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"What greater thing is there for two human souls, than to feel that they are joined for life--to strengthen each other in all labor, to rest on each other in all sorrow, to minister to each other in silent unspeakable memories at the moment of the last parting?"
- George"What greater thing is there for two human souls, than to feel that they are joined for life--to strengthen each other in all labor, to rest on each other in all sorrow, to minister to each other in silent unspeakable memories at the moment of the last parting?" - George0 Comments 0 Shares 0 Reviews -
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"We loved with a love that was more than love."
- Edgar Allan Poe"We loved with a love that was more than love." - Edgar Allan Poe0 Comments 0 Shares 0 Reviews -
Ọlọrun nìkan ló Mọ iṣe aselaỌlọrun nìkan ló Mọ iṣe asela0 Comments 0 Shares 0 Reviews
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"Every heart sings a song, incomplete, until another heart whispers back. Those who wish to sing always find a song. At the touch of a lover, everyone becomes a poet."
- Plato"Every heart sings a song, incomplete, until another heart whispers back. Those who wish to sing always find a song. At the touch of a lover, everyone becomes a poet." - Plato0 Comments 0 Shares 0 Reviews -
My messiah interview in My situation in Jesus nameMy messiah interview in My situation in Jesus name 🤝📛0 Comments 0 Shares 0 Reviews
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"When you realize you want to spend the rest of your life with somebody, you want the rest of your life to start as soon as possible."
- When Harry Met Sally"When you realize you want to spend the rest of your life with somebody, you want the rest of your life to start as soon as possible." - When Harry Met Sally0 Comments 0 Shares 0 Reviews -
Concept of Binary Operations
A binary operation is a rule of the combination of any two elements of a given noon empty set.
The rule of the combination of two elements of a set may give rise to another element that may or may not belong to the set under consideration.
It is usually denoted by symbols such as *, Ө, etc.Concept of Binary Operations A binary operation is a rule of the combination of any two elements of a given noon empty set. The rule of the combination of two elements of a set may give rise to another element that may or may not belong to the set under consideration. It is usually denoted by symbols such as *, Ө, etc.0 Comments 0 Shares 0 Reviews
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