10/21 - Final Fantasy Friday

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Hank-Scorpio

My butt's for sitting, not for kissing.
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Title: solve optimization problem using Lagrange multiplier | PANDA
Requester: Esben Raunsø Thomasen Bæk [A1MY7TS45XD1NA] (Contact)
(TO): [Pay: 5.00] [Fair: 5.00] [Comm: 0.00] [Fast: 1.00]
Description:
Maximize a Cobb Douglas Production Function Using Lagrange Multipliers and solve for H (in LaTeX)
Time: 20 minutes
HITs Available: 1
Reward: $1.00
Qualifications: None

Keep seeing that getting sent back, no math majors here eh? Had to use Lagrange a decade ago in college and forgot it a decade ago. :grin:
 
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Question for those that use SB apps, can you use more than one phone at the same time (for different apps)?
 

Squatty

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Title: Marbles task | PANDA
Requester: Shaun O'Grady [AX43HAVKQ2PDM] (Contact)
(TO): [Pay: 3.67] [Fair: 5.00] [Comm: 0.00] [Fast: 5.00]
Description:
Collect red marbles from bins containing both red and white marbles.
Time: 60 minutes
HITs Available: 1
Reward: $1.00
Qualifications: None
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Tandem In Time

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Forensic anthropologist often work on the newly dead they are just so specialized that they are hard to come by. I think there are only 113 registered PhD holding Forensic Anthros in the US... Well that's that I think they said at the Forensic Chico Conference. Super amazing work though! You'll have to let me know if you publish or present
Hopefully we'll have some cool stuff coming out in the next 1 to 2 years in that area. We were just awarded a huge DOJ grant to carry-out several follow-up studies, so those funds should in place shortly to get the new projects up and running.. We'll be conducting most of the sampling for our experiments at STAFS, and then the analysis is split across several institutions. So several notable names in the field will be contributors.
 

nopoopwarez

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Question for those that use SB apps, can you use more than one phone at the same time (for different apps)?
You could. I think each app has a points cap though (unless you run them solely for bonus rounds). Haven't used the sb apps in a while though so things could have changed.
 
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Squatty

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Batch?
Title: Rate how polite an email is | PANDA
Requester: Scholar Engent [A2SMXHDVYNMTSS] (Contact)
(TO): [Pay: N/A] [Fair: N/A] [Comm: N/A] [Fast: N/A]
Description:
Read an email and rate its politeness on a scale from 1-5
Time: 10 minutes
HITs Available: 402
Reward: $0.03
Qualifications: Location is one of: CA, US; HIT approval rate (%) is not less than 97;

 

nopoopwarez

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welp today has kind of sucked minus that last hour and a half. Only made it to $45.
 

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Title: Color Vision Deficiency (Colorblindnesss) & Scientific Visualization(~ 4 minutes) | PANDA
Requester: Terece Turton [A2BGNXI3YUTJE3] (Contact)
(TO): [Pay: 4.33] [Fair: 5.00] [Comm: 3.00] [Fast: 5.00]
Description:
Are you colorblind? If so, please take a short survey.
Time: 30 minutes
HITs Available: 1
Reward: $0.35
Qualifications: 61798dbc has not been granted; Location is one of: AU, CA, GB, US; Exc: [728619147-24250] has not been granted; HIT approval rate (%) is not less than 50; c7214ef7 has not been granted;
 
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emily

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You could. I think each app has a points cap though (unless you run them solely for bonus rounds). Haven't used the sb apps in a while though so things could have changed.
That is super cool. I wish my specialty was like that but it isn't. I am a pioneer. All the big stuff I am involved in isn't my own baby
 

SweetiePuff

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Barbwire

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Title: Record Yourself Saying "Elora" | PANDA
Requester: Speech Research [A2FF1XLYQ7RTGE] (TO)
TO Ratings:

☢☢☢☢☢ 4.68 Communicativity
☢☢☢☢☢ 4.37 Generosity
☢☢☢☢☢ 4.95 Fairness
☢☢☢☢☢ 4.79 Promptness
Number of Reviews: 120
(Submit a new TO rating for this requester)

Description: Use vocaroo.com to record yourself saying a word and submit the URL
Time: 10 minutes
Hits Available: 3900
Reward: $0.10
Qualifications: Location is not PK; Location is not IN; HIT approval rate (%) is greater than 60; Total approved HITs is greater than 50
 
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catnapped

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Squatty

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A6_Foul_Out

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Title: solve optimization problem using Lagrange multiplier | PANDA
Requester: Esben Raunsø Thomasen Bæk [A1MY7TS45XD1NA] (Contact)
(TO): [Pay: 5.00] [Fair: 5.00] [Comm: 0.00] [Fast: 1.00]
Description:
Maximize a Cobb Douglas Production Function Using Lagrange Multipliers and solve for H (in LaTeX)
Time: 20 minutes
HITs Available: 1
Reward: $1.00
Qualifications: None

Keep seeing that getting sent back, no math majors here eh? Had to use Lagrange a decade ago in college and forgot it a decade ago. :grin:
what's a "Math"?
 

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I was just about to turn off my Pandas when I caught another $2 Pin

 
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Yatagarasu

all up in the videos, all on the records, dancin'
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