۞
1/4 Hizb 50
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۞ When (Jesus) the son of Mary is held up as an example, behold, thy people raise a clamour thereat (in ridicule)! 57 And they say: are our gods better, or is he? They mention him not to thee save for disputation. Aye! they are a people contentious. 58 He is purely a bondman (of Ours), whom We have favoured upon, and We made him an extraordinary example for the Descendants of Israel. 59 Had We wanted, We could have made the angels as your successors on the earth. 60 It is knowledge of the Hour; doubt not concerning it, and follow me. This is a straight path. 61 And let not Satan turn you aside. Lo! he is an open enemy for you. 62 And when Jesus brought clear proofs, he said, "I have come to you with wisdom and to make clear to you some of that over which you differ, so fear Allah and obey me. 63 Verily Allah! He is my lord and your Lord, so worship Him: this is the straight path. 64 But parties from among them differed, so woe to those who were unjust because of the chastisement of a painful day. 65 ARE THEY [who are lost in sin] but waiting for the Last Hour - [waiting] that it come upon them of a sudden, without their being aware [of its approach]? 66 On that Day, friends will become each other's enemies, except the righteous -- 67
۞
1/4 Hizb 50
< random >
ملاحظات وتعليمات
Notes and Instructions
كيف تعمل منظومة تمارين الحفظ؟ عند أدنى مستوى 0، تكون كل الكلمات ظاهرة. بينما يُخفي أعلى مستوى 9 كل الكلمات. فكيف تعمل المستويات المتوسطة، مثل 3، على سبيل المثال؟ قد تعتقد بأن المنظومة تخفي 3 من كل تسع كلمات بدقة. ليس تماما! في المستوى 3، لكل كلمة فرصة اختفاء بنسبة 3 من 9، و6 من 9 لتكون ظاهرة. بمعنى آخر، من الممكن، ولكن باحتمال شبة معدوم، أن تكون جميع كلمات المستوى 3 مخفية، أو أن تكون جميعها ظاهرة! وكذلك أيضًا، ففي المستويات المتوسطة، وبما يتناسب مع مستوى الصعوبة، يمكن أن تكون المخابئ غير كاملة أو شفافة جزئيًا بحيث تظهر الكلمات جزئيًا تحتها.
How does the memorization exercise algorithm work? At the lowest level 0, all words are visible. While the highest level 9 hides all words. What about at mid-level, like 3, for example? You might think that the algorithm hides precisely 3 out of every nine words. Not quite! At level 3, each word has a 3 out of 9 chance to hide, and 6 out of 9 to be visible. In other words, it is possible, but highly unlikely, for all words at level 3 to be hidden, or, that all of them to be visible! Also, at mid-levels, and in proportion to the difficulty level, hideouts can be partially incomplete or transparent so that words may be partially visible underneath.
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