ПБП в коде конвеерной жизни
The simplest infinity. I called it finished and straight infinity. It only lives for three iterations.
[code]x = 19, y = 1, rule = B3/S23
4ob4ob4ob4o!
[/code]
This type of infinity is average or cyclic. It can also be called ring infinity.
It has a period of 80 and how many first iterations are unique... I didn't cheat. I took screenshots of something in the photo, where four of the three vertical lines are in the entire space. This is a topic for a separate analysis. It will be in a separate article in Russian. I'm wondering why the four lines don't repeat themselves in a circle...
damn it! THIS IS NOT THE CORRECT VERSION OF INFINITY. AND NOT THE RING, AND NOT THE MOST DIFFICULT!
[code]x = 24, y = 1, rule = B3/S23:T24,3
4ob4ob4ob4ob4o!
[/code]
It's an infinity named Сircle. And he lives on one iteration of balshe, but completely withdraws himself.
[code]x = 20, y = 3, rule = B3/S23:T20,3
$4ob4ob4ob4o!
[/code]
The most difficult infinity.
[code]x = 29, y = 1, rule = B3/S23:T29,3
4ob4ob4ob4ob4ob4o!
[/code]
This means that the most difficult option lasted only 18 iterations. But the extreme segments add up to a length of 8 pixels, but in fact it should be any length. It should be endless. But we make 3 pixels on one side and 4 on the other. And the option of a ring, hoop, torus confuses me very much. Eh... I would like to make a 2x2 option around the edges...
http://proza.ru/2013/11/08/394
Так, в общем, первоисточник указал. Анализ цикла в 80 шагов не будет. Так как это частный случай самой абсалютной бесконечности. Я просто совершил ошибку, а она зациклилась, а это уже средняя бесконечность, которая так и называется круговая или щацикленная. Автор бессилен - он не может заметить 2 и более читателей, зрителей, играков. Так и раждается универсальное топливо Непонимания для космических королей и машин времени. Но пару кодов, пару алгоритмиков я в "Википедию" добавлю. Ну доиграюсь... Сам... Не как автор, а как читатель.
I divided Finiteness, Cyclicity, Infinity into Exactly the Same 3 to 5 times.
[code]
x = 20, y = 5, rule = B3/S23:T20,5
$20o2$4bo4bo4bo4bo!
[/code]
Короткий вариант ЗАДАЧИ ПБП. Самый короткий.
Поделите конечность, зацикленность и бесконечность на 4.
Вариант ПБП от обратного.
Как коротко назвать исходные заготовки при вырезании из которых по 4 одинаковых куска проволоки, нитки, коната, отрезка надо сделать 3,4,5 "бесконечных" усилия.
А ещё надо вставить иллюстрацию тора-бублик. Я из бумаги сделал объёмную модельку перевода в код ПБП задачи. Всё получилось. Пропорция 20х5 великолепна.
Начало кода.
Правило смены поколений. Трое родителей. Братьев и сестёр менее двух, но более трёх.
Габариты плоского тора(от 20 до 5). Ось иксов(столбцов) из 20 позиций. Ось игреков(строки)из 5 позиций. Под полностью заполненной строкой через одну пустую расположено 4 заполненных клеточки. Расстояние между ними 4 пустых клеточки(4 столбца).
Стартовый паттерн.
Пустая строка.
Полная строка из 20 позиций. Или все столбцы полные.
Пустая строка.
4 пустых, 1 полная, 4 пустых, 1 полная, 4 пустых, 1 полная, 4 пустых, 1 полная. Или заполнены жизнью 5, 10, 15, 20 столбец 3 строчки.
Пустая строка.
Цикл повторится через 4 итерации(смены поколений).
Конец кода.
Вот такой мне перевод из открытого кода на английском языке в русский мне больше всего нравится. Но я добавлю и репост с редактурой через автопереводчика. и остается вопрос иллюстрации. Формат этого сайт не более 500 килобайт разрешает загружать.
The translation of PBP into code turned into the most free and complete retelling of the problem.
First, the translation goes into the code of the cellular automaton Life with the simplest rule of changing generations or iteration in algorithms.
Second, I haven't retold this problem aloud for a long time. And it worked. I voiced it from the opposite. Each person who lives and solves it can name and clarify the names of "infinities" themselves.
And third. I found the smallest code for a browser-based (free) automation option for the game Life by D. Conway. The LifeWiki website (conwaylife.com) is simply amazing, as it allows you to express a screen photo in text, including mathematical formulas. More specifically, it is an open-source code.
Code: Select all / Show in the viewer. {x = 20, y = 5, rule = B3/S23:T20,5
$20o2$4bo4bo4bo4bo!} I'll decipher the code. The bounding box is spelled out twice: through the x-corner, it is relatively infinite at the beginning and repeatedly bounded at the end. I incorrectly call the rule of life and death an iteration. Classic, historically formed childbirth from 3 cells and death from loneliness between 2 cells with overpopulation of more than 3 squares. That's the kind of conver life it turned out to be. The dolor sign is the end of the line. Numbers are the number of cells in a row of black and white or alive and dead. Well, what remains behind the scenes is that the square has 8 (maximum) neighbors. And the transition boundary between the artistic test or explanations to the code is carried out through square brackets and a slash at the end of the word strictly in English (Latin). So, only 100 cube cells were enough for the rope to endlessly spin along the torah in 4 generations. The version of the problem "Looping" has been transformed into an open code.
Fourthly. The problem "345" with open initial conditions has been transformed into the following problem. Divide the finite, looping, and infinite into a finite, fixed, and any number of parts. The answer can only be given in the form of natural numbers. How else can the correct answer (question) be suggested without being printed out? The translation of the part of the problem called "Infinite." Since the first step (pattern) will never be repeated after the first iteration.
Code: Select all / Show in the viewer. {x = 20, y = 2, rule = B3/S23:T20,5
4bo4bo4bo4bo$4ob4ob4ob4o!} Draw four beos under four obes in a 20-column and 4-row grid. Maybe it's a case of identity between finitude and infinity?
Fifth. Just code with spirals at the ends that can't be seen without compiling the content, installing it, verifying the connection, making tactical contact, and navigating through hyperlinks.
Code: Select all / Show in the viewer. {x = 286, y = 51, rule = B3/S23
x = 20, y = 2, rule = B3/S23:T20,5
4bo4bo4bo4bo$4ob4ob4ob4o!
The original copyright source has a 10-year excerpt.
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