data:image/png;base64,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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==51. What is simplifying complex systems by hiding unnecessary details?,2. What is techniques used to handle intricate problems more easily?,"3. What is a mistake in the code that violates language rules, preventing it from running?",4. What is working together with others to achieve a common goal?,"5. What is a flaw in the program's logic that leads to incorrect results, even if it runs without crashing?",6. What is values passed to functions or methods to specify inputs?,"7. What is an error that occurs while the program is running, causing it to crash?",8. What is a step-by-step procedure for solving a problem or performing a task?,"9. What is the process of visiting each element in a data structure, like a list or tree?",10. What is the order in which instructions are executed in a program.,11. What is a position in a list or array used to access specific elements?,12. What is converting information into a code to prevent unauthorized access?,13. What is making decisions in a program based on certain conditions?,14. What is converting encrypted data back to its original form?,15. What is repeating a process or set of instructions multiple times?,16. What is a single key used for both encrypting and decrypting data?,17. What is a deceptive attempt to obtain sensitive information by pretending to be a trustworthy source?,18. What is a pair of keys (public and private) used for secure communication?,"19. What is an attack that overwhelms a server with traffic, making it unavailable.","20.What is a network of infected computers controlled by a hacker to perform tasks, often malicious?",21. What is a simple encryption method that shifts letters in the alphabet by a fixed number.,22. What is a programming paradigm where the flow is determined by events (like user actions).,23. What is a set of instructions packaged together to perform a specific task in programming?,24. What is the process of identifying and fixing errors in code?Syntax Error,Abstraction,Runtime ErrorManaging Complexity,Collaboration,Asymmetric KeyBotnet,Logical Error,Syntax ErrorCaesar Cipher,DDOS,CollaborationLogical Error,Algorithim,TraversalAbstraction,Argument/Parameter,DebuggingProcedure,Runtime Error,Event Driven PorgrammingAlgorithim,Index Number,SequencingEncryption,Constructor,TraversalArgument/Parameter,Sequencing,DDOSIndex Number,Selection,TraversalDecryption,Procedure,EncryptionCollaboration,Abstraction,SelectionEncryption,Decryption,ErrorIteration,Syntax Error,AlgorithimDDOS,Symmetric Key,DebuggingPhishing,Botnet,Caesar CipherSequencing,Symmetric Key,Asymmetric KeyLogical Error,Index Number,DDOSSelection,Botnet,CollaborationDebugging,Caesar Cipher,IterationEvent Driven Programming,Selction,Argument/ParameterMalware,Phishing,ProcedureDebugging,Sequencing,Abstraction2,1,3,3,1,2,2,1,3,2,1,3,3,2,1,2,1,3,3,2,2,1,3,16