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    Cardless Atm

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    CARDLESS ATM “You are the Cash card” ABSTRACT: Over the past three decades‚ consumers have been largely depending on and trust the Automatic Teller Machine (ATM) to conveniently meet their banking needs. However‚ despite the numerous advantages of ATM system‚ ATM fraud has recently become more widespread. In this paper‚ we provide an overview of the possible fraudulent activities that may be perpetrated against ATMs and investigates recommended approaches to prevent these types of frauds

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    iugug

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    Decision 1 (AQA) 1. Introductory Ideas Algorithm = set of instructions = flowchart = program Should apply to general case and be as concise as possible. • Graph • Vertex/node (point) • Edge/arc (line) • Multiple arc • Loop Connected graph Graph where can travel from any point to any other point somehow Simple graph No multiple arcs or loops Complete graph Simple graph where every node connected to every other node by exactly one arc Network Weighted graph Degree/order of node

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    MDM4U – Grade 12 Data Management – Exam Unit 1: One Variable Analysis Types of Data Numerical Data Discrete: consists of whole numbers Ie. Number of trucks. Continuous: measured using real numbers Ie‚ Measuring temperature. Categorical Data: cannot be qualitatively measured Nominal: Data which any order presented makes sense Ie‚ Eye Colour‚ Hair Colour. Ordinal Data: better if sorted or ordered Ie‚ Date and Time‚ scalar options Collecting Data Primary: collected by yourself Secondary:

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    Economics Quiz Paper

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    5.1 A credit card customer at Border’s can use Visa (V)‚ MasterCard (M)‚ or American Express (A). The merchandise may be books (B)‚ electronic media (E)‚ or other (O). (a) Enumerate the elementary events in the sample space describing a customer’s purchase. (b) Would each elementary event be equally likely? Explain A. S= ( V‚B)‚ (V‚E)‚ (V‚O)‚ (M‚B)‚ (M‚E)‚ (M‚O)‚ (A‚B)‚ (A‚E)‚ (A‚O) B. Events are not likely. The quantities are not the same. 5.13 Are these characteristics of a student at

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    Graph Theory

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    Combinatorics -studies the way in which discrete structures can be combined or arranged. Enumerative combinatorics concentrates on counting the number of certain combinatorial objects - e.g. the twelvefold way provides a unified framework for counting permutations‚ combinations and partitions. Analytic combinatorics concerns the enumeration (i.e.‚ determining the number) of combinatorial structures using tools from complex analysis and probability theory. In contrast with enumerative combinatorics which

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    Columnar Transportation

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    the cipher text. How it works In a columnar transposition‚ the message is written out in rows of a fixed length‚ and then read out again column by column‚ and the columns are chosen in some scrambled order. Both the length of the rows and the permutation of the columns are usually defined by a keyword. * Uses a two dimensional array * Text is placed in rows * Columns are transposed * Columns are read out as ciphered text What advantages and disadvantages does it have Columnar

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    Butterfly Networks

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    BUTTERFLY NETWORK Butterfly network is a network with 2q nodes and q + 1 columns as an unfolded q-cube in order to facilitate the discussion‚ visualization‚ and analysis of hypercube routing algorithms. However‚ a butterfly network can be viewed as a parallel processing architecture in its own right. A butterfly architecture (Fig. A‚ left) has p = 2 q(q + 1) processors of maximum degree d = 4‚ a diameter of 2q = ∪(log p)‚ and a bisection width of ( – 1)2 q+1 + 0(2 q) = ∪(p/log p). A wrapped

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    Poop

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    Calculate probabilities using complementary‚ mutually exclusive‚ dependent‚ and independent events. 17. Construct logical arguments and proofs based on the congruence‚ similarity‚ or lack thereof‚ of two figures. 18. Compute simple combinations and permutations using fundamental counting principles.

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    15 Minutes of Fame Andy Warhol‚ in February 1968‚ showed his first exhibition at the Moderna Museet gallery in Stockholm. The quote “In The future everybody will be world famous for fifteen minutes‚” appeared in the exhibition catalogue. This quote is known as one of Warhol’s most famous quotations. The quote soon became tiresome because at every interview Warhol was asked about it‚ but in the end his quote became quite true. Warhol stated that “In the future everyone will be famous for fifteen

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    Question 1

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     Question 1 0 out of 2 points What are the odds of picking a “g” in the word Georgia? Selected Answer: 2:07 Correct Answer: 2:05 Response Feedback: Success : Failure  Question 2 2 out of 2 points The odds that you will pick a heart from a standard deck of 52 cards is 13:39. Selected Answer: TRUE Correct Answer: TRUE Response Feedback: Success : Failure  Question 3 0 out of 2 points The odds that you will pick a spade from a standard deck of 52 cards is

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