Title: Investing Survey; 15 Minutes; $2 with a $.50 Bonus | PANDA Requester: Rushabh Doshi [A2KYJICUEXC1GM] (TO) TO Ratings: 0.00 Communicativity 4.00 Generosity 0.00 Fairness 0.00 Promptness Number of Reviews: 3 (Submit a new TO rating for this requester) Description: This survey focuses on investing money in a hypothetical country. It pays $2 and has a $.50 bonus for good short answers. It asks twenty multiple-choice questions, three short-answer questions, and takes fifteen minutes to complete. Time: 2 hours Hits Available: 1 Reward: $2.00 Qualifications: Total approved HITs is greater than 1000; Masters has been granted; HIT approval rate (%) is greater than 97 |
almost anything's possibleIs it possible to break your foot in your sleep?
ewwwwjust got a web eval
wow, hacked plumber site
anything is possible, if you believe in yourselfIs it possible to break your foot in your sleep?
Is it possible to break your foot in your sleep?
Greetings from Amazon Mechanical Turk,
You've received a bonus from HubPages for work related to 32CXT5U14G3RFQRZE73L6XE9NBX8UR.
The value of your bonus is: $0.37 USD
The Requester included this note:
This is your performance bonus for rating 10 articles for HubPages. You have received a bonus of $0.37 because your accuracy is approximately 80%. Continue to carefully rate more articles and receive bonuses of up to $2 or more for every 10 articles that you rate!
Thanks for being a Worker on Mechanical Turk!
Sincerely,
Amazon Mechanical Turk
Greetings from Amazon Mechanical Turk,
You've received a bonus from HubPages for work related to 32CXT5U14G3RFQRZE73L6XE9NBX8UR.
The value of your bonus is: $0.37 USD
The Requester included this note:
This is your performance bonus for rating 10 articles for HubPages. You have received a bonus of $0.37 because your accuracy is approximately 80%. Continue to carefully rate more articles and receive bonuses of up to $2 or more for every 10 articles that you rate!
Thanks for being a Worker on Mechanical Turk!
Sincerely,
Amazon Mechanical Turk
Greetings from Amazon Mechanical Turk,
You've received a bonus from Sticky for work related to 3FW4EL5A3L45MCF07CCKS6PWH4P22Z.
The value of your bonus is: $0.20 USD
The Requester included this note:
Congratulations! Your session is eligible for the extra reward bonus. The bonus has been added to your account.
Great work!
Thanks for being a Worker on Mechanical Turk!
Sincerely,
Amazon Mechanical Turk
HAPPY HOUR SLUSHES ON ME!!!
http://data:image/jpeg;base64,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