st1,get3(st2),true) then result:=-1; end; end else begin if not les(1,get1(st1),st2,get3(st1),true) then result:=1; end;}

result:=compare(get1(st1),get1(st2)); if result=0 then begin b:=false; c:=true; if les(0,get1(st1),st2,get3(st1)) then begin b:=true; swap(st1,st2); if les(0,get1(st1),st2,get3(st1)) then c:=false; end; if not b or (b and c) then if not les(1,get1(st1),st2,get3(st1),true) then result:=1; if b then result:=-result; end else begin if result=1 then b:=true else b:=false; if b then swap(st1,st2); if les(0,get1(st1),st2,get3(st1)) then result:=-1 else if les(1,get1(st1),st2,get3(st1),true) then result:=0 else result:=1; if b then result:=-result; end;

end;

{if minus(get1(st1),get1(st2),st2) then result:=-1 else if minus(get1(st2),get1(st1),st1) then result:=1;} end; end else while (result=0) and ((st1<>) or (st2<>)) do              begin result:=compare(fe(st1),fe(st2)); if result=0 then begin st1:=rrest(st1); st2:=rrest(st2); end; end; end; end;

// compare standard forms of ordinals st1, st2 (if st1<st2 then -1; if st1=st2 then 0; if st1>st2 then 1) function compare1(st1,st2:string):shortint; var p1,p2:shortint; b:boolean; begin result:=0; if st1<>st2 then begin p1:=pos('(',st1);  p2:=pos('(',st2); if p1<>p2 then if p1>p2 then result:=1 else result:=-1 else if p1=0 then if length(st1)<>length(st2) then if length(st1)>length(st2) then result:=1 else result:=-1 else else if (lrest(st1)=) and (lrest(st2)=) then begin result:=compare(card(get3(st1)),card(get3(st2))); if result=0 then begin if compare(get1(st1),get1(st2))=1 then b:=true else b:=false; if b then swap(st1,st2); if minus(get1(st1),get1(st2),st2) then result:=-1 else if not plus(get1(st1),get1(st2),st2) then result:=1; if b then result:=-result; end; {if minus(get1(st1),get1(st2),st2) then result:=-1 else if minus(get1(st2),get1(st1),st1) then result:=1;} end else while (result=0) and ((st1<>) or (st2<>)) do              begin result:=compare(fe(st1),fe(st2)); if result=0 then begin st1:=rrest(st1); st2:=rrest(st2); end; end; end; end;

// compare standard forms of ordinals st1, st2 (if st1<st2 then -1; if st1=st2 then 0; if st1>st2 then 1) function compare0(st1,st2:string):shortint; var s1,s2:string; p1,p2:shortint; b:boolean; begin if st1=st2 then result:=0 else begin result:=-1; p1:=pos('(',st1);  p2:=pos('(',st2); if p1>p2 then result:=1 else if p1+p2=0 then if length(st1)>length(st2) then result:=1 else else if p1+p2=2 then begin s1:=fe(st1); s2:=fe(st2); if (s1<>st1) or (s2<>st2) then begin result:=compare(s1,s2); if result=0 then result:=compare(rrest(st1),rrest(st2)); end else begin result:=compare(card(get3(s1)),card(get3(s2))); if result=0 then if (compare(card(get1(s1)),card(s1))<1) and (compare(card(get1(s2)),card(s2))<1) then result:=compare(get1(s1),get1(s2)) else begin result:=-1; s1:=get1(s1); s2:=get1(s2); while fe(s1)=fe(s2) do                    begin s1:=rrest(s1); s2:=rrest(s2); end; if compare(fe(s1),fe(s2))=-1 then begin b:=false; s2:=st2; end else begin b:=true; s1:=s2; s2:=st1; end; while s1<>'' do                    if ifthen(compare(card(s1),card(s2))=1,compare(get1(fe(s1)),s2),compare(fe(s1),s2))>-1 then //if compare(get1(fe(s1)),s2)>-1 then begin result:=1; s1:=''; end else s1:=rrest(s1); if b then result:=-result; end; end; end; end; end;

function compare; var //b0,b1:shortint; q1,q2,l1,l2:integer; begin if new then begin if st1=st2 then result:=0 else begin if st1='' then result:=-1 else if st2='' then result:=1 else begin if (rightstr(st1,1)='I') and (rightstr(st2,1)<>'I') then result:=1 else if (rightstr(st2,1)='I') and (rightstr(st1,1)<>'I') then result:=-1 else if rightstr(st1,1)='I' then result:=compare(leftstr(st1,length(st1)-1),leftstr(st2,length(st2)-1)) else repeat l1:=length(st1); l2:=length(st2); q1:=getls(st1,'['); q2:=getls(st2,'['); delete(st1,l1,1); delete(st2,l2,1); result:=compare(copy(st1,q1+1,l1),copy(st2,q2+1,l2)); if result=0 then begin delete(st1,q1,l1); delete(st2,q2,l2); if st1='' then result:=-1 else if st2='' then result:=1; end; until result<>0; end; end; end

else begin if bn then result:=compare2(st1,st2) else result:=compare1(st1,st2); {b0:=compare0(st1,st2); b1:=compare1(st1,st2); result:=b1; if b0<>b1 then result:=b0 else result:=b1;} end; end;

// get cofinality of ordinal st function cof(st:string):string; var g1,c,x:string; begin if new then begin if (st='') or (st='I') then result:=st else begin c:=booster(st); x:=cof(booster(st)); if x='' then result:='[]' else if (c='I') and (compare('I',st)=1) then result:=st else if (compare(x,'[]')=1) and (compare(st,x)=1) then result:=x else result:=''; end; end

else begin if st='' then result:='' else begin st:=le(st); if st='1' then result:='1' else begin c:=card(st); g1:=get1(st); if g1='' then result:=c else if getordtype(g1)=1 then begin if (compare(card(g1),c)=1) and (compare(cof(x0(g1)),'')>-1) and (compare(cof(x0(g1)),c)<1) then result:=cof(x0(g1)) else result:=''; end else begin x:=cof(g1); if compare(x,c)=1 then result:='' else result:=x; end; end; end; end; end;

// check if ordinal (x+s) is in standard form function sf(x,s:string):boolean; var g1,s1,s2:string; begin g1:=get1(s); if (x<>'') and (compare(card(g1),card(le(x)))=1) then result:=true else if x=g1 then result:=true else begin s1:=x; s2:=g1; while fe(s1)=fe(s2) do     begin s1:=rrest(s1); s2:=rrest(s2); end; if ((s1=) and (s2=) and (x<>'')) or (compare(fe(s1),fe(s2))=1) then result:=true else begin s1:=rrest(s1); while (s1<>'') and not sf(get1(fe(s1)),x) do        s1:=rrest(s1); result:=s1<>''; end; end; end;

// possible standard form of infinite ordinal st with one CNF term function psf(st:string):string; var c:string; begin c:=card(st); repeat st:=le(get1(st)); //until compare(card(st),c)<1; until (pos('(',st)=0) or (compare(card(st),c)<1); result:=st; end;

function maxcard(st:string):string; begin result:=card(st); repeat st:=get1(st); if compare(card(st),result)=1 then result:=card(st); st:=le(st); until (pos('(',st)=0); end;

function tel(st,p,l:string):boolean; var s:string; begin result:=true; while result and (st<>p) do  begin s:=get1(st); st:=le(s); result:=les(2,lrest(s),l,''); end; end;

function maxc(st,l:string):string; var s:string; begin result:=''; while pos('(',st)<>0 do  begin   s:=fe(st);   st:=rrest(st);   if compare(card(s),l)=1 then   //if card(s)<>'' then      s:=maxc(get1(s),l);   if compare(s,result)=1 then      result:=s   end; end;

// get standard form of ordinal st function getsf1(st:string;l:string='n'):string; var p:string; begin result:=st; if l='n' then l:=card(st); //if compare(card(st),'')=0 then if pos('(',st)<>0 then  if rrest(st)<> then      result:=getsf(fe(st),l)+'+'+getsf(rrest(st),l)   else      {if compare(card(get1(st)),card(st))<1 then         begin         st:=getsf1(get1(st));         if (pos('(',st)<>0) and (rrest(st)=) and (compare(card(get1(st)),card(st))=1) then result:=st; end else} begin p:=get1(st); p:=getsf(p,l); if get3(st)='' then p:='('+p+')' else p:='('+get3(st)+'..'+p+')'; if compare(st,p)=0 then st:=p; result:=st; p:=psf(st); //if (compare(card(p),card(st))=0) and plus(get1(st),get1(p),p) then result:=p; //if card(p)=card(st) then //if (pos('(',p)<>0) {and (compare(maxcard(p),card(st))=1)} and (compare(card(get1(p)),card(p))=1) and (compare(get1(p),get1(st))=1) and les(2,get1(st),p,get3(st),true) then result:=p;        //if (pos('(',p)<>0) and plus(get1(st),get1(p),p) then result:=p; //if compare(p,st)=0 then result:=getsf(p); //if (compare(p,st)=0) and (tel(st,p,l)) then result:=getsf(p); if (compare(p,st)=0) and ((maxc(st,l)='') or (compare(maxc(p,l),maxc(st,l))>-1)) then result:=getsf(p); end; end;

// get standard form of ordinal st function getsf0(st:string):string; var p:string; begin result:=st; if pos('(',st)<>0 then  if rrest(st)<>'' then      result:=getsf0(fe(st))+'+'+getsf0(rrest(st))   else      begin      p:=getsf0(psf(st));      //if (compare(card(p),card(st))=0) and plus(get1(st),get1(p),p) then result:=p;      if (pos('(',p)<>0) and plus(get1(st),get1(p),p) then result:=p; end; end;

// get standard form of ordinal st function getsf; begin if new then result:=st else begin if bn then result:=getsf1(st,l) else result:=getsf0(st); end; end;

// get standard form of ordinal st {function getsf(st:string):string; var x,s,c:string; begin result:=st; if pos('(',st)<>0 then if lrest(st)<> then  result:=getsf(lrest(st))+'+'+getsf(le(st)) else   begin   c:=card(st);   x:=get1(st);   s:=le(x);   x:=lrest(x);   if (getordtype(s)=2) and (compare(card(get1(s)),c)=1) and ((x=) or (compare(le(x),c)=1)) and not sf(x,s) then      result:=getsf(s);   end; end;}

// get n-th element of fs of ordinal st function fs(st,n:string):string; var c,s,x,z:string; i:integer; begin if new then begin if st='SRO' then begin z:='I'; for i:=1 to fostn(n) do     z:='['+z+']I'; result:=+z+; end else if st='I' then result:=n else begin x:=booster(st); c:=base(st); if x='' then result:=c else if (x='I') and (compare('I',c)=1) then result:=n else begin z:=base(x); s:=cof(x); if s='[]' then begin for i:=1 to fostn(n) do           c:='['+z+']'+c; result:=c; end else begin if compare(st,s)=1 then result:='['+fs(x,n)+']'+c else if compare(base(s),st)<1 then begin s:=c; for i:=1 to fostn(n) do              s:='['+fs(x,s)+']'+c; result:=s; {s:='['+fs(x,c)+']'+c; for i:=1 to fostn(n) do              s:='['+fs(x,s)+']'; result:=s;} end else begin s:=base(s); //z:=s; z:=fs(x,s); for i:=1 to fostn(n) do              z:=fs(x,'['+z+']'+s); result:='['+z+']'+c; end; end; end; end; end

else begin if pos('(',st)=0 then     result:=pred(st)                              // natural else begin   if st=bo then      begin      result:=;      repeat         if n= then            begin            result:='('+result+')';            n:='s';            end         else            begin            result:='('+n+'..'+result+')';            n:=pred(n);            end;         until n='s';      end   else begin c:=lrest(st); if c<> then   begin   s:=fs(le(st),n);                                // > 1 CNF terms   if s<> then s:='+'+s;   result:=c+s;   end else   begin   c:=card(st);   s:=get1(st);   if s= then      result:=n                                                        // 1   else      begin      z:='('+ifthen(get3(st)=,,get3(st)+'.')+ifthen(get2(st)=suc(get3(st)),,get2(st))+ifthen((get3(st)=) and (get2(st)=suc(get3(st))),,'.'); if getordtype(s)=1 then begin x:=cof(x0(s)); if (compare(card(s),c)=1) and (compare(x,'')>-1) and (compare(x,c)<1) then begin x:=fs(x0(s),n);                                           // 3 if x<>'' then x:=x+'+'; result:=z+x+z+pred(s)+')'+'+1)'; //result:=z+x+getsf(z+pred(s)+')')+'+1)'; end else if compare(card(s),c)<1 then begin result:='';                                            // 2 if n<>'' then begin x:=z+pred(s)+')';                 //x:=getsf(x);                  for i:=1 to fostn(n) do                     result:=result+'+'+x;                  delete(result,1,1);                  end;               end            else               begin               result:=z+fs(x0(s),z+pred(s)+')'+'+1')+')';      // 4               //result:=z+fs(x0(s),getsf(z+pred(s)+')')+'+1')+')';               //result:=getsf(z+fs(x0(s),z+pred(s)+')'+'+1')+')');               for i:=1 to fostn(n) do                  result:=z+fs(x0(s),result)+')'; end; end else begin x:=cof(s); if (compare(x,'')>-1) and (compare(x,c)<1) then begin result:=z+fs(s,n)+')';                                    // 5            //result:=getsf(result);            //if (n=) or (n='1') then result:=getsf(result);            end         else            begin            result:=z+fs(s,)+')';                                    // 6 //if n='' then result:=getsf(result); //result:=getsf(result); for i:=1 to fostn(n) do              result:=z+fs(s,result)+')';            end;         end;      end;   end; end; end; {if compare(result,st)>-1 then result:=st;} end; end;

function convert(st:string;z:boolean=false):string; var s,ex,m,sex,r,em,us:string; b,mu,l,lo,sp:boolean;

function conveps(s:string):string; var x,c,c1,c2,l1:string; begin x:=get1(s); c:=get3(s); c1:=card(s); c2:=card(x); if l and (fe(x)='('+suc(c)+'..)') and (card(rrest(x))<>'('+suc(c)+'..)') then result:='&#949;'+convert(sum(ifthen(c=,,'('+c+'..)+1'),rrest(x)),true)+'' else if l and (fe(x)='('+suc(c)+'..)') and (fe(rrest(x))='('+suc(c)+'..)') and (card(rrest(rrest(x)))<>'('+suc(c)+'..)') then result:='&#950;'+convert(sum(ifthen(c=,,'('+c+'..)+('+c+'..)+1'),rrest(rrest(x))),true)+'' else if l and (fe(x)='('+suc(c)+'..)') and (fe(rrest(x))='('+suc(c)+'..)') and (fe(rrest(rrest(x)))='('+suc(c)+'..)') and (card(rrest(rrest(rrest(x))))<>'('+suc(c)+'..)') then result:='&#951;'+convert(sum(ifthen(c=,,'('+c+'..)+('+c+'..)+('+c+'..)+1'),rrest(rrest(rrest(x)))),true)+'' else if l and (fe(x)='('+suc(c)+'..1)') and (card(rrest(x))<>'('+suc(c)+'..)') then result:='&#913;'+convert(sum(ifthen(c=,,'('+c+'..)+1'),rrest(x)),true)+'' else if l and (fe(x)='('+suc(c)+'..((1..)))') and (card(rrest(x))<>'('+suc(c)+'..)') then result:='&#914;'+convert(sum(ifthen(c=,,'('+c+'..)+1'),rrest(x)),true)+'' else if l and (fe(x)='('+suc(c)+'..(1..))') and (card(rrest(x))<>'('+suc(c)+'..)') then result:='&#915;'+convert(sum(ifthen(c=,,'('+c+'..)+1'),rrest(x)),true)+'' else if l and (fe(x)='('+suc(c)+'..(1..)+(1..))') and (card(rrest(x))<>'('+suc(c)+'..)') then result:='&#916;'+convert(sum(ifthen(c=,,'('+c+'..)+1'),rrest(x)),true)+'' else if l and (fe(x)='('+suc(c)+'..(1..1))') and (card(rrest(x))<>'('+suc(c)+'..)') then result:='v'+convert(sum(ifthen(c=,,'('+c+'..)+1'),rrest(x)),true)+'' else if l and (fe(x)='('+suc(c)+'..(1..(1..)))') and (card(rrest(x))<>'('+suc(c)+'..)') then result:='V'+convert(sum(ifthen(c=,,'('+c+'..)+1'),rrest(x)),true)+'' else if l and (fe(x)='('+suc(c)+'..(1+1..))') and (card(rrest(x))<>'('+suc(c)+'..)') then result:='H'+convert(sum(ifthen(c=,,'('+c+'..)+1'),rrest(x)),true)+'' else if lo and (x='') then result:='&#937;'+ifthen(c='1',,+convert(c,true)+'') else begin l1:=''; while sp and (lrest(x)='') and (compare(c2,c1)=1) do           begin l1:=suc(l1); x:=get1(x); c1:=c2; c2:=card(x); end; result:='&#966;'+ifthen(c=,,+convert(c)+)+ifthen(l1=,,+convert(l1)+)+'('+convert(x,true)+')' end; end;

begin lo:=uq[11]=''; if uq[9]<>'' then result:=st else if pos('(',st)=0 then     result:=ifthen(st=,ifthen(z,'0',),inttostr(ceil(length(st)/2))) else   if st=bo then      result:='&#966;'+ifthen(lo,'&#969;','&#966;(0)')+'(0)'   else      begin      mu:=uq[5]<>;      l:=uq[8]=;      sp:=uq[10]=;      result:=;      repeat         s:=lprod(st,st,mu);         ex:=elmu(s,m);         r:=;         if ex= then            m:=inttostr(ceil(length(m)/2))         else            begin            while ex<> do               begin               sex:=unep(ex,ex,mu);               if sex<> then                  begin                  if lo then                     begin

sex:=unone(convert(sex)); sex:='&#969;'+ifthen(sex=,,+sex+); end else begin sex:=unone(omex(sex)); if sex<>'' then sex:=conveps(sex); end; r:=r+sex; end else begin sex:=elmu(lprod(ex,ex,mu),em); b:=(rrest(sex)='') or (fe(em)='1') or isprod(em,mu); em:=unone(ifthen(b,,'(')+convert(em)+ifthen(b,,')')); us:=unone(convert(omex(rrest(sex))))+em; r:=r+conveps(fe(sex))+ifthen(us=,,+us+); end; end; b:=(fe(m)='1') or isprod(m,mu); m:=unone(ifthen(b,,'(')+convert(m)+ifthen(b,,')')); end; result:=result+ifthen(result=,,' + ')+r+m; until st=''; end; end;

function convert_old(st:string;z:boolean=false):string; var e:integer; s,a,delta:string;

function getb(x:string):string; begin result:=''; while x<>'' do  begin result:=result+'+'+omex(get1(fe(x))); x:=rrest(x); end; delete(result,1,1); result:=getsf(result); end;

function geta(s:string):string; var x,c,c1,c2,l:string; begin if s='1' then result:=s else begin x:=get1(s); c:=get3(s); c1:=card(s); c2:=card(x); if (compare(c1,'')<1) or (compare(c2,c1)=1) then //if true then begin if lrest(s)='' then if (c='') and (c2<>'(1..)') then result:='&#969;'+ifthen(x=,,+ifthen(pos('(',x)=0,convert('1+'+x),convert(x))+)

{else if (c='') and (fe(x)='(1..)') and (card(rrest(x))<>'(1..)') then result:='&#949;'+convert(rrest(x),true)+'' else if (c='1') and (fe(x)='(1+1..)') and (card(rrest(x))<>'(1+1..)') then result:='&#949;'+convert(sum('(1..)+1',rrest(x)),true)+'' } else if (fe(x)='('+suc(c)+'..)') and (card(rrest(x))<>'('+suc(c)+'..)') then result:='&#949;'+convert(sum(ifthen(c=,,'('+c+'..)+1'),rrest(x)),true)+''

{else if (c='') and (fe(x)='(1..)') and (fe(rrest(x))='(1..)') and (card(rrest(rrest(x)))<>'(1..)') then result:='&#950;'+convert(rrest(rrest(x)),true)+''} else if (fe(x)='('+suc(c)+'..)') and (fe(rrest(x))='('+suc(c)+'..)') and (card(rrest(rrest(x)))<>'('+suc(c)+'..)') then result:='&#950;'+convert(sum(ifthen(c=,,'('+c+'..)+('+c+'..)+1'),rrest(rrest(x))),true)+''

{else if (c='') and (fe(x)='(1..)') and (fe(rrest(x))='(1..)') and (fe(rrest(rrest(x)))='(1..)') and (card(rrest(rrest(rrest(x))))<>'(1..)') then result:='&#951;'+convert(rrest(rrest(rrest(x))),true)+''} else if (fe(x)='('+suc(c)+'..)') and (fe(rrest(x))='('+suc(c)+'..)') and (fe(rrest(rrest(x)))='('+suc(c)+'..)') and (card(rrest(rrest(rrest(x))))<>'('+suc(c)+'..)') then result:='&#951;'+convert(sum(ifthen(c=,,'('+c+'..)+('+c+'..)+('+c+'..)+1'),rrest(rrest(rrest(x)))),true)+''

{else if (c='') and (fe(x)='(1..1)') and (card(rrest(x))<>'(1..)') then result:='&#913;'+convert(rrest(x),true)+''} else if (fe(x)='('+suc(c)+'..1)') and (card(rrest(x))<>'('+suc(c)+'..)') then result:='&#913;'+convert(sum(ifthen(c=,,'('+c+'..)+1'),rrest(x)),true)+''

{else if (c='') and (fe(x)='(1..((1..)))') and (card(rrest(x))<>'(1..)') then result:='&#914;'+convert(rrest(x),true)+''} else if (fe(x)='('+suc(c)+'..((1..)))') and (card(rrest(x))<>'('+suc(c)+'..)') then result:='&#914;'+convert(sum(ifthen(c=,,'('+c+'..)+1'),rrest(x)),true)+''

{else if (c='') and (fe(x)='(1..(1..))') and (card(rrest(x))<>'(1..)') then result:='&#915;'+convert(rrest(x),true)+''} else if (fe(x)='('+suc(c)+'..(1..))') and (card(rrest(x))<>'('+suc(c)+'..)') then result:='&#915;'+convert(sum(ifthen(c=,,'('+c+'..)+1'),rrest(x)),true)+''

{else if (c='') and (fe(x)='(1..(1..)+(1..))') and (card(rrest(x))<>'(1..)') then result:='&#916;'+convert(rrest(x),true)+''} else if (fe(x)='('+suc(c)+'..(1..)+(1..))') and (card(rrest(x))<>'('+suc(c)+'..)') then result:='&#916;'+convert(sum(ifthen(c=,,'('+c+'..)+1'),rrest(x)),true)+''

{else if (c='') and (fe(x)='(1..(1..1))') and (card(rrest(x))<>'(1..)') then result:='v'+convert(rrest(x),true)+''} else if (fe(x)='('+suc(c)+'..(1..1))') and (card(rrest(x))<>'('+suc(c)+'..)') then result:='v'+convert(sum(ifthen(c=,,'('+c+'..)+1'),rrest(x)),true)+''

{else if (c='') and (fe(x)='(1..(1..(1..)))') and (card(rrest(x))<>'(1..)') then result:='V'+convert(rrest(x),true)+''} else if (fe(x)='('+suc(c)+'..(1..(1..)))') and (card(rrest(x))<>'('+suc(c)+'..)') then result:='V'+convert(sum(ifthen(c=,,'('+c+'..)+1'),rrest(x)),true)+''

{else if (c='') and (fe(x)='(1..(1+1..))') and (card(rrest(x))<>'(1..)') then result:='H'+convert(rrest(x),true)+''} else if (fe(x)='('+suc(c)+'..(1+1..))') and (card(rrest(x))<>'('+suc(c)+'..)') then result:='H'+convert(sum(ifthen(c=,,'('+c+'..)+1'),rrest(x)),true)+''

else begin l:=''; while (lrest(x)='') and (compare(c2,c1)=1) do           begin l:=suc(l); x:=get1(x); c1:=c2; c2:=card(x); end; result:='&#966;'+ifthen(c=,,+convert(c)+)+ifthen(l=,,+convert(l)+)+'('+convert(x,true)+')' end else result:=convert(s); end else begin if compare(card(fe(x)),c1)=1 then result:=s else begin while (x<>'') and (compare((card(le(x))),c1)=-1) do        x:=lrest(x); if compare(fe(x),c1)<1 then x:=card(s)+ifthen(x=,,'+')+x; result:='&#937;'; if c<>'1' then result:=result++convert(c)+; x:=convert(getb(x)); if x<>'1' then result:=result++x+; end; end; end; end;

function getd(s:string):string; var x,c:string; begin c:=card(s); if c='' then result:='1' else begin x:=get1(s); if compare(card(x),c)=1 then result:='1' else begin while (x<>'') and (compare((card(fe(x))),c)=0) do        x:=rrest(x); result:=omex(x); end; end; end;

begin if pos('(',st)=0 then  if st=bo then      result:='&#966;&#969;(0)'   else      result:=ifthen(st=,ifthen(z,'0',),inttostr(ceil(length(st)/2))) else      begin      s:=le(st);      result:=;      repeat         a:=geta(s);         e:=0;         delta:=;         repeat            inc(e);            delta:=getd(s)+ifthen(delta=,,'+')+delta;            st:=lrest(st);            s:=le(st);            until (st=) or (geta(s)<>a);         if result<> then            result:=' + '+result;         if (system.ord(a[1])<58) and (system.ord(a[1])>47) then            result:=inttostr(e)+result         else            begin            delta:=getsf(delta);            if pos('(',delta)=0 then if delta='1' then delta:='' else delta:=convert(delta) else if fe(delta)=le(delta) then delta:=convert(delta) else delta:='('+convert(delta)+')'; result:=a+delta+result; end; until st='' end; end;

// small expansion of pair c > l function se(c,l:string):string; var u:integer; n:string; begin n:=''; repeat result:=fs(c,n); {z:=''; while a<>'' do           begin z:=z+'+'+getsf(fe(a)); a:=rrest(a); end; if z<>'' then delete(z,1,1); a:=z;} {if compare (a,getsf(a))<>0 then a:=a else} result:=getsf(result); n:=suc(n); {if a='((1..)+((1..)+(1..)))' then n:=suc(n);} {if n='1+1+1+1+1+1+1+1' then //if n='1+1+1+1+1' then n:=suc(n);} until (l='-') or (compare(result,l)=1); for u:=3 to yn do        n:=suc(n); if yn>1 then result:=getsf(fs(c,n)); end;

// levelup procedure levelup; var e,i,y,u: integer; n,l,p,a,c{,z,it}: string; begin e:=0; c:=s[e].s; i:=s[e].c; y:=0; form1.Label2.Caption:=inttostr(cn)+'                      '; form1.Label2.Refresh; //while (i>-1) and (y<1000) do //while i>-1 do repeat begin n:=''; if i=-1 then begin l:='-'; p:=''; end else begin l:=s[i].s;     p:=suc(l); end; //it:=s[e].i;  {if l='((((1..))+((1..))))+((1..))' then n:='';} if compare(c,p)=0 then //if c=p then begin {if c<>p then form1.Label2.Caption:='';} e:=i; if e>-1 then begin c:=s[e].s;        i:=s[e].c;         if i=-1 then e:=i; end; dec(cn); form1.Label2.Caption:=inttostr(cn)+'                      '; form1.Label2.Refresh; end else begin a:=se(c,l); u:=0; while u<yn do        begin inc(u); y:=sl; s[e].c:=y; inc(sl); if sl>length(s) then setlength(s,length(s)*2); form1.Label1.Caption:=inttostr(sl); form1.Label1.Refresh; e:=y; s[e].c:=i; s[e].s:=a; s[e].l:=cl; if u<>yn then begin n:=pred(n); a:=getsf(fs(c,n)); end; //s[e].i:=it+convert(pred(n),true); //if a='1' then s[1].i:=s[e].i+'0'; end; c:=a; end; end; until e=-1; cn:=y; inc(cl); end;

function ruq(st:string;uq:rar):rar; var e,i:integer; begin st:=st+'='; result:=uq; while (st<>'=') and (st<>'') do  begin e:=system.ord(st[1])-48; delete(st,1,1); i:=pos('=',st); result[e]:=leftstr(st,i-1); delete(st,1,i); end; end;

function wuq(st:string):string; var e:integer; huq:rar; begin huq:=ruq(st,uq); result:=''; for e:=0 to length(uq)-1 do  if huq[e]<>duq[e] then begin if result<>'' then result:=result+'='; result:=result+chr(e+48)+huq[e]; end; end;

// get html link s, displaying string st function getrefs(s, st: string):string; begin result:='<a href="http://'+qhost+'/'+s+'">'+st+'</a>'; end;

procedure ads(st:string); begin if g then //cout:=cout+st+#13#10 cout:=cout+st else writeln(f,st); end;

procedure starthtml; begin cout:=''; st:=' <style type="text/css"> a {text-decoration: none; color: blue;} a:hover {text-decoration: underline;} a:visited {color: blue;} <body style="font-family: Arial; white-space: pre;">'; st:='sup {font-size: 0.83rem;}'+st; st:='sub {font-size: 0.83rem;}'+st; st:='<html xmlns = "http://www.w3.org/1999/xhtml"> <style type="text/css" media="Screen">'+st; ads(st); end;

procedure endhtml; begin if g then begin st:=#13#10#13#10#13#10+' Formats:'; st:=st+' ['+getrefs(wuq('9'+ifthen(uq[9]=,'0',)),ifthen(uq[9]=,,'not ')+'computer format')+']'; st:=st+' ['+getrefs(wuq('8'+ifthen(uq[8]=,'0',)),ifthen(uq[8]='','without','with')+' &#949;, &#950;, &#951;, &#913;, &#914;, &#915;, &#916;, v, V, H')+']'; st:=st+' ['+getrefs(wuq(';'+ifthen(uq[11]=,'0',)),ifthen(uq[11]='','without','with')+' &#969;, &#937;')+']'; st:=st+' ['+getrefs(wuq(':'+ifthen(uq[10]=,'0',)),ifthen(uq[10]='','without','with')+' finite subscripts of &#966;')+']'; st:=st+' ['+getrefs(wuq('5'+ifthen(uq[5]=,'0',)),ifthen(uq[5]='','with','without')+' infinite multipliers')+'] '; ads(st); st:=#13#10#13#10#13#10#13#10#13#10#13#10#13#10#13#10#13#10#13#10#13#10#13#10#13#10#13#10#13#10#13#10#13#10#13#10#13#10#13#10#13#10#13#10; ads(st); st:=#13#10#13#10#13#10#13#10#13#10#13#10#13#10#13#10#13#10#13#10#13#10#13#10#13#10#13#10#13#10#13#10#13#10#13#10#13#10#13#10#13#10#13#10; ads(st); st:=#13#10#13#10+' ['+getrefs(wuq('3'+ifthen(uq[3]=,'0',)),ifthen(uq[3]='','hide','show')+' [expand]s')+']'; st:=st+' ['+getrefs(wuq('6'+ifthen(uq[6]=,'0',)),ifthen(uq[6]='','hide','show')+' ordinal links')+'] '; ads(st); end else begin ads(' '); st:='Total '+inttostr(sl)+' ordinals. ';  ads(st); end; ads(' '); end;

function ors(st:string;b:boolean=true):string; begin result:=convert(st,true); {st:=s[0].s; while s[i].i<>'' do  begin st:=st+'['+s[i].i[1]+']'; delete(s[i].i,1,1); end;} //st:=st+' '; if g and b and (uq[6]='') then result:=getrefs(wuq('0'+st+'=1-=20=40=7'+duq[7]),result); end;

// create output list procedure createlist; var e,i,j:integer; st:string; begin cl:=0; if not g then begin st:='D:\Delphi\Ord3\1.htm'; assignfile(f,st); rewrite(f); end; starthtml; e:=0; i:=s[0].c; j:=-1; while i>-1 do  begin s[e].c:=j; j:=e; e:=i; i:=s[e].c;  end; i:=e; s[e].c:=j; if g and (uq[3]=) and (s[i].s<>) then begin st:=wuq('0'+s[i].s+'=1-=21'); st:='<ul><li style="list-style-type: none"> ['+getrefs(st,'expand')+'] </li></ul>'; ads(st); end; while i>-1 do  begin st:=ors(s[i].s); if s[i].l>0 then st:='<li style="list-style-type: none">'+st+'</li>'; while s[i].l>cl do     begin st:='<ul>'+st; inc(cl); end; while s[i].l<cl do     begin st:='</ul>'+st; dec(cl); end; ads(st); e:=i; i:=s[i].c;  if g and (i>-1) and (le(s[i].s)<>'1') then begin if uq[3]='' then begin st:=wuq('0'+s[i].s+'=1'+s[e].s+'=21'); st:='<ul><li style="list-style-type: none"> ['+getrefs(st,'expand')+'] </li></ul>'; end else st:=#13#10; ads(st); end else if g then begin st:=#13#10; ads(st); end; end; if g then begin ads(#13#10+' '+#13#10); st:=inttostr(sl)+' ordinal'+ifthen(sl=1,'','s')+' '; ads(st); st:=wuq('2'+inttostr(strtoint(uq[2])+1)); st:=#13#10+'['+getrefs(st,'expand all')+']'; if uq[2]<>'0' then st:=st+' ['+getrefs(wuq('20'),'collapse all')+']'; ads(st); end; endhtml; if not g then closefile(f); end;

// reset list of ordinals procedure resetlist; begin form1.Label1.Caption:='                                                    '; form1.Label1.Refresh; form1.Label2.Caption:='                                                    '; form1.Label2.Refresh; sl:=ifthen(uq[1]='-',1,2); setlength(s,sl); //s[0].s:='((1..(1..(1..)+)))';         // ordinal //s[0].s:='((1..(1+1..)))';         // ordinal //s[0].s:='((1..(1+1..)+))';         // ordinal //s[0].s:='((1..(1+1..(1..))))';         // ordinal //s[0].s:='((1..(1+1..(1..(1..)))))';         // ordinal

//s[0].s:='((1..(1+1..(1+1..))))';         // ordinal //s[0].s:='((1..(1+1..(1+1+1..))))';         // ordinal s[0].s:=uq[0];                        // ordinal s[0].c:=sl*2-3;           // lesser element s[0].l:=0; //s[0].i:='';

if sl=2 then begin s[1].s:=uq[1]; s[1].c:=-1; s[1].l:=0; end; end;

// start procedure TForm1.Button1Click(Sender: TObject); begin cl:=1; g:=false; //st:=inttostr(compare('((1..))','((1..(1+1..)))')); {st:=inttostr(compare('((1..(1+1..)))','((1..(1+1..(1+1+1..))))')); st:=inttostr(compare('((1..(1+1..)))','((1..(1..(1+1..))+1))'));

st:=inttostr(compare('((1..(1+1..(1..(1+1..(1+1..))))+1))','((1..(1+1..((1..(1+1..(1..(1+1..(1+1..))))+1)))+(1..(1+1..(1+1..)))+1))')); st:=inttostr(compare('((1..(1+1..(1..(1+1..(1+1..))))+1))',fs('((1..(1+1..((1..(1+1..(1..(1+1..(1+1..))))+1)))+(1..(1+1..(1+1..)))+1))','1'))); st:=fs('((1..(1+1..((1..(1+1..(1..(1+1..(1+1..))))+1)))+(1..(1+1..(1+1..)))+1))','');

st:=inttostr(compare('((1..(1+1..(1..))+1))','((1..(1+1..((1..(1+1..(1..))+1)))+(1..(1+1..(1..)))+1))')); st:=inttostr(compare('((1..(1+1..(1..(1+1..(1+1..))))+1))',fs('((1..(1+1..((1..(1+1..(1..))+1)))+(1..(1+1..(1..)))+1))',''))); st:=fs('((1..(1+1..((1..(1+1..(1..))+1)))+(1..(1+1..(1..)))+1))','');

st:=getsf(st); st:=fs(st,''); st:=fs(st,''); st:=fs(st,''); st:=fs(st,''); st:=fs(st,'1+1'); st:=fs(st,'');

st:='((1..(1+1..(1..))+))'; st:=fs(st,'1+1'); st:=fs(st,''); st:=fs(st,''); st:=fs(st,'1+1'); st:=fs(st,''); st:=fs(st,''); st:=fs(st,'1'); st:=fs(st,''); st:=fs(st,''); st:=fs(st,'1');

st:=fs(st,''); st:=fs(st,''); st:=fs(st,'');

st:=fs(st,'1'); st:=fs(st,''); st:=fs(st,'1');

st:=fs('((1..(1+1..((1..(1+1..(1..(1+1..(1+1..))))+1)))+(1..(1+1..(1+1..)))+1))',''); st:=fs('((1..(1+1..((1..(1+1..(1..(1+1..(1+1..))))+1)))+1))','');

st:=fs('(1..(1+1..(1..))+1)',''); st:=fs('((1..(1+1..(1..))+1))',''); st:=fs('(1..(1+1..((1..(1+1..(1..))+1)))+(1..(1+1..(1..)))+1)','');}

st:=getsf('(1..(1+1..((1..(1+1..(1..))+1)))+(1..(1+1..(1..))))'); //b:=minus('((1..(1+1..(1..))+1))','(1+1..(1..))','(1..(1+1..(1..)))');

//st:=inttostr(compare('(((1..))+1)','((((1..))+1))')); //b:=minus1('((1..))+1','(((1..))+1)','((((1..))+1))'); //b:=minus0('((1..(1..)))','(1..)','(1..(1..))'); //b:=minus2('((1..(1..)))','(1..)','(1..(1..))');

st:=fs('(1..(1+1..(1..)))','((1..(1+1..(1..(1+1..)))))'); st:=getsf('(1..(1+1..((1..(1+1..(1..(1+1..)))))))'); st:=fs('((1..(1+1..(1..(1+1..(1..))))))','1'); st:=fs('(1..(1+1..(1..(1+1..(1..)))))','((1..(1+1..(1..(1+1..)))))'); st:=fs('(1+1..(1..(1+1..(1..))))','((1..(1+1..(1..(1+1..)))))'); st:=fs('(1..(1+1..(1..)))','((1..(1+1..(1..(1+1..)))))'); st:=getsf('(1..(1+1..((1..(1+1..(1..(1+1..)))))))'); b:=plus('(1+1..((1..(1+1..(1..(1+1..))))))','(1+1..(1..(1+1..)))','(1..(1+1..(1..(1+1..))))'); cn:=compare('((1..(1+1..))+(1..(1+1..)+((1..(1+1..))+(1..))))','((1..(1+1..))+(1..(1+1..)))'); bn:=false; bn:=true; st:=fs('((1..(1+1..))+1)','1'); st:=fs(st,'1+1'); st:=fs(st,'1'); st:=fs(st,''); st:=fs(st,'1'); st:=fs('((1..(1..(1+1..)+((1..(1+1..))))))','1+1'); cn:=compare('((1..(1+1..)+((1..(1+1..)))))','((1..(1+1..))+((1..(1+1..)))+1)'); cn:=compare('((1..(1..(1+1..)+((1..(1+1..))))))','((1..(1+1..))+((1..(1+1..)))+1)'); cn:=compare('((1..(1..(1+1..)+((1..(1+1..1))))))','((1..(1+1..))+((1..(1+1..)))+1)'); cn:=compare('((1..(1..(1+1..)+((1..(1+1..1))))))','((1..(1+1..)))'); cn:=compare('(1..(1..(1+1..)+((1..(1+1..1)))))','(1..(1+1..))'); st:=card('(1..(1..(1+1..)+((1..(1+1..1)))))'); st:=getsf('(1..(1..(1+1..)+((1..(1+1..1)))))'); st:=getsf('(1..(1..(1+1..)+((1..(1+1..)))))'); st:='(1..(1..(1+1..1)+((1..(1+1..1)))))'; //b:=les(get1(st),get1(st),'1',true); //b:=les('(1..(1+1..1))','(1..(1+1..)+((1..(1+1..1))))','1'); cn:=compare('(1..(1+1..1))','(1..(1+1..)+((1..(1+1..1))))'); //b:=les('(1..(1+1..)+((1..(1+1..)+(1+1..))))','(1..(1+1..)+((1..(1+1..)+(1+1..))))','1',true); t[0]:=0; t[1]:=0; t[2]:=0; t[3]:=0; st:='((1..(1+1..((1..(1+1..(1..))+1)))+(1..(1+1..(1..)))+1))'; cn:=compare(st,'((1..(1+1..(1..))+1))'); cn:=compare(fs(st,''),'((1..(1+1..(1..))+1))'); cn:=compare(fs(st,'1'),'((1..(1+1..(1..))+1))'); cn:=compare(fs(st,'1+1'),'((1..(1+1..(1..))+1))'); cn:=compare(fs(st,'1+1+1'),'((1..(1+1..(1..))+1))'); cn:=compare(fs(st,'1+1+1+1'),'((1..(1+1..(1..))+1))'); cn:=compare(fs(st,'1+1+1+1+1'),'((1..(1+1..(1..))+1))'); st:=fs(st,''); st:=fs('(1..(1+1..((1..(1+1..(1..))+1)))+(1..(1+1..(1..)))+1)',''); st:=fs('((1..(1+1..(1..))+1))',''); st:=getsf('((1..((1..(1+1..)+(1..(1+1..(1..)))+1))+(1..(1+1..((1..(1+1..(1..))+1)))+(1..(1+1..(1..))))+1))'); st:=getsf('(1..(1+1..((1..(1+1..(1..))+1)))+(1..(1+1..(1..))))'); cn:=compare('(1..(1+1..((1..(1+1..(1..))+1)))+(1..(1+1..(1..))))','(1..(1+1..(1..)))'); cn:=compare('((1..(1+1..)))','((1..(1..(1+1..))))'); cn:=compare('((1..(1+1..)))','((1..(1+1..))+1)'); cn:=compare('((1..(1..(1+1..))))','((1..(1+1..))+1)'); cn:=compare('((1..(1+1..)))','((1..(1..(1+1..)))+1)'); cn:=compare('((1..(1..(1+1..))))','((1..(1..(1+1..)))+1)'); cn:=compare('((1..(1+1..)))','((1..(1..(1+1..)))+1)'); st:=getsf('((1..(1..(1+1..))))'); st:=fs('((1..(1+1..((1..(1+1..(1..))+1)))+(1..(1+1..(1..)))+1))',''); st:=getsf(st); st:=getsf('((1..(1..(1+1..((1..(1+1..(1..(1+1..)))))+1)+(1..(1+1..(1..))))))'); st:=getsf('(1..(1..(1+1..((1..(1+1..(1..(1+1..)))))+1)+(1..(1+1..(1..)))))'); cn:=compare('(1..(1..(1+1..((1..(1+1..(1..(1+1..)))))+1)+(1..(1+1..(1..)))))','(1..(1+1..((1..(1+1..(1..(1+1..)))))+1)+(1..(1+1..(1..))))'); cn:=compare('(1..(1..(1+1..)+(1..(1+1..1))))','(1..(1+1..)+(1..(1+1..1)))'); b:=les(1,'(1..(1+1..)+(1..(1+1..1)))','(1..(1+1..)+(1..(1+1..1)))','1',true); cn:=compare('((1..(1+1..((1..(1+1..(1..(1+1..)))))+1)+(1..(1+1..(1..))))+((1..(1+1..(1..(1+1..)))))+1+1)','((1..(1+1..(1..)))+((1..(1+1..(1..(1+1..)))))+1)'); cn:=compare(fs('((1..(1+1..((1..(1+1..(1..(1+1..)))))+1)+(1..(1+1..(1..))))+((1..(1+1..(1..(1+1..)))))+1+1)',''),'((1..(1+1..(1..)))+((1..(1+1..(1..(1+1..)))))+1)'); st:='((1..(1+1..((1..(1+1..(1..(1+1..)))))+1)+(1..(1+1..(1..))))+((1..(1+1..(1..(1+1..)))))+1+1)'; cn:=compare(st,fs(st,''));

cn:=compare('((1..(1+1..((1..(1+1..(1..(1+1..)))))+1)+(1..(1+1..(1..))))+((1..(1+1..(1..(1+1..)))))+1)','((1..(1+1..(1..)))+((1..(1+1..(1..(1+1..)))))+1)'); st:=getsf('((1..(1+1..((1..(1+1..(1..(1+1..)))))+1)+(1..(1+1..(1..))))+((1..(1+1..(1..(1+1..)))))+1)'); cn:=compare('(1..(1+1..((1..(1+1..(1..(1+1..)))))+1)+(1..(1+1..(1..))))','(1..(1+1..(1..)))'); st:=getsf('(1..(1+1..((1..(1+1..(1..(1+1..)))))+1)+(1..(1+1..(1..))))'); st:='((1..(1..(1+1..((1..(1+1..(1..(1+1..)))+1))+1)+(1..(1+1..(1..(1+1..)))))))'; cn:=compare(st,getsf(st)); st:=getsf(st); st:='(1..(1+1..((1..(1+1..(1..(1+1..)))+1))+1)+(1..(1+1..(1..(1+1..)))))'; cn:=compare(st,getsf(st)); st:=getsf(st); st:=convert(''); st:=convert('1'); st:=convert('1+1'); st:=convert('1+1+1+1+1+1+1+1+1+1+1+1+1'); st:=convert(''); st:=convert('+1'); st:=convert('+1+1'); st:=convert('+1+1+1+1+1+1+1+1+1+1+1+1+1'); st:=convert('+'); st:=convert('++1'); st:=convert('++1+1'); st:=convert('++1+1+1+1+1+1+1+1+1+1+1+1+1'); st:=convert('+++++++++++++1+1+1+1+1'); st:=convert('(1)'); b:=iseps(''); st:=convert('()'); st:=convert('(1..1)+(1..)'); st:=convert('(1..(1..))'); st:=convert('(1..(1..(1..)+))'); st:=convert('(1..(1..(1..)))'); st:=convert(''); st:=convert(''); st:=convert(''); st:=convert(''); st:=elmu('((1+1)+(1)+++)+((1+1)+(1)++)+((1+1)+(1)+)',st1); st:=elmu('1',st1); st:=convert('(1..(1..))'); st:=elmu('(1)',st1); st:=unep(st,st1);

new:=true;

st:=fs('I]I]','[][]'); cn:=compare(fs('[[[[I]I]I','[]'),fs('[[I]I]I','[][]')); cn:=length(st);

cn:=1; yn:=1; //uq[0]:=bo; uq[0]:='SRO'; uq[1]:='-'; uq[9]:='*'; resetlist; levelup; levelup; levelup; levelup; //levelup; yn:=1;

//levelup; //createlist; end;

// read HTTP from cin to q... {procedure readhttp; var e:integer; begin e:=pos(' ',cin)+1; qm:=leftstr(cin,e-2); qurl:=copy(cin,e,posex(' ',cin,e)-e); delete(qurl,1,1); e:=pos('Host: ',cin)+6; qhost:=copy(cin,e,posex(#13#10,cin,e)-e); e:=pos(#13#10#13#10,cin)+4; qc:=copy(cin,e,length(cin)); end;}

{procedure cb(st:string; var b:boolean); begin if leftstr(qc,length(st)+4)=st+'=on&' then begin delete(qc,1,length(st)+4); b:=true; end else b:=false; end;}

// client request procedure TForm1.Serversocket1ClientRead(Sender: TObject; Socket: TCustomWinSocket); var e,i:integer; cin,url:string; begin // cin - client request, cout - server response cin:=Socket.ReceiveText; e:=pos(' ',cin)+1; url:=copy(cin,e,posex(' ',cin,e)-e); delete(url,1,1); e:=pos('Host: ',cin)+6; qhost:=copy(cin,e,posex(#13#10,cin,e)-e);

if url='favicon.ico' then Socket.SendText(fa) else begin g:=true; cl:=1; cn:=1; yn:=1; uq:=ruq(url,duq);

if uq[4]='' then begin resetlist; for e:=1 to strtoint(uq[2]) do        levelup; createlist; end else begin starthtml; if (uq[3]=) and (uq[0]<>) then begin st:=wuq('0'+uq[0]+'=1-=21=4'); st:='<ul><li style="list-style-type: none"> ['+getrefs(st,'expand')+'] </li></ul>'; ads(st); end; ads(+ors(uq[0],false)+); ads(#13#10#13#10#13#10#13#10+'Elements of fundamental sequence:'+#13#10#13#10); if uq[0]='' then i:=-1 else if le(uq[0])='1' then i:=0 else i:=strtoint(uq[7]); for e:=0 to i do        ads(inttostr(e)+'. '+ors(getsf(fs(uq[0],cf(e))))+#13#10#13#10); if uq[0]='' then ads((empty)+#13#10#13#10) else if le(uq[0])<>'1' then ads(' +getrefs(wuq('7'+inttostr(strtoint(uq[7])+1)),'(more) )+#13#10#13#10); endhtml; end;

Socket.SendText(cout); end; Socket.Close; form1.Label4.Caption:=''; form1.Label5.Caption:=''; form1.Label6.Caption:=''; form1.Label7.Caption:=''; form1.Label4.Refresh; form1.Label5.Refresh; form1.Label6.Refresh; form1.Label7.Refresh; end;

// open program procedure TForm1.Form1Create(Sender: TObject); begin new:=false; bn:=true; bo:='(.)'; duq[0]:=bo;           // larger ordinal duq[1]:='-';          // lesser ordinal duq[2]:='0';          // number of expansion levels duq[3]:='';           // show / hide [expand]s duq[4]:='';           // mode (list / fs) duq[5]:='';           // without / with multipliers duq[6]:='';           // show / hide ordinal links duq[7]:='4';          // number of fs elements in fs mode duq[8]:='';           // with / without letters except phi, omega, Omega duq[9]:='1';           // human / computer format duq[10]:='';          // without / with subscripts of phi duq[11]:='';          // with / without omega, Omega

fa:='#0#0#1#0#1#0#32#32#4#0#0#0#0#0$e8#2#0#0#22#0#0#0#40#0#0#0#32#0#0#0#64#0#0#0#1#0#4#0#0#0#0#0#0#2#0#0#0#0#0#0#0#0#0#0#0#0#0#0#0#0#0#0#0#0#0#0#0'; fa:=fa+'#0$80#0#0$80#0#0#0$80$80#0$80#0#0#0$80#0$80#0$80$80#0#0$80$80$80#0$c0$c0$c0#0#0#0$ff#0#0$ff#0#0#0$ff$ff#0$ff#0#0#0$ff#0$ff'; fa:=fa+'#0$ff$ff#0#0$ff$ff$ff#0$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff'; fa:=fa+'$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff'; fa:=fa+'$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff#0#0#0#0#0#0#0#0#0#0#0#0#0#0$ff$ff#0#0#0#0#0#0#0#0#0#0#0#0#0#0$ff$ff#0#0#0'; fa:=fa+'#0#0#0#0#0#0#0#0#0#0#0$ff$ff#0#0#0#0#0#0#0#0#0#0#0#0#0#0$ff$ff#0#0#0#0#0#0#0#0#0#0#0#0#0#0$ff$ff#0#0#0#0#0#0#0#0#0#0#0#0#0#0$ff$ff#0#0'; fa:=fa+'#0#0#0#0#0#0#0#0#0#0#0#0$ff$ff#0#0#0#0#0#0#0#0#0#0#0#0#0#0$ff$ff#0#0#0#0#0#0#0#0#0#0#0#0#0#0$ff$ff#0#0#0#0#0#0#0#0#0#0#0#0#0#0$ff$ff#0'; fa:=fa+'#0#0#0#0#0#0#0#0#0#0#0#0#0$ff$ff#0#0#0#0#0#0#0#0#0#0#0#0#0#0$ff$ff#0#0#0#0#0#0#0#0#0#0#0#0#0#0$ff$ff#0#0#0#0#0#0#0#0#0#0#0#0#0#0$ff$ff'; fa:=fa+'#0#0#0#0#0#0#0#0#0#0#0#0#0#0$ff$ff#0#0#0#0#0#0#0#0#0#0#0#0#0#0$ff$ff#0#0#0#0#0#0#0#0#0#0#0#0#0#0$ff$ff#0#0#0#0#0#0#0#0#0#0#0#0#0#0$ff$ff'; fa:=fa+'#0#0#0#0#0#0#0#0#0#0#0#0#0#0$ff$ff#0#0#0#0#0#0#0#0#0#0#0#0#0#0$ff$ff#0#0#0#0#0#0#0#0#0#0#0#0#0#0$ff$ff#0#0#0#0#0#0#0#0#0#0#0#0#0#0$ff$ff'; fa:=fa+'$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff'; fa:=fa+'$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff'; fa:=fa+'$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$fe#3$e0$7f$f8#1$80#31$f8#0'; fa:=fa+'$80#15$f0#0#0#7$e0$70#15#7$e0$f8#31#7$c0$f8#31$83$c0$fc#31$83$c1$fc#31$83$c1$fc#63$83$c1$fc#63$83$c1$fc#63$83$c1$fc'; fa:=fa+'#63$83$c1$fc#63$83$c0$ff$ff$83$e0$ff$ff$83$e0$ff$ff#7$e0$ff$ff#7$f0$7f$ff#7$f0$7f$fe#15$f8#63$fe#15$f8#63$fc#31$ff'; fa:=fa+'$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff$ff'; ServerSocket1.open; end;

// close program procedure TForm1.Form1Destroy(Sender: TObject); begin ServerSocket1.Close; end;

end.