<snapdata remixID="11957851"><project name="Vocab Challenge_Abhinav_Esha" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Vocab Challenge_Abhinav_Esha"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="showVocabList" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>Vocab List</l><block s="reportNewList"><list><l>Computer VIrus</l><l>Keylogging&#xD;Malware&#xD;Personally identifiable information&#xD;Phishing&#xD;Targeted marketing&#xD;Debugging&#xD;DDoS (Distributed Denial of Service)&#xD;Rogue Access Point&#xD;Syntax Error&#xD;Logic Error&#xD;Run Time Error&#xD;Index Out of Bounds&#xD;Rounding Error&#xD;Privacy&#xD;Security and Element&#xD;&#xD;</l></list></block></block><block s="show"></block><block s="doSayFor"><l>Here are the words </l><l>2</l></block><block s="doSayFor"><block var="Vocab List"/><l>20</l></block></script></block-definition><block-definition s="showDefinitions" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>Vocab Definitons</l><block s="reportNewList"><list><l>A type of computer program that, when executed, replicates itself by modifying other computer programs and inserting its own code.</l><l>Software designed to interfere with a computer&apos;s normal functioning.</l><l>Any representation of information that permits the identity of an individual to whom the information applies to be reasonably inferred by either direct or indirect means.</l><l>A scam where thieves attempt to steal personal or financial account information by sending deceptive electronic messages that trick unsuspecting consumers into disclosing personal information.</l><l>The process of identifying customers and promoting products and services via mediums that are likely to reach those potential customers.</l><l>A multistep process that involves identifying a problem, isolating the source of the problem, and then either correcting the problem or determining a way to work around.</l><l>A subclass of denial of service (DoS) attacks. A DDoS attack involves multiple connected online devices, collectively known as a botnet, which are used to overwhelm a target website with fake traffic.</l><l>A rogue access point is a wireless access point that has been installed on a secure network without explicit authorization from a local network administrator, whether added by a well-meaning employee or by a malicious attacker. </l><l>A syntax error occurs when code written does not follow the rules of the programming language. Syntax errors are mistakes in the source code, such as spelling and punctuation errors, incorrect labels, and so on, which cause an error message to be generated by the compiler.</l><l>Logic errors occur when there is a fault in the logic or structure of the problem. The program can run but does not do what it is expected to do. Logic errors can be caused by the programmer: incorrectly using logical operators, eg expecting a program to stop when the value of a variable reaches 5, but using &lt;5 instead of &lt;=5.</l><l>Runtime errors are errors which after being successfully combined in the program cause the program or computer to crash even if there appears to be nothing wrong with the program code. Running out of memory will often cause a runtime error.</l><l>It occurs when the index used to address array items exceeds the allowed value, or when a program attempts to access an invalid index in an array(ex. an index that is less than 0, or equal to or greater than the length of the array).</l><l>Rounding (roundoff) error is a phenomenon of digital computing resulting from the computer&apos;s inability to represent some numbers exactly. Specifically, a computer is able to represent exactly only integers in a certain range, depending on the word size used for integers.</l><l>Privacy describes an individual or group&apos;s(can also be the computer community) control over their selective anonymity and how safe they feel about the storage and sharing of information</l><l>Computer security, also called cybersecurity, is the protection of computer systems and information from harm, theft, and unauthorized use. Computer hardware is typically protected by the same means used to protect other valuable or sensitive equipment—namely, serial numbers, doors and locks, and alarms. Computer security is also the measures and controls that ensure the confidentiality, integrity, and availability of the information processed and stored by a computer.</l><l>Element is a single part of a larger variable</l></list></block></block><block s="doSayFor"><block var="Vocab Definitons"/><l>20</l></block></script></block-definition><block-definition s="showVocabList2" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>Vocab List</l><block s="reportNewList"><list><l>Lists</l><l>Strings</l><l>Sprite</l><l>Boolean</l><l>Modulus</l><l>Condiitional</l><l>Iteration</l><l>Data Abstraction</l><l>Nested Conditional</l></list></block></block><block s="doSayFor"><block var="Vocab List"/><l>5</l></block><block s="doSetVar"><l>Vocab Definitons</l><block s="reportNewList"><list><l>Lists are varaibles that hold multiple elements in one vriable instead of making multiple diffferent ones</l><l>Strings are a 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