I just regretted not knowing about this channel from before. Sir, your video are very clear and good to understand. Could you please do more videos on suprasegmental length and juncture.
The simplest possible language is a monogrammar ☝ language 📜. The grammar rule ➊ of a sentence existing is all the grammar needed. 😆 Directly translating a monogrammar ☝ language 📜 into the non-monogrammar ❌☝ languages 📜📜📜 humans 👥👥👥👥 have results in gibberish 😵💫. Thus, in order to translate a monogrammar ☝ language 📜, you need to know a monogrammar ☝ language 📜. ----------------------------------------------------------------------------------------------------------------------------- Anyway, the point is, it is useful for AI 🤖, as it is modular, and easy to start learning. It can also be used as a reference for understanding common human languages. 😆 So technically the only universal grammar is sentences, literal or theoretical.
I just regretted not knowing about this channel from before. Sir, your video are very clear and good to understand. Could you please do more videos on suprasegmental length and juncture.
Great context.❤Sir, could you do an episode about transformation? Much appreciate.
You are the best ❤️❤️❤️
❤❤❤❤
The simplest possible language is a monogrammar ☝ language 📜. The grammar rule ➊ of a sentence existing is all the grammar needed. 😆
Directly translating a monogrammar ☝ language 📜 into the non-monogrammar ❌☝ languages 📜📜📜 humans 👥👥👥👥 have results in gibberish 😵💫.
Thus, in order to translate a monogrammar ☝ language 📜, you need to know a monogrammar ☝ language 📜.
-----------------------------------------------------------------------------------------------------------------------------
Anyway, the point is, it is useful for AI 🤖, as it is modular, and easy to start learning. It can also be used as a reference for understanding common human languages. 😆
So technically the only universal grammar is sentences, literal or theoretical.
we 👨👧👦 need 🔛 to 🪓❗️LIQUIDATE 🪓 ❗️the ⚠️ ENEMIES ⚠️ of 📢 the 📣 working 🛠 class ⚒