A B C DEF A AE E F A A AB F F A

Similar documents
D EFB B E B EAB ABC DEF C A F C D C DEF C AD C AEC D D E C D EF B ABC AB CD A EFD AD D E

A B CDE F B FD D A C AF DC A F

The Future We Want: Stark Choices

Developing a Distributed Java-based Speech Recognition Engine

4.3 Analog Value Representation

Architecture and development methodology for Location Based Services

Documentation for package interchar

Consistency of Academic Performance in Higher Education: A Study of an Irish Business Degree Programme

Profiling the International New Venture -A literature review of the empirical evidence

The Advanced Encryption Standard

CHAPTER 5 A BLOCK CIPHER INVOLVING A KEY APPLIED ON BOTH THE SIDES OF THE PLAINTEXT

Passerelle entre les arts : la sculpture sonore

G.CO.6-9 ONLY COMMON CORE QUESTIONS

Cristina Nita-Rotaru. CS355: Cryptography. Lecture 9: Encryption modes. AES

Questions of Ethical Responsibility in the Research of Unaccompanied Minors

Factorization of weighted EP elements in C -algebras

Example. Addition, subtraction, and multiplication in Z are binary operations; division in Z is not ( Z).

MetroCount Traffic Executive Individual Vehicles

Collisions Of SHA-0 and Reduced SHA-1

NACC Uniform Data Set (UDS) FTLD Module

Parts Manual. EPIC II Critical Care Bed REF 2031

Mathematics Secondary IV May May Practice Exam. Competency Two Uses Mathematical Reasoning. Science Option ANSWER KEY

Justification of Investment in IT systems

Secret Key Systems (block encoding) Encrypting a small block of text (say 64 bits) General considerations for cipher design:

A Very Efficient Pseudo-Random Number Generator Based On Chaotic Maps and S-Box Tables M. Hamdi, R. Rhouma, S. Belghith

Abel-Grassmann s bands. 1. Introduction

Unit 3. Digital encoding

NACC Uniform Data Set (UDS) FTLD Module

Improved S-Box Construction from Binomial Power Functions

Algebra 2 Midterm Review

Combinatorial Electrosynthesis in Microtiter Plate Wells with Ionic Liquid Electrolytes


Algebra A-1 DEN. Baltic Way 2011 Algebra A-1. The real numbers x 1,...,x 2011 satisfy. x 1 +x 2 = 2x 1, x 2 +x 3 = 2x 2,..., x x 1 = 2x 2011

Firmware Versionen. FAX-Geräte (Tinte) FAX-Geräte (Laser) DCP-Geräte (Tinte)

SANDWICH SETS AND CONGRUENCES IN COMPLETELY INVERSE AG -GROUPOIDS

HKDSE2018 Mathematics (Compulsory Part) Paper 2 Solution 1. B 4 (2 ) = (2 ) 2. D. α + β. x x. α β 3. C. h h k k ( 4 ) 6( 2 )

New Coding System of Grid Squares in the Republic of Indonesia

The One-Quarter Fraction

Postulates and Theorems in Proofs

CiA Draft Standard Proposal 447

SMT 2018 Geometry Test Solutions February 17, 2018

Introduction. CSC/ECE 574 Computer and Network Security. Outline. Introductory Remarks Feistel Cipher DES AES

IB MYP Unit 6 Review

AURORA: A Cryptographic Hash Algorithm Family

S. Throughout our discussion we shall use the notations and results of Sen and Saha [1-2]. For the sake of completeness. Sa grou for some E F then

AD A A B A D ABCAD EAFB A A A A A A ABCDAAEFBEA A A A E F F A A AAAAAAA A A A BCDEF EC E C CE D BC B E CE E E A A B E C B EC C B E

The Erdos-Mordell inequality

Triangle Congruence and Similarity Review. Show all work for full credit. 5. In the drawing, what is the measure of angle y?

Exercises for Unit I I (Vector algebra and Euclidean geometry)

Geometry Honors Review for Midterm Exam

On the Compounds of Hat Matrix for Six-Factor Central Composite Design with Fractional Replicates of the Factorial Portion

ACEF/1213/06762 Decisão de apresentação de pronúncia

Invariant Subspace Attack Against Full Midori64

المادة: الریاضیات الشھادة: المتوسطة نموذج رقم -۱- قسم : الریاضیات

Euler Coordinates. If P = (u : v : w) (barycentric coordination), then the Euler coordinates (xe, ye), of P, are defined by

arxiv: v1 [math.co] 16 Feb 2018

Fractional Replications

Common Core Math 3. Can you find the error in this proof. Unit 2B - Proofs

Stability of a Functional Equation Related to Quadratic Mappings

The Rijndael Block Cipher

A BC DE AF F AB. PRESIDENT Justin Lopshire, KD8JEL

ACCRS/QUALITY CORE CORRELATION DOCUMENT: ALGEBRA I

The Register Set / C167

PREFERENCES AGGREGATION & DECISION THEORY A. ROLLAND, UNIVERSITE LUMIERE LYON II

Construction of Mixed-Level Orthogonal Arrays for Testing in Digital Marketing

CAT. NO /irtl,417~ S- ~ I ';, A RIDER PUBLICATION BY H. A. MIDDLETON

Data Mining Concepts & Techniques

Stillma. Uun. B. Al.'ca ha. already her cargo. - CALENDAR. Island Notes. ua.. Eo'" e"'lej- - :" THE PAOIPXC P. C ADVERTISER CO. i&tilistmtnts.

An Adaptive elearning framework- Design Issues and Considerations

0615geo. Geometry CCSS Regents Exam In the diagram below, congruent figures 1, 2, and 3 are drawn.

Introduction to Groups

Open Intelligence Changing the Definition of Human Identity

Chapter 7. Geometric Inequalities

Some Useful Results in the Theory of Matrix Functions

Collinearity/Concurrence

2016 State Mathematics Contest Geometry Test

Homework 8/Solutions

PRMO _ (SOLUTIONS) [ 1 ]

GSE Algebra 2 practice exam

Common Core Math 3. Proofs. Can you find the error in this proof "#$%&!!""""""""""""""""""""""""""""""""""""""""""""""""""""""""""""""""""""""""!

IDEAL AMENABILITY OF MODULE EXTENSIONS OF BANACH ALGEBRAS. M. Eshaghi Gordji, F. Habibian, and B. Hayati

Circles. 1. In the accompanying figure, the measure of angle AOB is 50. Find the measure of inscribed angle ACB.

arxiv: v1 [math.ra] 25 May 2013

700 STATEMENT OF ECONOMIC

1) Exercise 1 In the diagram, ABC = AED, AD = 3, DB = 2 and AE = 2. Determine the length of EC. Solution:

Introduction to abstract algebra: definitions, examples, and exercises

GROUPS. Chapter-1 EXAMPLES 1.1. INTRODUCTION 1.2. BINARY OPERATION

MATH 4107 (Prof. Heil) PRACTICE PROBLEMS WITH SOLUTIONS Spring 2018

Regular Expressions [1] Regular Expressions. Regular expressions can be seen as a system of notations for denoting ɛ-nfa

Solutions for Chapter 3

Solutions of APMO 2016

On Extensions of Green s Relations in Semi groups

Hierarchical Clustering

(RC3) Constructing the point which is the intersection of two existing, non-parallel lines.

Day 6: Triangle Congruence, Correspondence and Styles of Proof

Lecture 6 & 7. Shuanglin Shao. September 16th and 18th, 2013

Selma City Schools Curriculum Pacing Guide Grades Subject: Algebra II Effective Year:

CHAPTER 10 TRIGONOMETRY

district department or positionnumber e fa Vr Ar 4 tj qj home phone tut t ounty Elections Official of Filing of Candidacy by Decleration ORS

Completely regular semigroups and (Completely) (E, H E )-abundant semigroups (a.k.a. U-superabundant semigroups): Similarities and Contrasts

Transcription:

A B C DEF A AE E F A A AB F F A F

A F A B E A A F DEF AE D AD A B 2 FED AE A BA B EBF A F AE A E F A A A F ED FE F A F ED EF

F A B E AE F DEF A BA FA B E F F E FB ED AB ADA AD A BA FA B AE A EFB A A F EF E A A EF F F DEF A BA FA B AE A E A FBE F DEF DE E E E A AE E A B FA FA E F A A A AE A F A EF B A E A B D F E F EF AD F E A F A A A E F DEF F E EF E F A A A A FBA A 3

F A E F E A F A D F ED BA FA B E E ED F BA FA B BF B A BA FA B AE A DD F ED F E F E AE ED F F ED FE F A 4

BA A B ED BA FA B AE A F A F DEF ADA AE BFE E E FE F A B F A A B EDDA F A A F BA F A A FF E DEF F 5 BA FA B AE DEF A A F EE ED FA B AB FFE E E A F F E F E B

AF BA FA B EE A C E AE F FA E F E A A BA F DFE FE DEF EF FE F A A A F EA E F A F A F BA FA B EDDA F F E D F F DEF EA A E AE DAF BA FA B EE E A B E E A D F E F A A A BA FA B F A A A B E E B FA E EF A F A F A C A F A ED AFBA A F E E A BA FA B AE A 6

AE A FE DAF F A B F F F A A F ED F E BF E ED A F FFA DE E AF A E F A FA AE BF EF E F A A B A A F D F EF F E A AE E AE F A A F F E E D F D ED D BF F A FA F 7

ED EF F FA ED E EB DE DA F F E EF FDEF A A DFE E F A A A A A C F A FE E FE B A A A FE A A D F DEF F F 8

AF C DEF F ED EE E F EE D E E D A A AB B AB C D E F DA A FE A B A A DAF ED BA FA B FFA A ED E BA FA B F A F A A F D A B F A B F A F 9

AF C DEF FB AE ED BF FEBF BA A B ED D F D A B ED A BA FA B F F FB ED F AF AE DFE BA FA B D F BF A A AE E F AE ED A A E E A F F A F EF DEF F F 10 A D F A AE A A A AE

F A C F A A E E E A E AE FA ED AE A A E FE A E A A F A A F A A E E A A A B A AE ED A F A A F A A B ED F F F E E E EA B A B B FAE A FA F F Paraphrased By R. M. Berdahl from Science the Endless Frontier 11

FB FA ED BF FEBF A BA FA B AB ADA BFE A F ED BF BA FA B FEBF ADD F A AE E A F ED FEBF A ED FE B BF FEBF A A B D A A F FE B BF FEBF F E A B AF E A FA DAF E F A FEBF A A 12

AB F A A E A A A ED FE B F A BA F EF A A E E E A A E DEF A F A A F A ED ADEF A F E E CE E E E A A E F F A A A E A F ED A F A ED A A FE A F A ED BA A A A A A E A F A 13

AE E E ED A F A A B F F A BA FA B A FEBF E A E E A FE EF E F F E A E FE B A E A F A A E AE BA FA B E E A E E E AE A E A E E A B E FA ADA AE DEF E A EF ED BA FA B FEBF 14

ADD F A AE E F A AE BA FA B FEBF E F D A E A AEF F AB FE A B E F E FE AE A A E F FE B AE E F BA FA B FEBF FE AD F FB ED F AE ED E F A A E FEBF FB A AE A BA FA B 15

A DEF E F DEF AF E FBA B E EB E A FE A F AE F E E F ABA E A AE EF A B B EE E F BA FA B A AB FA AE F ED A F F FA E F F ED F F EF A E ED FA B BA FA B BF A BA FA B BF F F A E DA A A E A AE F AE A FE 16

A DEF E F DEF F F A E E A E E A F AE E E A E A A E A F AE EF A F E E A B BA FA B F A AE F ED FED AE E A D A F E F A EFA A E E BA FA B EF ED FE E DEF F BEBA FE DEF BA FA B FE 17

F A ED E C DEF A F A D FA F A F A E A A ED E A AE ED EE A E F E A AE E FFA F FA A F F AE A B FE ADDA E AE ED E A AE F A F AE FA E E A E A A AE A A 18

EF A AE ED E C DEF A BA FA B FA FA DEF A E ED E A ED E F DEF A A AB ED BA FA B A A A A B A A B EF E AB A E A A E A AE E A AE A E FE D A 19

C DEF A FE F AF E A F E A A A F B A A ED AF E E A E F BF DFE A F AF AE E A E EB F AE F FE AB F AE F A B A BF F A F F EF E F E A FE B E FE FE DEF BA FA B AE 20

E E FEBF A E FA F DEF A F E A B A A FE A F DD A E ED E FA F FB BA FA B AE A E FA A DE E FE E F E F A A FE E B F F A FAE E F F A E EB A FE E A A FEBF A E A B A DEF AE E EB BA FA B A DEF A BA FA B 21

DEF AF C DEF D AD A B E F E A B A E A BF FE F A BA FA B AE AD A E A B EF A EF FED AE A BA B EBF A F AE A E F A A A F ED FE F A F ED EF E E A EBF A FE ED FED AE E E 22

AB B AB AD A B E F E A B A E A BF FE F A BA FA B AE

E A B A BA B F ED BA FA B EF ED E A B EE F E F ED BA FA B EE F EE ED E F F EE F EE ED E F F F BA FA B AE A E EF A A A E F A AB EF A F A A E AB F A E A E AD E A E AE E F E E A 24

E A E B A B A E E DA B A A BF A B D EF A E E FE A AE F ED E ED A A F F A E E E CEE E E ED ED F FA A B ED F A B F ED D DEF D EF AE F ED A F A B AB ADA DEF BA F E E 25

FB B A F A E E A B C ED FE A A AB A A AE DEF AB A F A B E F FEBF FE A E A A AE E A B DFE AB EE E E F F A B A A B F A A AE C ED E DFE EA B B F A A AE F A B F ED A B E A FA E AE A B F A AB A A AE DEF AB 26

E A B FEBF A B E A B F D F E ED A A B DEF E A B F A F DEF E A A AE E A A EF B F B A A E FB F F EF FE E E A DEF A A A F A AE A ED FB FE 27

E A B FEBF A B FEBF A B DE E E A B E DEF F A F F E A EF A A A A A A E FAE E B A FF BA FA B FFA FFE E AE A A A E F E AF E E F FFE E AE A FEBF A B DEF FE AE A E E BA F 28

E A C AE E A B E E F A A 29

E A C AE E A B E E F A A 30 A A B D DEF BA F FEDA A A E A B A E D E E F A FEDA A A A

EF C E FE FE ED E A B A AE ED BA F E F E B E A B A E E B F E A E A A BA F E A B E D 31

EF C E FE FE ED E A B A AE ED BA F E F E B E A B A E E B F E A E A A BA F E A B E D 32

AB B AB AD A B BF A B AD A A E FFA

34 F AE ED AD A B A A B A E A B E A FE E A B E A A A FE E A A DEF A FE CE E A EB A A EF E F A A E EF AE A AE E E E A

BA FA B F AB ADA A F A AE BA FA B AE BA FA B AE A BA FA B AE EBA BA FA B F F F A B FE B A E F AE A AE BA FA B A BA FA B A BA FA B AE EBA BA FA B F F ED E E E AB ADA AE F A FFA 35

C F B EF A F A A A F DDEF E A E A AB ADA D A B E EF A DEF BFE E F ED F E E F B D E F A A FE AD A E F F AF D A ADD F ED A F 36

37 E A C AE E F A FE E E F D F A B

EF C E FE FE A A AE A AD A E A EF E EF E F B E FA A AD A F FE F F A E F A A A E EA D EA 38

A AE DEF E EF A E EDD F E FFA DEF B F AE DDEF E EDD F E FFA A E A B EF E FFA DEF E FE B A E F EB A AE F A E A AE A FED AE 39

F A EF FE E AE A E F FB BA FA B F ED A ED AD F A BA FA B A B F B FE A FFA 40

AB B AB FED AE A BA B EBF A

F FED AE A BA B EBF A A BA FA B AE A A B A E B EBF A F E BA FA B EF ABF DFE A DEF F FE F E E F E FA F BAE D FA B AB C F E F FDEF A E FA E A A F F BE E A E AB ADA A FE A BF AE 42

E E F ED E F A B D FA B F A FEBF A B C A FA AE EF F F BA FA B E A A E F A E E F A B A A A A F 43

F AE ABF AE ED BA FA B EF A E DFE E A A DE E F A A FE E EBA F EA B A AE E A EF A A A A DE A E E F EF E A E C A A A E A A A 44 E DEF E A E A A A A E A A

F F FA ADDA A A FBF FE A FEBF A Source: ASEE 45

F F FA B A F 46 http://www.nsf.gov/statistics/seind10/figures.htm#c2

47 E A C AE DAB E A F

EF C E FE D F BA F E EF A F AE AFE B E F B F FE B FEBF FE F A A F AE F A E FFA A B AE A A FE A F E F E BA F E F A FA E E A F DD FED AE E B E ED F A F A AE F EB A AE 48

AB B AB FED AE A BA B CA ED F A E E

50 3/17/2011

CE ED F A E E A F A B F A EF ED F A EF A A FA A E E A EE EF EF F A E A D F D F F E A E E FE F A F F A FE E A 51

F A A AE ED FE E E E A AE ED E F FE E EFFE A F A A AE ED E F FE FE E AB F F A E E A F AE AF F FE E F A E E E A FE F A B F DEF A E F A 52

E A C AE A A F A A BA FA B 55

EF C E FE C EB A F A E E A F E A E A BF F A E E A E BA FA B FFA C A A F A A A F EF A E F BA FA B A FAB A DEF E F EE 56

AB B AB FED AE A BA B A F E E F A A A

F FED AE A A B E F A AE F F F D E F B A BA FA B F A AB A F A E FE ABA E FE E FE EF EF FE A FE A EF EF F C EF BA FA B A BA FA B EF EF FE AE E F A F AE FE AE E ABA A A AE A B ED F F A F AE A A AE A A B ED A B F

F FED AE A A B E F A AE F F F D E F B A BA FA B F A AB A F A E FE ABA E FE E FE EF EF FE A FE A EF EF F C EF BA FA B A BA FA B EF EF FE AE E F A F AE FE AE E ABA A A AE A B ED F F A F AE A A AE AA B C DD A A B ED A B F

F FED AE A A B E F A AE F F F D E F B AE A BA FA B F A EFBA FE AE E AB FE A B AE A E A B E A B DEF BA F AE A F AE FE AE E A B FE A B AE A E A B E A B A F A A A E A A F A A E A A F A A F E A E FE AB A

F FED AE A A B E F A AE F F F D E F B AE A BA FA B F A EFBA FE AE E AB FE A B AE A E A B E A B DEF BA F AE A F AE FE AE E A B FE A B AE A E A B E A B A F A A A E A A F A A E A A F A A F E A E FE AB A AA B C DD

FE A E BA FA B A FE A BA FA B FE A A EFA AB F FE F BBF A AE A E FE A FE E A AE A E E EB A A BA FA B BFE A B F A FE AE FEBF BFE A B A A F F A A B FB 62

63 E A C AE AB E EF

EF C E FE C A ED E F E EBA E E A A F A A E E BA F AB EE F A E DEF FE BF EE FEBF BE A EF FE E E FA B A A A A EF EA BF EA FE E B BA F E EF A FE A A A F FFA F F F E B BA F E EF A F AE ED FA BA FA B E F BA FA B E F A AD A 64

AB B AB FED AE A BA B A A E EF

F ED BA FA B EF A BA B E B F F ED BA F A E E A A B E F A FA B E F F A E F E F A AB F F ED A F AF ED BA F E A E B F A A E A B A E E A E F F A A B 66

67 E A C AE F FE AE DEF EF A B BA F

EF C E FE E F BA F A E E EBA E A F AF FDEF A EF F E F D A C A E F E FED AE E A AE E E F A F F A AE F A FE A E E E A A B AE DD A FED AE EF F FE E A EF 68

DEF FFA F C DEF D AD A B A ED E F E A B A E A BF A BA FA B AE BF AE ED AD A A E FFA FED AE A BA B EBF A F AE A E F A A A F ED FE F A F ED EF E E A EBF A FE ED FED AE E E 69

71 A A A A B A

A A A A B A AE E 72