Real Person, Humor, Genuine, Conversational, Articulate, Warm, Fun

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Elearning
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1

Description

Fun and energetic, professional, smooth, concise, informative, knowledgeable, articulate, scientific, and humorous. These selections show enormous versatility and range. Able to teach and impart knowledge without sounding condescending. Conversational, warm, friendly guidance. Clear and concise.

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Vocal Characteristics

Language

English

Voice Age

Middle Aged (35-54)

Accents

North American (General) North American (US General American - GenAM)

Transcript

Note: Transcripts are generated using speech recognition software and may contain errors.
you bet you didn't know half of your first day was going to be spent watching videos and filling out paperwork, did you? But we deal with a lot of paperwork and regulations here in hospital administration. And though you wouldn't have this job without your experience, we still have to go over all the rules. But hey, you're almost done And then we'll take a lunch break before you meet the team and go over more process and procedural rules. Let's get started. Welcome to accounting fundamentals. During this course, you will learn the basics of double entry bookkeeping as well as how to analyze and record financial transactions. Learn about writing checks, preparing an income statement and closing out accounts at the end of the fiscal period. Get ready to meet our solar system Today, we're going to start with the center of it all. The sun. The sun is actually a star made of burning gas. It is closer to us than any other star without the sun. The earth would be a frozen wasteland. It even controls when we are asleep and awake, laura, I'd like to talk to you about restructuring the team and moving rafael to Jeff's project. Do you have a moment? I do. Um, but I really do not want to lose rafael. Yes, but the builds are running smoothly right now and Raphael can still be available to assist if Krista has any issues, Jeff's project is falling farther and farther behind and Raphael can really help. I'll move him back to your team when Jeff is caught up the Rheiman hypothesis discusses zeros outside the region of convergence of this series and Euler product. To make sense of the hypothesis, it is necessary to analytically continue the function. To obtain a form that is valid for all complex S. All choices of how to perform this analytic continuation will lead to the same result by the identity theorem.