mathkin/cards/monsters

monster_name
Level: #
Name: Monster name
Class: Monster class
Description: Text describing the monster and its abilities.
Enhancements: Text describing enhancements.
Illustration: monster_name.png
Bad stuff: Text describing bad stuff
Levels: #
Treasures: #
Notes: Comments which should not appear on the actual card.

abelian_grape
Level: 5
Name: Abelian grape
Class:
Description:
Enhancements: -3 against algebraicists
Bad stuff:
Notes: This is a pun on the term "abelian group".

lobachevsky_monster
Level: 50
Name: Analytic and algebraic topology of locally Euclidean metrization of infinitely differentiable Riemannian manifold
Class:
Description: This you know from nothing.  What you're going to do?
Enhancements: -50 against Lobachevsky.  He has a friend in Minsk.
Bad stuff: 
Notes: From Tom Lehrer's song "Lobachevsky"

scary_diagram
Level: 10
Name: Large and scary diagram
Class:
Description:
Enhancements: 
Bad stuff: Does not pursue algebraicists and category theorists.  They can just chase it, and it disappears.
Notes: Diagram as in "commutative diagram"

bear_category
Level: 10
Name: Bear Category
Class:
Description: 
Enhancements: 
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ugly_integral
Level: 20
Name: Really ugly integral
Class: 
Description: 
Enhancements: +5 against algebraicists, -15 against analysists.
Bad stuff: 
Levels: 
Treasures: 
Notes: 

coffee_cup
Level: 1
Name: Coffee cup
Class: 
Description: 
Enhancements: -1 against topologists.  They just eat it.
Bad stuff: Does not pursue.
Levels: 
Treasures: 
Notes: 

hairy_ball
Level: 5
Name: Hairy ball
Class: 
Description: 
Enhancements: 
Bad stuff: 
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Treasures: 
Notes: The ball from the Hairy ball theorem

butterfly_lemma
Level: 10
Name: Butterfly Lemma
Class: 
Description: -5 against algebraicists
Enhancements: 
Bad stuff: 
Levels: 
Treasures: 
Notes: 

zorns_lemon
Level: 
Name: Zorn's Lemon
Class: 
Description: It is yellow, sour and equivalent to the axiom of choice.
Enhancements: 
Bad stuff: 
Levels: 
Treasures: 
Notes: Pun on "Zorn's lemma"

diagonal_elephant
Level: 
Name: Cantor's diagonal elephant
Class: 
Description: It is big, grey and proves the uncountability of the reals.
Enhancements: 
Bad stuff: 
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Treasures: 
Notes: Pun on "Cantor's diagonal argument"

calculus_textbook
Level: 5
Name: Calculus textbook
Class: 
Description: 
Enhancements: -4 against analysisisists.
Bad stuff: 
Levels: 
Treasures: 
Notes: 

really_thin_textbook
Level: 30
Name: Really thin textbook
Class: 
Description: 
Enhancements: 
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Notes: 

ugly_typography
Level: 5
Name: Ugly typography
Class: 
Description: 
Enhancements: +45 against TeXnicians
Bad stuff: 
Levels: 
Treasures: 
Notes: 

categorical_definition
Level: 10
Name: Confusing categorical definition of familiar concept
Class: 
Description: 
Enhancements: -9 against category theorists
Bad stuff: 
Levels: 
Treasures: 
Notes: 

negative_epsilon
Level: 1
Name: ``Let $\epsilon < 0$, \ldots''
Class: 
Description: 
Enhancements: +10 against analysists, who are extremely confused by a negative $\epsilon$.
Bad stuff: 
Levels: 
Treasures: 
Notes: 

odd_prime
Level: 2
Name: Odd prime
Class: 
Description: 
Enhancements: 
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Notes: "2 is the only odd prime"

greek_letter
Level: 5
Name: Strange Greek letter that no-one knows how to pronounce.
Class: 
Description: 
Enhancements: 
Bad stuff: 
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simple_arithmetic_problem
Level: 1
Name: Simple arithmetic problem
Class: 
Description: 
Enhancements: +5 against PhD students, +10 against professors
Bad stuff: 
Levels: 
Treasures: 
Notes: Illustration: "5 + 8 = ?" or something similar

oral_exam
Level: 10
Name: Oral exam
Class: 
Description: You have one minute to prove a diagram lemma.  Then roll a die to determine your grade.  One or two means you fail and get the bad stuff.
Enhancements: 
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general_abstract_nonsense
Level: 
Name: General Abstract Nonsense
Class: 
Description: 
Enhancements: Does not fight against category theorists.
Bad stuff: 
Levels: 
Treasures: 
Notes: Euphemism for «category theory».

general_topology
Level: 
Name: General Topology
Class: 
Description: 
Enhancements: Does not fight against topologists.
Bad stuff: 
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cantor_set
Level: 
Name: Cantor set
Class: 
Description: 
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monster_group
Level: 808017424794512875886459904961710757005754368000000000
Name: Monster group
Class: 
Description: 
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relatively_prime_number
Level: 91
Name: Relatively prime number
Class: 
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