I'll be alright
06-12-2018, 09:45 PM
#1
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I'll be alright
I recently came back from a road trip. On my way home I kept getting a ding ding ding from my car. Some times four dings followed by two dings, some times three dings. At one point my DIC read "I'll be alright". Anyone ever have this happen to them?
06-12-2018, 09:59 PM
#2
06-12-2018, 10:01 PM
#3
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Never had that happen to me ... but, about a week ago while I was driving home late on night, the DIC started flashing the words "The End Is Coming"
06-12-2018, 10:07 PM
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06-12-2018, 11:59 PM
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Burma Shave!
06-13-2018, 08:07 AM
#8
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06-13-2018, 08:51 AM
#10
Race Director
Last edited by Corvette_Ed; 06-13-2018 at 08:52 AM.
06-13-2018, 08:55 AM
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06-13-2018, 09:03 AM
#12
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Those dings were coming from the elevator, which apparently doesn't go to the top floor.
06-13-2018, 09:28 AM
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06-13-2018, 10:11 AM
#16
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Burma Shave has been around a long long time ... certainly during WWII and before.
I was not around during WWII, but in the early 60s, I remember seeing these signs along the various highways my dad would take us on.
It's obvious, they had a really big advertising budget.
I was not around during WWII, but in the early 60s, I remember seeing these signs along the various highways my dad would take us on.
It's obvious, they had a really big advertising budget.
06-13-2018, 10:16 AM
#17
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I don't think they even sell Burma Shave anymore
.... It's gone just like Ipana toothpaste, Sen-Sen and Fizzies
.... It's gone just like Ipana toothpaste, Sen-Sen and Fizzies
06-13-2018, 10:18 AM
#18
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Ah, crap, I've been trying to incorporate "programation" into my daily conversation and now you come up with "perfroming linear regression". I'm flummoxed. Discombobulated. Perplexed. Stymied. Two-blocked. 
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LowRyter (06-13-2018)
06-13-2018, 10:21 AM
#19
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Well, google is my friend. Now I have a complete understanding of "perfroming linear regression":
linear regression is a linear approach to modelling the relationship between a scalar response and one or more explanatory variables. The case of one explanatory variable is called simple linear regression. For more than one explanatory variable, the process is called multiple linear regression. This term is distinct from multivariate linear regression, where multiple correlated dependent variables are predicted, rather than a single scalar variable.
linear regression is a linear approach to modelling the relationship between a scalar response and one or more explanatory variables. The case of one explanatory variable is called simple linear regression. For more than one explanatory variable, the process is called multiple linear regression. This term is distinct from multivariate linear regression, where multiple correlated dependent variables are predicted, rather than a single scalar variable.
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Null Pointer (06-13-2018)
06-13-2018, 10:23 AM
#20
Le Mans Master
