NBA Draft Success from 2005-2015
            
            Created by Altricia Latimer, Alex Martinez, Stephanie Rivas, and Howard Mayorga
         
        
            Project Report
            
            Extract
            The data we utilized was from the following sources: 
                Data.world, basketball-reference.com & Kaggle.  
                The data we had access to was in csv format for from Kaggle and Data.world.  
                On basketball-reference.com there was the option of gathering data via csv but we needed 
                data from several years and the csv’s didn’t provide the team or year.  Because of this we 
                wrote a for loop that built a custom url for each year (2005-2015) for each finals team and 
                grabbed the table, added team and year and created a dataframe for the winners and losers. 
                
            Transform
    
            Then both dataframes were merged into one.  
              This dataframe was then exported to a csv and a database was built in
                postgresql with the data as well as the draft data we gathered.  
                Once in the the database we created a jupyter notebook to transform the data.
      
            
            Load
    
            With all the data and visualizations created we built a webpage using bootstrap.  In our 
              Postgresql database we had 2 tables (draft & finals_roster).  With that database we were able 
              to create the distribution graphic of all the draft rankings for all the finals rosters and see how 
              they distributed.  We also used it by joining both tables to see what the average draft position each
              position had for all the players in the finals during the period queried.
            
            We chose the period of 2005-2015 because we felt a 10 year period would be a good range
              for this analysis.  With more time we could look at other 10 year periods and see if we see 
              any interesting correlations.