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@martinalasaluteincucina: Semi di chia, semi di lino, semi di girasole, di canapa… QUALI SEMINI SCEGLIERE? Ti aiuto io! E ti spiego anche come e perché introdurli nella tua alimentazione. Tu quali semini consumi? 👉🏻Se questo format ti è utile fammelo sapere che lo faccio anche per altre tipologie di alimenti! ❤️ 👉🏻Su @martinalasaluteincucina trovi ogni giorno ricette e consigli per stare meglio✨ . . . . . #spesa #chia #semi #nutrizionista #dietasana

Martina Donegani
Martina Donegani
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Region: IT
Tuesday 27 January 2026 11:22:38 GMT
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Comments

doretta070
Dora :
I semi di chia li ho messi in ammollo già da 2 ore zero gelatina
2026-01-29 15:51:57
0
francaangelaerre
Franca Angela :
volevo sapere se chi soffre di diverticoli Puoi mangiare i semi di chia
2026-02-03 13:35:26
0
il.berta4
Andrea :
🥰🥰🥰
2026-01-27 11:35:58
1
user3705741479724
Marisa :
😁😁😁
2026-01-29 11:25:57
1
eriseldaemi
Eriselda Emi :
😂😂😂
2026-02-14 11:18:19
0
annaannina271
Anna Annina :
🥰
2026-02-22 21:09:24
0
graziavita9196
Grazia vita :
👍
2026-02-26 19:13:45
0
donatameroni
donatameroni :
😂😂😂
2026-02-05 22:37:04
0
gabriele1081
Gabriele :
🥰
2026-07-22 19:00:01
0
janny6696
Janny66 :
...olio di papavero, dicono che fa bene all insonnia...?!
2026-02-13 12:08:04
0
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Mis mis 😂 #keşfet #türkiye #kayseri #insta360 #komedi
Graham's number is a gigantic, finite number used as an upper bound in a mathematical problem from Ramsey theory. It was introduced by mathematician Ronald Graham in the 1970s. What it means Graham’s number is so large that it cannot be written in ordinary decimal notation, even with extremely small digits. The observable universe does not contain enough space to store all its digits. Why it became famous • It appeared in a Ramsey‑theory problem about coloring edges of high‑dimensional hypercubes. • Graham used it as an upper bound—meaning the actual answer to the problem is somewhere below it. • Popular science writer Martin Gardner described it in Scientific American in the late 1970s, which made it widely known outside mathematics. How it is defined It is constructed using Knuth’s up‑arrow notation, a special way to write extremely large numbers through repeated exponentiation and more complex operations. Why it’s considered “large” Even the first step in its construction already vastly exceeds numbers like a googol or googolplex. Key fact • The number is finite, though incomprehensibly huge. • Only its last few digits are known, while the full number cannot be calculated or written out. #dawlah #fyp #funny #viral
Graham's number is a gigantic, finite number used as an upper bound in a mathematical problem from Ramsey theory. It was introduced by mathematician Ronald Graham in the 1970s. What it means Graham’s number is so large that it cannot be written in ordinary decimal notation, even with extremely small digits. The observable universe does not contain enough space to store all its digits. Why it became famous • It appeared in a Ramsey‑theory problem about coloring edges of high‑dimensional hypercubes. • Graham used it as an upper bound—meaning the actual answer to the problem is somewhere below it. • Popular science writer Martin Gardner described it in Scientific American in the late 1970s, which made it widely known outside mathematics. How it is defined It is constructed using Knuth’s up‑arrow notation, a special way to write extremely large numbers through repeated exponentiation and more complex operations. Why it’s considered “large” Even the first step in its construction already vastly exceeds numbers like a googol or googolplex. Key fact • The number is finite, though incomprehensibly huge. • Only its last few digits are known, while the full number cannot be calculated or written out. #dawlah #fyp #funny #viral
Chacha ne Fish k jaga banda pakaya 😜😂 #fyp #funny #trending #chacha
Chacha ne Fish k jaga banda pakaya 😜😂 #fyp #funny #trending #chacha
@🍭Laprofdesreseauux 🍭
@🍭Laprofdesreseauux 🍭
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#nissanteana #teana #nissan #teanaj32 #teana32 #рекомендации #рек #реки #иркутскаяобласть #черемхово38 #черемхово #

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