Since we observed 45 more increases than decreases for all two year periods in our dataset, we formulate an alternative hypothesis in accordance with our suspicion:\n". [#] or [#, #, ...]) containing the number(s) for all of the additional facts below that we *require* in order to check for association.\n". "**Question 3.6. This includes all US states **except** Alaska, Hawaii, Maine, Michigan, Wisconsin, and Minnesota.\n". Using Google BigQuery to analyze GitHub Archive data. "*Technical Note:* It's not clear that the murder rates were a \"sample\" from any larger population. sample = simulate_under_null(len(states1))\n". " Within Data, save the my_gapminder and my_penguins data as a raw .csv. Continue exploring. "image/png": 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UBIdYdHQ0du3ahc2bNxuyHiIiIsEEHxMbNmwY8vPzMWbMGEyePBn169eHqamp1jwymQyp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\nRCRZDDEiIpIshhgREUnW/wEwey0xMM2/RAAAAABJRU5ErkJggg==\n", "
".
Vinyl Record Hunting Blog,
Is Spongebob Ending 2021,
Dr Greenwald Dermatologist,
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