Context: Death from laughter is a rare form of death, usually resulting from cardiac arrest or asphyxiation, caused by a fit of laughter. Instances of death by laughter have been recorded from the times of ancient Greece to the modern day.
 Question: can you have a heart attack from laughing Context: Until the mid-2000s, sales of beer for off-premises consumption were prohibited statewide before noon on Sundays, a remnant of a royal decree during the Colonial era, and between 3--6 a.m. any day. Changes to the law made in the last years of Governor George Pataki's administration loosened those restrictions, and now beer sales are only prohibited from 3--8 a.m. Sundays. Counties are free to adjust those hours in either direction, all the way to midnight and noon, and allow 24-hour beer sales on other days of the week.
 Question: can you buy beer on sunday in new york Context: The Buck's Fizz is an alcoholic cocktail made of two parts champagne to one part orange juice. It is very similar to the Mimosa, which also contains champagne and orange juice, but in equal measures. Sparkling wine can also be used.
 Question: is a mimosa the same as bucks fizz Context: A partially ordered set is a bounded lattice if and only if every finite set of elements (including the empty set) has a join and a meet. For every element x of a poset it is trivially true (it is a vacuous truth) that ∀ a ∈ ∅ : x ≤ a (\displaystyle \forall a\in \varnothing :x\leq a) and ∀ a ∈ ∅ : a ≤ x (\displaystyle \forall a\in \varnothing :a\leq x) , and therefore every element of a poset is both an upper bound and a lower bound of the empty set. This implies that the join of an empty set is the least element ⋁ ∅ = 0 (\displaystyle \bigvee \varnothing =0) , and the meet of the empty set is the greatest element ⋀ ∅ = 1 (\displaystyle \bigwedge \varnothing =1) . This is consistent with the associativity and commutativity of meet and join: the join of a union of finite sets is equal to the join of the joins of the sets, and dually, the meet of a union of finite sets is equal to the meet of the meets of the sets, i.e., for finite subsets A and B of a poset L,
 Question: does the system of all subsets of a finite set under the operation subset of form a lattice Context: Ohm's law is one of the basic equations used in the analysis of electrical circuits. It applies to both metal conductors and circuit components (resistors) specifically made for this behaviour. Both are ubiquitous in electrical engineering. Materials and components that obey Ohm's law are described as ``ohmic'' which means they produce the same value for resistance (R = V/I) regardless of the value of V or I which is applied and whether the applied voltage or current is DC (direct current) of either positive or negative polarity or AC (alternating current).
 Question: is ohm's law the same for ac and dc
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