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[{"choices":[{"nextNgram":0,"nextChar":"a","cumulativeProbability":2},{"nextNgram":1,"nextChar":"m","cumulativeProbability":3}],"totalProbability":3,"name":"aa"},{"choices":[{"nextNgram":7,"nextChar":"r","cumulativeProbability":3},{"nextNgram":6,"nextChar":"e","cumulativeProbability":4}],"totalProbability":4,"name":"am"},{"choices":[{"nextNgram":8,"nextChar":"y","cumulativeProbability":1}],"totalProbability":1,"name":"an"},{"choices":[{"nextNgram":9,"nextChar":"w","cumulativeProbability":1}],"totalProbability":1,"name":"ao"},{"choices":[{"nextNgram":9,"nextChar":"w","cumulativeProbability":1}],"totalProbability":1,"name":"eo"},{"choices":[{"nextNgram":21,"nextChar":"m","cumulativeProbability":6},{"nextNgram":22,"nextChar":"n","cumulativeProbability":7},{"nextNgram":23,"nextChar":"p","cumulativeProbability":8}],"totalProbability":8,"name":"ew"},{"choices":[{"nextNgram":4,"nextChar":"o","cumulativeProbability":3},{"nextNgram":5,"nextChar":"w","cumulativeProbability":5}],"totalProbability":5,"name":"me"},{"choices":[{"nextNgram":16,"nextChar":"o","cumulativeProbability":15},{"nextNgram":12,"nextChar":"a","cumulativeProbability":24},{"nextNgram":18,"nextChar":"r","cumulativeProbability":28},{"nextNgram":19,"nextChar":"w","cumulativeProbability":29},{"nextNgram":13,"nextChar":"e","cumulativeProbability":30}],"totalProbability":30,"name":"mr"},{"choices":[{"nextNgram":26,"nextChar":"a","cumulativeProbability":1}],"totalProbability":1,"name":"ny"},{"choices":[{"nextNgram":21,"nextChar":"m","cumulativeProbability":22},{"nextNgram":24,"nextChar":"r","cumulativeProbability":32},{"nextNgram":22,"nextChar":"n","cumulativeProbability":36},{"nextNgram":25,"nextChar":"w","cumulativeProbability":37},{"nextNgram":23,"nextChar":"p","cumulativeProbability":38}],"totalProbability":38,"name":"ow"},{"choices":[{"nextNgram":11,"nextChar":"u","cumulativeProbability":1}],"totalProbability":1,"name":"pp"},{"choices":[{"nextNgram":20,"nextChar":"r","cumulativeProbability":1}],"totalProbability":1,"name":"pu"},{"choices":[{"nextNgram":3,"nextChar":"o","cumulativeProbability":1}],"totalProbability":1,"name":"ra"},{"choices":[{"nextNgram":4,"nextChar":"o","cumulativeProbability":1}],"totalProbability":1,"name":"re"},{"choices":[{"nextNgram":7,"nextChar":"r","cumulativeProbability":1},{"nextNgram":6,"nextChar":"e","cumulativeProbability":2}],"totalProbability":2,"name":"rm"},{"choices":[{"nextNgram":8,"nextChar":"y","cumulativeProbability":1}],"totalProbability":1,"name":"rn"},{"choices":[{"nextNgram":9,"nextChar":"w","cumulativeProbability":1}],"totalProbability":1,"name":"ro"},{"choices":[{"nextNgram":10,"nextChar":"p","cumulativeProbability":1}],"totalProbability":1,"name":"rp"},{"choices":[{"nextNgram":18,"nextChar":"r","cumulativeProbability":7},{"nextNgram":14,"nextChar":"m","cumulativeProbability":10},{"nextNgram":16,"nextChar":"o","cumulativeProbability":13},{"nextNgram":17,"nextChar":"p","cumulativeProbability":14}],"totalProbability":14,"name":"rr"},{"choices":[{"nextNgram":21,"nextChar":"m","cumulativeProbability":1}],"totalProbability":1,"name":"rw"},{"choices":[{"nextNgram":18,"nextChar":"r","cumulativeProbability":1}],"totalProbability":1,"name":"ur"},{"choices":[{"nextNgram":7,"nextChar":"r","cumulativeProbability":17},{"nextNgram":6,"nextChar":"e","cumulativeProbability":30}],"totalProbability":30,"name":"wm"},{"choices":[{"nextNgram":8,"nextChar":"y","cumulativeProbability":1}],"totalProbability":1,"name":"wn"},{"choices":[{"nextNgram":11,"nextChar":"u","cumulativeProbability":1}],"totalProbability":1,"name":"wp"},{"choices":[{"nextNgram":14,"nextChar":"m","cumulativeProbability":7},{"nextNgram":15,"nextChar":"n","cumulativeProbability":10}],"totalProbability":10,"name":"wr"},{"choices":[{"nextNgram":25,"nextChar":"w","cumulativeProbability":3},{"nextNgram":21,"nextChar":"m","cumulativeProbability":4}],"totalProbability":4,"name":"ww"},{"choices":[{"nextNgram":0,"nextChar":"a","cumulativeProbability":4},{"nextNgram":2,"nextChar":"n","cumulativeProbability":5},{"nextNgram":1,"nextChar":"m","cumulativeProbability":6}],"totalProbability":6,"name":"ya"}]
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import json
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from random import randint, choice
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def load_json(filename):
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with open(filename) as f:
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return json.load(f)
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actions = [
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"*tilts head*",
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"*twitches ears slightly*",
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"*purrs*",
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"*falls asleep*",
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"*sits on ur keyboard*",
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"*nuzzles*",
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"*stares at u*",
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"*points towards case of monster zero ultra*",
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"*sneezes*",
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"*plays with yarn*",
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"*eats all ur doritos*",
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"*lies down on a random surface*",
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]
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catgirl_table = load_json("catgirl_nonsense.json")
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keymash_table = load_json("keyboard_mash.json")
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scrunkly_table = load_json("aww_the_scrunkly.json")
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def gen_uwu():
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return "uwu"
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def gen_colon_three():
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return ":3"
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def gen_owo():
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return "owo"
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def gen_nyaa():
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return "ny" + ("a" * randint(1, 6))
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def gen_blush():
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return ">" + ("/" * randint(3, 6)) + "<"
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def gen_actions():
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return choice(actions)
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def gen_screaming():
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return "A" * randint(5, 16)
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def gen_catgirl_nonsense():
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result = "mr"
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state = 7
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for _ in range(randint(25, 149)):
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rand = randint(0, catgirl_table[state]["totalProbability"] - 1)
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for choice in catgirl_table[state]["choices"]:
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if choice["cumulativeProbability"] > rand:
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result += choice["nextChar"]
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state = choice["nextNgram"]
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break
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result += "nya"
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return result
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def gen_keyboard_mash():
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result = ""
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state = randint(0, len(keymash_table) - 1)
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for _ in range(randint(25, 149)):
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rand = randint(0, keymash_table[state]["totalProbability"] - 1)
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for choice in keymash_table[state]["choices"]:
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if choice["cumulativeProbability"] > rand:
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result += choice["nextChar"]
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state = choice["nextNgram"]
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break
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return result
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def gen_scrunkly():
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result = "aw"
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state = 37
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for _ in range(randint(25, 99)):
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rand = randint(0, scrunkly_table[state]["totalProbability"] - 1)
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for choice in scrunkly_table[state]["choices"]:
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if choice["cumulativeProbability"] > rand:
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result += choice["nextChar"]
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state = choice["nextNgram"]
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break
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return result
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generators = [
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gen_uwu,
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gen_colon_three,
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gen_owo,
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gen_nyaa,
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gen_blush,
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gen_actions,
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gen_screaming,
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gen_catgirl_nonsense,
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gen_keyboard_mash,
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gen_scrunkly,
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]
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prev = None
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cur = None
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while True:
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prev = cur
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cur = choice(generators)
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while cur == prev:
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cur = choice(generators)
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print(cur(), end=" ")
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Reference in new issue