Begin a Scientific Investigation (Mathematics)
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Research an Impossible Theorem
- Spoiler Unlocked with
7 x Equipment for Scientific Experimentation
Locked with
Experimental Object
Success
Even the concept hurts
You are attempting to arrive at an Impossible Theorem. (Sets 
Experimental Object to 1010 - Impossible Theorem)
An occurrence! Your 'Total Lab Research Required' Quality is now 13000!
An occurrence! Your 'Total Parabolan Research Required' Quality is now 300!
An occurrence! Your 'Parabolan Methods' Quality is now 1! (hidden)
Conclusion: Reach a realisation. Drag the knowledge kicking and screaming out of Parabola
^
Create a Mirthless Compendium of Statistical Observations
- Spoiler Unlocked with
Teaching Reputation of Your Laboratory 1
Locked with Experimental Object, 
Parabolan Research
Success
Turn the mirrors to the wall
- You are charting Statistical Observations. (Sets Experimental Object to 1020 - Statistical Observations)
- You now have 1 x Parabolan Methods (hidden)
- An occurrence! Your 'Total Lab Research Required' Quality is now 100!
An occurrence! Your 'Expected Lab Reward Value' Quality is now 1250! (hidden)
Conclusion: Finish assembling your statistical tables or Pass off your corrupted tables to an unsuspecting colleague
^
Decipher the notes on the Sullier of Probabilities
- Spoiler Unlocked with
Incomprehensible Notes on a Sullier of Probabilities, 
Access to a Parabolan Base-Camp, 
Formula for Perfumed Gunpowder
Locked with Notes on a Sullier of Probabilities
Success
Slow going
- You are investigating the Sullier of Probabilities. (Sets Experimental Object to 1070 - Investigation into the Sullier of Probabilities)
An occurrence! Your 'Red Science Focus' Quality is now 1!- An occurrence! Your 'Total Lab Research Required' Quality is now 2,500!
- An occurrence! Your 'Total Parabolan Research Required' Quality is now 65!
- An occurrence! Your 'Parabolan Methods' Quality is now 1! (hidden)
- An occurrence! Your 'Expected Lab Reward Value' Quality is now 31,250! (hidden)
Conclusion: Conclude your study into infected probabilities
^
