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efta-02662273DOJ Data Set 11Other

EFTA02662273

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DOJ Data Set 11
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efta-02662273
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From: jeffrey E. <jeevacation@gmail.com> Sent: Sunday, January 22, 2017 10:55 AM To: Nowak, Martin now that my cold medicine has worn off a bit 0 . =AO if the flip from spin up to spin down is continuous.. =AO can the state of the electron along the way be represented =y a number. are the states quantized or continuous. =AO ie integers or number linel . is it necessary for ordinary =ddition to first convert states to zeros and ones and then perform a=standard computation -addition. or can you perform an op=ration on the state itself and then look for a readout of the number. =AO lets assume in two space . I have a circl= . its cirumference is pi. =C2 if i want to measure it . i need to represent it in ordi=ary numbers .. but why should i , the thing i call=circumference is a state. =C2 on that circumference ie. a clocks.- i draw = unit of arbitrary size and call it " ONE " =AO measured by the degrees of rotation of my clock hand. two=C2 of the same rotations I call two units. and it is printed out =n my clock. no matter the diameter of the dock ,=C2 it reads two units. . so the number two is the da=s of all rotations of the same amount two times.. the n=mber is only a representation . can i make the leap to s=y there is a state of the electron that corresponds to the num=er 2, for a specific observer.. 7 =C2 I loved the way you both weave history into the presenta=ions. =C2 =AO =C2 =AO =C2 =A0 =AO please note The information contained in this commu=ication is confidential, may be attorney-client privileged, may cons=itute inside information, and is intended only for the use of the addre=see. It is the property of JEE Unauthorized use, disdosure or copyi=g of this communication or any part thereof is strictly prohibited a=d may be unlawful. If you have received this communication in error, pl=ase notify us immediately by return e-mail or by e-mail to jeevacation@gmail.com, a=d destroy this communication and all copies thereof, induding all a=tachments. copyright -all rights reserved EFTA_R1_01911024 EFTA02662273

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