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The market we consider is a crowd-funded platform based in San Francisco, California

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This is a dataset on crowdfunding. The market we consider is a crowd-funded platform based in  San Francisco, California, which  was  established  in  November  of  2021.  The  site  enables  new  and established journalists to crowd-source capital in support of their work by pitching their ideas to the community, just as an entrepreneur might pitch to venture capitalists. The site  functions as follows: individuals first register to become members of the community. Members can then establish a profile page where they can provide details about themselves along  with  a  photograph  and  a  link  to  a  personal website. Any member in  the community  can choose to  “pitch” a story  to other members of the community. A pitch is a proposal to publish a story on the website, and includes a description of the story topic, as well as a budget. Other members of the community can  then  choose to  contribute funds  toward  the pitch in any increment they wish. The contribution phase continues in this manner until the story is completed and published on the website. Once a community member contributes toward a pitch, this becomes public record. When reviewing a pitch, a list of all prior contribution events is provided to the observer as well as  a  summary  indication  of the aggregate contributions received to  date. Thus, page visitors can easily assess cumulative contributions, and recent contributions to the campaign in question. The explanations for the different variables in the dataset are as follows:

 

1. story_id – unique pitch identifier

2. abs_week - absolute week (observationperiod)

3. rel_week - relative week (weeks since story waspublished)

4. story_readtime - total time visitors spent at the story URL this week, in seconds

5. story_views - total number of visitors to the story URL this week

6. story_funding_duration - the number of days the associated pitch spent being funded

7. story_length - the length of the story, in characters

8. focal_page - a binary indicator of whether this story is on the first page or not (rank = 1-12)

9. pitch_contributors - total number of contributors that funded the story

10. tags - number of story topic tags associated with this story

11. pitch_views - total number of visitors to the pitch URL

12. arindex - Automated Readability index value for the story text

13. pitchsum_budget - the funding target of the associated story, in cents

14. video - binary indicator of whether the  story includes video

15. insights - Google Search Trends for pitch keywords (0-100, relative to peak)

 

You would like to understand what factors will determine the attractiveness of a pitch. The pitch attractiveness is measured by whether the story has convinced other members to contribute. How would you approach this problem? Pick a dependent variable (or a few dependent variables) that will give you some insights on contribution behaviors. Discuss why you choose this variable (or this set of variables) as your dependent variable(s). Then, given each dependent variable, select an appropriate model and relevant independent variables. Justify your choices with a few sentences. Finally, show the output of your model in STATA or R and discuss your interpretations of the results.

Now, you want to build  and  estimate  a  regression  model where  the  dependent variable  is a  measure of how much time people spent on reading a story or how  many  people actually  read  a story  (story_ read time  or story_ views, respectively). What variables would you choose as independent variables? Show the output of the final model in STATA or R. Provide in  a  few  sentences  on  your  main takeaways from the analyses.

Note that the dependent variable above is a count of number of seconds people took to read a story or a count of number of views for a given story. Would estimating an OLS regression, even with panel data models, give you precise estimates? If not, what kind of model would you want to run to get

estimates that are more precise and less biased? Show the output of the final model in STATA or R. Provide in a few sentences on your main takeaways from theanalyses.

 

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