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Page "Omniscience" ¶ 90
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# Class I devices present minimal potential for harm to the user and are often simpler in design than Class II or Class III devices.
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Stained glass window of the Confession of Peter in wikisource: Bible ( American Standard )/ Luke # 9: 20 | Luke 9: 20: " But who do you say that I am?
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# and know
# It is not possible to know the value of all the properties of the system at the same time ; those properties that are not known exactly must be described by probabilities.
# It is not good enough to have ideas, you must also be able to implement them and know they work.
# The Masked Man ( egkekalummenos ) paradox :" Do you know this masked man?
# The Electra ( Elektra ) paradox: Electra doesn't know that the man approaching her is her brother, Orestes.
# This version is a play on the use-mention ambiguity exploited by other versions: I know two words that end in " gry.
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# A special creation ( not any fish we know of ) of God accomplished the act.
# The punster: the punch line, which typically involves a pun-based misusage of the word set up during the response ( How did you know?!
# Cost-lowering: Once all gun owners have registered their firearms, the government will know exactly from whom to confiscate firearms.
# prerequisites: The list of skills ( typically represented as objectives ) which the learner must know before viewing the learning object
# If he is Omniscient and knows infinitely everything to which is knowable, would he not know me in every infinitely knowable way to where he himself would literally be I, me, or who I am in every infinitely knowable way?
# I would know in my design everything it will infinitely ever do.
# I would know everything about my design's essence or being to the point of actually, and literally being that of my design ( object, entity, thing, or place ) in every infinitely literal way.
# I would know all the above infinitely in the past, present, and future.
# This thing I designed would only be able to do what it was designed to do, and what I already infinitely know it will do.
# But if P < sub > 1 </ sub > is to be a satisfactory justification for P, then we must know that P < sub > 1 </ sub >.
# But if P < sub > 2 </ sub > is to be a satisfactory justification for P < sub > 1 </ sub >, then we must know that P < sub > 2 </ sub > is true
# Good programmers know what to write.
# User interface objects should not know about the embellishments
# We know from calculus that 0 ∈ C ( R ) ⊂ R < sup > R </ sup >.
# We know from calculus the sum of continuous functions is continuous.
# Again, we know from calculus that the product of a continuous function and a number is continuous.
# Self-awareness – the ability to know one's emotions, strengths, weaknesses, drives, values and goals and recognize their impact on others while using gut feelings to guide decisions.
# to study Nature attentively, so as to know how to express them

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