Free Republic
Browse · Search
General/Chat
Topics · Post Article

To: PROCON
Kip Carson - a real person, with real heroics - was aa hero to many in the country at a time the first Harper's article about Wild Bill was written. By linking Hickock to him, both physically and thematically, the author and later storytellers were not just taking a shortcut in describing his characteristics. They set out a lineage of the frontier, a line of heroes that spoke to their readers. They knew Carson's qualities - independence, courage, a sense of justice, and above all self-reliance; they saw then again in HIckock, and in countless others in the West. These were qualities they understood innately, traits they associated with the West, and more important, their country, and themselves.
13 posted on 02/05/2020 5:07:01 PM PST by SamAdams76
[ Post Reply | Private Reply | To 1 | View Replies ]


To: SamAdams76
Wrong thread, perhaps ?  ;-)
24 posted on 02/05/2020 5:09:48 PM PST by tomkat
[ Post Reply | Private Reply | To 13 | View Replies ]

To: SamAdams76
Kip Carson - a real person, with real heroics - was aa hero to many in the country at a time the first Harper's article about Wild Bill was written. By linking Hickock to him, both physically and thematically, the author and later storytellers were not just taking a shortcut in describing his characteristics.

Was he Kit's little brother?

63 posted on 02/05/2020 5:24:15 PM PST by piasa (Attitude adjustments offered here free of charge.)
[ Post Reply | Private Reply | To 13 | View Replies ]

To: SamAdams76

I remember when Google used to have a button to take you to a random website. Is this like that?


95 posted on 02/05/2020 5:54:05 PM PST by untenured
[ Post Reply | Private Reply | To 13 | View Replies ]

To: SamAdams76
Kip Carson - a real person, with real heroics - was a hero to many in the country . . .

His nickname was Kit, not Kip. His real name is Christopher Houston Carson (December 24, 1809 – May 23, 1868).

142 posted on 02/06/2020 3:33:22 AM PST by WashingtonSource
[ Post Reply | Private Reply | To 13 | View Replies ]

To: SamAdams76
In order for an infinite geometric series to have a sum, the common ratio r must be between −1 and 1. Then as n increases, r**n gets closer and closer to 0. To find the sum of an infinite geometric series having ratios with an absolute value less than one, use the formula, S=a1/(1−r), where a1 is the first term and r is the common ratio.
150 posted on 02/06/2020 8:18:10 AM PST by HeadOn (Love God. Lead your family. Be a man.)
[ Post Reply | Private Reply | To 13 | View Replies ]

Free Republic
Browse · Search
General/Chat
Topics · Post Article


FreeRepublic, LLC, PO BOX 9771, FRESNO, CA 93794
FreeRepublic.com is powered by software copyright 2000-2008 John Robinson