data:image/png;base64,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KBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==QuestionNum2what is the term for an error that occurs when a program you're using or writing crashes ?eQuestionNum3what is the term for a substitution method where letters in the alphabet are shifted by some fixed number of spaces ?lQuestionNum4What is put in, taken in, or operated on by any process or system.aQuestionNum5what is the term for the action of working with someone to produce or create something. oQuestionNum6what is the term when a cybercriminal to floods a server with traffic to overwhelm its websitekQuestionNum7what is the term for the specific order in which instructions are performed in an algorithm.qQuestionNum8what is the term for that block that selects one peice of data from the data strcturegQuestionNum9what is the term for function that repeats a block of code in a specified orderiQuestionNum10what is the term for a block that names the peices of a structureh2100024