Polkjm

So I've been making a sweet moon base with this mod, but I can't seem to find the research to get the launchpad. It's all I'm missing now

The great Red Empire shall rise! Welcome to the Duna Empire challenge! The queen of the city-nation of Redna is planning a great project: Sending her entire city to the planet of Duna. Growing tired of being a small country with a small territory, she now funds this project to have an entire planet to herself! 1: You must use USI Kolonisation, and TAC life support. You may use other mods as long as they don't make it easier or let you cheat. Planetary bases is a nice one to have. 2: You must use [1.2] 3: Make a 20+ Kerbal city on Duna, near the equator. Buildings need to be in sight range of all other buildings. 4: It must have at least two labs 5: It must have at least two rovers. At least one for science and at least one for moving cargo. 6: It must be able to survive forever 7: You must have a queen. Any female kerbal will do. She must be among the first to touchdown on Duna, and if she dies you lost! Additional challenges: - Complete the challenge: 10 points - Have a SSTO flagship that can bring back ore from the Empire to Kerbin, and bring new jewelry to the queen with the money. : 8 points - Have small relay bases on the surface so that the main city has permanent communication with Kerbin (You'll need one on the planet's pole). : 4 points - Make a nice palace independent from the other buildings that hosts the queen.: 6 points - Send science to Kerbin, all science must come from Duna and it's orbit exclusively. You're allowed to send it back using a ship. 1 point per 100 science. - Create a refueling station for fuel, oxydizer, monopropellant and life support supplies that can accomodate ships landed near the city. - 6 points - Do it in career mode : Double all points. Good luck! I'll be posting a leaderboard if people submit their results! You need to submit a video or pictures for proof. As for me, I'm currently trying to complete this challenge. I'm using planetary bases.