mlratino / friend-finder Goto Github PK

1. My survey should have 10 questions of your choosing. Each answer is on a scale of 1 to 5 based on how much the user agrees or disagrees with a question. ​
2. My server.js file requires the basic npm packages: express and path. ​
3. MyhtmlRoutes.js file should include two routes: ​
   • A GET Route to /survey which should display the survey page.
   • A default, catch-all route that leads to home.html which displays the home page. ​
4. MyapiRoutes.js file contains two routes: ​
   • A GET route with the url /api/friends. This will be used to display a JSON of all possible friends.
   • A POST routes /api/friends. This will be used to handle incoming survey results. This route will also be used to handle the compatibility logic. ​ 5.My application's data is saved inside of app/data/friends.js as an array of objects. Each of these objects should roughly follow the format below. ​

{
  "name":"Ahmed",
  "photo":"https://media.licdn.com/mpr/mpr/shrinknp_400_400/p/6/005/064/1bd/3435aa3.jpg",
  "scores":[
      5,
      1,
      4,
      4,
      5,
      1,
      2,
      5,
      4,
      1
    ]
}

​ 6. Determine the user's most compatible friend using the following as a guide: ​

• Convert each user's results into a simple array of numbers (ex: [5, 1, 4, 4, 5, 1, 2, 5, 4, 1]).
• With that done, compare the difference between current user's scores against those from other users, question by question. Add up the differences to calculate the totalDifference.
  • Example:
    • User 1: [5, 1, 4, 4, 5, 1, 2, 5, 4, 1]
    • User 2: [3, 2, 6, 4, 5, 1, 2, 5, 4, 1]
    • Total Difference: 2 + 1 + 2 = 5
• Remember to use the absolute value of the differences. Put another way: no negative solutions! Your app should calculate both 5-3 and 3-5 as 2, and so on.
• The closest match will be the user with the least amount of difference. ​

7. Once you've found the current user's most compatible friend, display the result as a modal pop-up.
   • The modal should display both the name and picture of the closest match. ​

​

• Please submit both the deployed Heroku link to your homework AND the link to the Github Repository! ​