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How can there be an exact "midnight" when dividing any finite period in half leaves no moment in between? The shiur develops a profound yesod: chatzos halayla (midnight) represents a reality that transcends time itself—where HaKadosh Baruch Hu revealed Himself as the Creator of time during Makas Bechoros. This explains why we must experience Yetzias Mitzrayim as if it's happening now: events outside time remain eternally present.
This shiur addresses the fundamental question of why the Torah (תורה) obligates us to perceive ourselves as if we personally left Egypt, when in fact our ancestors experienced Yetzias Mitzrayim. The Mishna in Pesachim states "chayav adam liros es atzmo ke'ilu hu yatza mimitzrayim" — a person must see himself as if he himself left Egypt. This seems problematic: while we are indirect beneficiaries of our ancestors' redemption, we did not personally experience the Exodus. Torah truth should not require us to maintain false perceptions. This difficulty intensifies with the Rambam (רמב"ם)'s formulation: "chayav adam leharos es atzmo ke'ilu yatza ata mimitzrayim" — a person must show himself as if he is leaving Egypt NOW, in the present tense. The shiur's central insight revolves around understanding the phrase "bachatzi halayla" (at midnight). Rabbi Zweig demonstrates a profound mathematical and metaphysical impossibility: there is no such thing as an exact midpoint of the night. If night consists of twelve finite hours, dividing it in half yields six hours and six hours, but there can be no moment "between" these halves. Any moment must be either the last infinitesimal fraction of the first half or the first infinitesimal fraction of the second half. True midnight—the exact middle—cannot exist within the parameters of time as we understand them.
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