۞
1/4 Hizb 50
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۞ NOW WHENEVER [the nature of] the son of Mary is set forth as an example, [O Muhammad,] lo! thy people raise an outcry on this score, 57 saying, "Are our gods better or him?" -- they cite him only to challenge you: they are a contentious people -- 58 He (Prophet Jesus) was only a worshiper whom We favored and We made him an example to the Children of Israel. 59 Had We wanted, We could have made the angels as your successors on the earth. 60 Verily he (i.e., Jesus) is a portent of the Hour. So be in no doubt concerning it and follow Me. This is the Straight Way. 61 Let not the Evil One hinder you: for he is to you an enemy avowed. 62 And when Eisa came to them with clear signs, he said, “I have come to you with wisdom, and to explain to you some of the matters regarding which you dispute; therefore fear Allah, and obey me.” 63 Assuredly God is my Lord and your Lord; therefore serve Him; this is a straight path.' 64 But the parties among them fell into variance; so woe unto those who did evil, because of the chastisement of a painful day. 65 What are they waiting for except the Last Day, that it may suddenly come upon them while they are unaware? 66 On that Day close friends shall become enemies of each other, except those who fear (Allah). 67
۞
1/4 Hizb 50
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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.