colors - 2024 ACF Fall - Buzzpoints App

Question

Nelson Goodman’s book Fact, Fiction, and Forecast uses two time-dependent examples of these attributes to argue that a certain process works better for predicates with an entrenched usage. For 10 points each:

[10h] Name these things. One thinker used the example of a man who is asked to imagine one of these things to show that some ideas cannot be drawn from impressions in a counterexample to his own “copy principle.”

ANSWER: colors [or shades; accept missing shade of blue; accept blue; accept green; accept grue; accept bleen]

[10e] Goodman posited grue and bleen in his “new riddle of [this process],” which builds on Hume’s problem concerning it. This process, which uses past cases to generalize future cases, is contrasted with deduction.

ANSWER: induction [accept New Riddle of Induction]

[10m] Goodman described how induction can be justified by creating a reflective equilibrium, a term originally coined by this author of A Theory of Justice to describe how societies compromise on moral principles.

ANSWER: John Rawls

Back to bonuses

Summary


2024 ACF Fall at Cornell	fall	Y	9	12.22	100%	11%	11%
2024 ACF Fall at Ohio State	fall	Y	8	17.50	88%	50%	38%
2024 ACF Fall at Washington	fall	Y	6	16.67	83%	50%	33%
2024 ACF Fall at Georgia	fall	Y	11	15.45	82%	46%	27%
2024 ACF Fall at North Carolina	fall	Y	9	20.00	100%	67%	33%
2024 ACF Fall at Claremont Colleges	fall	Y	5	14.00	100%	20%	20%
2024 ACF Fall at Rutgers	fall	Y	8	15.00	88%	50%	13%

Data


Alberta	Arizona State B	10	10	10	30
Boise State	UW Gluttony	0	10	0	10
UW Greed	UW Lust	0	0	0	0
UW Pride	UBC B	10	10	0	20
Arizona State A	UW Sloth	0	10	10	20
UCLA C	Claremont C	10	10	10	30
UCLA A	UCLA E	0	10	0	10
UCLA B	Claremont A	0	10	0	10
Binghamton A	RIT C	0	10	10	20
Cornell E	Binghamton B	0	10	0	10
Cornell C	Binghamton C	0	10	0	10
Cornell D	Cornell A	0	10	0	10
Cornell B	RIT A	0	10	0	10
Penn State	Cornell F	0	10	0	10
Cornell G	ESF	10	10	0	20
Syracuse	U of Rochester A	0	10	0	10
RIT B	U of Rochester B	0	10	0	10
CWRU A (UG)	Michigan C	0	10	0	10
CWRU B (DII)	CWRU C (UG)	10	10	0	20
Miami C (DII)	West Virginia A (UG)	0	0	0	0
Michigan B (UG)	Ohio State C (DII)	0	10	10	20
Michigan A (UG)	Michigan D (UG)	10	10	10	30
Michigan State A	Jefferson County Scholars (DII)	10	10	10	30
Ohio State B (DII)	Michigan State B	0	10	0	10
Miami A (UG)	West Virginia B (UG)	0	10	10	20
VCU	Appalachian State B	10	10	10	30
UNC B	Duke A	0	10	0	10
UNC D	James Madison B	0	10	10	20
Virginia Tech A	Liberty A	10	10	10	30
Liberty C	Tusculum	0	10	0	10
NC State	Virginia Tech B	10	10	0	20
UNC A	Duke B	0	10	10	20
UNC C	Appalachian State A	0	10	10	20
Virginia	William & Mary	0	10	10	20
UBC A	UW Wrath	0	10	10	20
Vanderbilt A	Alabama A	0	10	10	20
Georgia Tech B	Auburn C	10	10	0	20
Georgia Tech B	Missisippi State	0	10	0	10
Georgia Tech B	Auburn C	10	10	0	20
Georgia Tech B	Missisippi State	0	10	0	10
Emory A	Emory Oxford	0	10	0	10
Georgia Tech A	Furman	10	10	10	30
Georgia Tech C	Belmont	0	10	0	10
Georgia Tech D	Tennessee A	10	10	10	30
Georgia Tech B	Auburn C	10	0	0	10
Georgia Tech B	Missisippi State	0	0	0	0
Georgia Tech B	Auburn C	10	0	0	10
Georgia Tech B	Missisippi State	0	0	0	0
Mississippi State A	Georgia Tech E	0	10	10	20
South Carolina B	Southern	0	10	0	10
Clemson B	Tennessee B	0	10	10	20
Auburn B	Vanderbilt B	0	0	0	0
UCSD	UCLA D	0	10	0	10
USC	Claremont B	0	10	0	10
Columbia A (UG)	Bard A (UG)	0	10	10	20
Rutgers B	Columbia B	0	10	0	10
Columbia J (DII)	Lehigh B (DII)	0	10	10	20
Fordham A	Maryland B (DII)	0	10	0	10
Lehigh A (UG)	Penn A (DII)	0	0	0	0
Maryland A (DII)	NYU B	10	10	10	30
NYU A (UG)	Rowan A (DII)	0	10	10	20
Penn B (DII)	Princeton A (UG)	0	10	0	10