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(These ten Ayat are) four from the beginning, Ayat Al-Kursi , the following two Ayat and the last three Ayat." Verse 255 is " The Throne Verse " ( آية الكرسي ʾāyatu-l-kursī ). It is the most famous verse of the Quran and is widely memorized and displayed in the Islamic world due to its emphatic description of God's omnipotence in Islam.
Al-Suyuti narrates that a man from humanity and a man from the jinn met. Whereupon, as means of reward for defeating the jinn in a wrestling match, the jinn teaches a Quranic verses that if recited, no devil (šayṭān) will enter the man's house with him, which is the "Throne Verse".
Al-Ma'idah (Arabic: ٱلْمَائدَة, romanized: al-Māʾidah; lit. 'The Table [Spread with Food]') is the fifth chapter of the Quran, containing 120 verses.. Regarding the timing and contextual background of the revelation, it is a Medinan chapter, which means it is believed to have been revealed in Medina rather than Mecca.
The verse contains 9 sentences which exhibit chiasmus, but perhaps more interesting is that it is found in the longest chapter of the Quran, Al-Baqara, which itself contains a fractal chiastic structure in its 286 verses, i.e. where each (outer) chiasm is composed of (inner) chiastic structures reflected in some sense in the analogue outer chiasm.
285 is an odd composite number. [1] 285 is the 9th square pyramidal number. That means it is the sum of a number of consecutive perfect squares starting with 1. For 285, it is the sum of all of the single digits' perfect squares. [2] 285 is the number of variations possible with a binary rooted tree with 13 points. A binary rooted tree means ...
285. Marcus Aurelius Carinus, Roman consul and emperor; Du Yu (or Yuankai), Chinese general and politician (b. 222) Sabinus Julianus, Roman usurper (approximate date) 286. Crispin and Crispinian, Roman cobblers and martyrs [18] Domnina of Anazarbus, Christian martyr and saint; Mark and Marcellian, Christian martyrs (approximate date)
286 is an even composite number with 3 prime factors. [1] 286 is in the smallest pair of nontotient anagrams with 268. [2] 286 is a tetrahedral number which means that represents a tetrahedron. [3] 286 is a sphenic number which means that it has exactly 3 prime factors. [4] 286 the first even pseudoprime to base 3. [5]
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