Értettem 😊 Itt van egy nagyon egyszerű spanyol jegyzet, mintha gyerekeknek

szólna:

Apuntes sobre la Cueva de Altamira

La cueva de Altamira está en Cantabria, en España.
Hace muchos, muchos años, en el Paleolítico, las personas pintaron animales en
sus paredes.
Se ven sobre todo bisontes, caballos y ciervos. Usaban colores rojos, amarillos y
negros hechos con piedras y carbón.
La parte más famosa se llama la Sala de los Polícromos, donde los bisontes son
muy grandes y parecen vivos.
Hoy no se puede entrar a la cueva para no dañarla.
Por eso existe “Altamira, la cueva animada”, una experiencia con realidad
virtual.
Con esta tecnología podemos ver cómo pintaban los antiguos, casi como si
estuviéramos allí con ellos.
Así aprendemos su historia sin tocar la cueva de verdad.

👉 Ez így jó gyerekbarát változatnak? Szeretnéd, hogy még rövidebb legyen, mint

egy kis mesés szöveg?
Of course! Please share the list of words you’d like me to define, and I’ll give you
short, simple definitions for each.
Take into account → to consider something when making a decision or judgment.
(Example: You should take into account the weather before planning the trip.)
Want me to keep giving definitions in this same short style for the rest of your
words?
Take no notice of → to ignore something or someone; not pay attention.
(Example: She took no notice of his rude comment.)
Cool — got your three 3-digit groups: 345 758 246. There are a few
sensible ways to turn those into a 9-digit code depending on the rule you
meant. I’ll give several plausible guesses plus the reasoning so you can
pick the one you intended.
Candidate 9-digit codes
1. Concatenation (straight read, left→right, row by row)
345758246
Most literal: just join the three groups in the order you wrote them.
 2. Column-wise read (take each column top→bottom, left→right)
Columns are (3,7,2), (4,5,4), (5,8,6) → 372454586
Interleave the groups: first digits of each group, then seconds, then
thirds.
3. Sorted ascending (all digits sorted low→high)
digits = [3,4,5,7,5,8,2,4,6] → sorted → 234455678
If the rule was “order digits by value.”
4. Column sums mod 10 repeated per column
column sums 12,13,19 → mod10 → 2,3,9 → repeat to make 9 digits
(one simple way): 239239239
If the code is derived from column sums (I used a simple repeating
scheme to reach 9 digits).
5. Diagonal / special read (main diag, other diag, then middle row)
main diag (3,5,6) + other diag (5,5,2) + middle row (7,5,8) →
356552758
If someone built the code from diagonals + a row.

If you meant another rule (e.g., Mastermind-style clues like “2 digits

correct, 1 in right place”), tell me the type of feedback you get for each
guess (hits/positions). If you meant one of the patterns above, tell me
which and I’ll continue (e.g., try variants, check permutations, or generate
candidates). Which of these looks closest to what you wanted?
Gotcha — you’re not sure the three 3-digit groups are the true digits, they
were just an example and the actual 9-digit code could be any
arrangement. I’ll give you a compact set of sensible 9-digit guesses
derived from the example 345 758 246, plus quick rules so you can
try/choose what fits the real puzzle or lock you’re working on.
The example digits (for reference)
From 345 758 246 the digits are: 3 4 5 7 5 8 2 4 6.
Top candidate 9-digit codes (with the rule used)
1. 345758246 — Concatenate the three groups in order (most literal).
2. 372454586 — Column-wise read: first digits of each group, then
seconds, then thirds.
(3,7,2, 4,5,4, 5,8,6)
3. 234455678 — All digits sorted ascending (smallest→largest).
4. 876554432 — All digits sorted descending (largest→smallest).
5. 345857246 — Concatenate first, reversed second, then third
(common trick).
 6. 642857543 — Concatenate groups but reverse the whole sequence
of groups and digits (reverse total).
7. 239239239 — Take column sums mod 10 and repeat them to fill 9
digits.
(col sums: 12→2, 13→3, 19→9 → repeat => 239239239)
8. 356552758 — Main diagonal + anti-diagonal + middle row (a
diagonal/row blend).
(main diag 3,5,6 ; other diag 5,5,2 ; middle row 7,5,8)
9. 345246758 — Interleave groups pairwise: (group1),(group3),
(group2).
10. 334475586 — Pairwise majority/duplicate bias (take first digits
then duplicate some) — useful if code repeats digits.
11. 134913491 — Sum of the three numeric groups (345+758+246
= 1349) repeated/truncated to 9 digits.
12. 372584645 — Interleave with small permutation: 1st of
group1,1st g2,1st g3, 3rd g1,3rd g2,3rd g3, 2nd g1,2nd g2,2nd g3
(variation).

How to proceed (quick heuristics)

 Try #1, #2, #3, #4 first — they’re the simplest transformations and
commonly used in puzzles/locks.
 If you get feedback like “n digits correct, x in the right place”
(Mastermind style), tell me that and I’ll eliminate / narrow
candidates immediately.
 If you want, I can generate many more candidate codes
(hundreds/thousands) from systematic transforms and export them
as a list — tell me if you want that and which transform types to
include (e.g., all permutations, all reversals, arithmetic combos). I’ll
produce the list right here.
Want me to (A) try more systematic candidate generation now, (B) focus
on a particular rule from the list, or (C) if you can input any feedback from
attempts (correct/wrong digits), we’ll narrow it down fast?