content stringlengths 7 1.05M | fixed_cases stringlengths 1 1.28M |
|---|---|
d = {
'name': 'setayesh',
'last_name': 'pasanadideh',
'age': 14,
'b_p': 'tehran',
'p': print,
'wear_glass': False
}
print(d)
print(d['last_name'])
d['p']( 'amirreza') | d = {'name': 'setayesh', 'last_name': 'pasanadideh', 'age': 14, 'b_p': 'tehran', 'p': print, 'wear_glass': False}
print(d)
print(d['last_name'])
d['p']('amirreza') |
COCO_PERSON_SKELETON = [[2, 3], [3,4], [4, 5], [2, 6], [6,7], [7,8], [2,1]]
COCO_KEYPOINTS = [
'nose', # 1
'left_eye', # 2
'right_eye', # 3
'left_ear', # 4
'right_ear', # 5
'left_shoulder', # 6
'right_shoulder', # 7
'left_elbow', # 8
'right_elbow', # 9
'left_wrist', # 10
'right_wrist', # 11
'left_hip', # 12
'right_hip', # 13
'left_knee', # 14
'right_knee', # 15
'left_ankle', # 16
'right_ankle', # 17
]
HFLIP = {
'left_eye': 'right_eye',
'right_eye': 'left_eye',
'left_ear': 'right_ear',
'right_ear': 'left_ear',
'left_shoulder': 'right_shoulder',
'right_shoulder': 'left_shoulder',
'left_elbow': 'right_elbow',
'right_elbow': 'left_elbow',
'left_wrist': 'right_wrist',
'right_wrist': 'left_wrist',
'left_hip': 'right_hip',
'right_hip': 'left_hip',
'left_knee': 'right_knee',
'right_knee': 'left_knee',
'left_ankle': 'right_ankle',
'right_ankle': 'left_ankle',
}
COCO_PERSON_SIGMAS = [
0.026, # nose
0.025, # eyes
0.025, # eyes
0.035, # ears
0.035, # ears
0.079, # shoulders
0.079, # shoulders
0.072, # elbows
0.072, # elbows
0.062, # wrists
0.062, # wrists
0.107, # hips
0.107, # hips
0.087, # knees
0.087, # knees
0.089, # ankles
0.089, # ankles
]
def print_associations():
for j1, j2 in COCO_PERSON_SKELETON:
print(COCO_KEYPOINTS[j1 - 1], '-', COCO_KEYPOINTS[j2 - 1])
if __name__ == '__main__':
print_associations()
draw_skeletons()
| coco_person_skeleton = [[2, 3], [3, 4], [4, 5], [2, 6], [6, 7], [7, 8], [2, 1]]
coco_keypoints = ['nose', 'left_eye', 'right_eye', 'left_ear', 'right_ear', 'left_shoulder', 'right_shoulder', 'left_elbow', 'right_elbow', 'left_wrist', 'right_wrist', 'left_hip', 'right_hip', 'left_knee', 'right_knee', 'left_ankle', 'right_ankle']
hflip = {'left_eye': 'right_eye', 'right_eye': 'left_eye', 'left_ear': 'right_ear', 'right_ear': 'left_ear', 'left_shoulder': 'right_shoulder', 'right_shoulder': 'left_shoulder', 'left_elbow': 'right_elbow', 'right_elbow': 'left_elbow', 'left_wrist': 'right_wrist', 'right_wrist': 'left_wrist', 'left_hip': 'right_hip', 'right_hip': 'left_hip', 'left_knee': 'right_knee', 'right_knee': 'left_knee', 'left_ankle': 'right_ankle', 'right_ankle': 'left_ankle'}
coco_person_sigmas = [0.026, 0.025, 0.025, 0.035, 0.035, 0.079, 0.079, 0.072, 0.072, 0.062, 0.062, 0.107, 0.107, 0.087, 0.087, 0.089, 0.089]
def print_associations():
for (j1, j2) in COCO_PERSON_SKELETON:
print(COCO_KEYPOINTS[j1 - 1], '-', COCO_KEYPOINTS[j2 - 1])
if __name__ == '__main__':
print_associations()
draw_skeletons() |
class StaticConnection():
def __init__(self, src, dst, bandwidth, delay, loss):
self.src = src
self.dst = dst
self.bandwidth = bandwidth
self.delay = delay
self.loss = loss | class Staticconnection:
def __init__(self, src, dst, bandwidth, delay, loss):
self.src = src
self.dst = dst
self.bandwidth = bandwidth
self.delay = delay
self.loss = loss |
{
'conditions' : [
[ 'skia_os != "ios"', {
'error': '<!(set GYP_DEFINES=\"skia_os=\'ios\'\")'
}],
],
'targets': [
{
'target_name': 'SimpleiOSApp',
'type': 'executable',
'mac_bundle' : 1,
'include_dirs' : [
'../experimental/iOSSampleApp/Shared',
],
'sources': [
'../src/views/ios/SkOSWindow_iOS.mm',
'../src/views/mac/SkEventNotifier.h',
'../src/views/mac/SkEventNotifier.mm',
'../experimental/iOSSampleApp/iPad/AppDelegate_iPad.h',
'../experimental/iOSSampleApp/iPad/AppDelegate_iPad.mm',
'../experimental/iOSSampleApp/iPhone/AppDelegate_iPhone.h',
'../experimental/iOSSampleApp/iPhone/AppDelegate_iPhone.mm',
'../experimental/iOSSampleApp/Shared/SkUIView.h',
'../experimental/iOSSampleApp/Shared/SkUIView.mm',
'../experimental/iOSSampleApp/Shared/skia_ios.mm',
'../experimental/SimpleiOSApp/SimpleApp.h',
'../experimental/SimpleiOSApp/SimpleApp.mm',
'../experimental/SimpleiOSApp/SimpleiOSApp-Info.plist',
],
'dependencies': [
'skia_base_libs.gyp:skia_base_libs',
'effects.gyp:effects',
'images.gyp:images',
'views.gyp:views',
'xml.gyp:xml',
],
'link_settings': {
'libraries': [
'$(SDKROOT)/System/Library/Frameworks/CoreGraphics.framework',
'$(SDKROOT)/System/Library/Frameworks/CoreText.framework',
'$(SDKROOT)/System/Library/Frameworks/Foundation.framework',
'$(SDKROOT)/System/Library/Frameworks/ImageIO.framework',
'$(SDKROOT)/System/Library/Frameworks/MobileCoreServices.framework',
'$(SDKROOT)/System/Library/Frameworks/UIKit.framework',
],
'libraries!': [
#remove mac dependencies
'$(SDKROOT)/System/Library/Frameworks/Cocoa.framework',
'$(SDKROOT)/System/Library/Frameworks/Foundation.framework',
'$(SDKROOT)/System/Library/Frameworks/QuartzCore.framework',
'$(SDKROOT)/System/Library/Frameworks/OpenGL.framework',
'$(SDKROOT)/System/Library/Frameworks/ApplicationServices.framework',
],
},
'xcode_settings' : {
'INFOPLIST_FILE' : '../experimental/SimpleiOSApp/SimpleiOSApp-Info.plist',
},
'xcode_config_file': '../experimental/iOSSampleApp/SkiOSSampleApp-Base.xcconfig',
'mac_bundle_resources' : [
'../experimental/SimpleiOSApp/iPad/MainWindow_iPad.xib',
'../experimental/SimpleiOSApp/iPhone/MainWindow_iPhone.xib',
],
},
],
}
# Local Variables:
# tab-width:2
# indent-tabs-mode:nil
# End:
# vim: set expandtab tabstop=2 shiftwidth=2:
| {'conditions': [['skia_os != "ios"', {'error': '<!(set GYP_DEFINES="skia_os=\'ios\'")'}]], 'targets': [{'target_name': 'SimpleiOSApp', 'type': 'executable', 'mac_bundle': 1, 'include_dirs': ['../experimental/iOSSampleApp/Shared'], 'sources': ['../src/views/ios/SkOSWindow_iOS.mm', '../src/views/mac/SkEventNotifier.h', '../src/views/mac/SkEventNotifier.mm', '../experimental/iOSSampleApp/iPad/AppDelegate_iPad.h', '../experimental/iOSSampleApp/iPad/AppDelegate_iPad.mm', '../experimental/iOSSampleApp/iPhone/AppDelegate_iPhone.h', '../experimental/iOSSampleApp/iPhone/AppDelegate_iPhone.mm', '../experimental/iOSSampleApp/Shared/SkUIView.h', '../experimental/iOSSampleApp/Shared/SkUIView.mm', '../experimental/iOSSampleApp/Shared/skia_ios.mm', '../experimental/SimpleiOSApp/SimpleApp.h', '../experimental/SimpleiOSApp/SimpleApp.mm', '../experimental/SimpleiOSApp/SimpleiOSApp-Info.plist'], 'dependencies': ['skia_base_libs.gyp:skia_base_libs', 'effects.gyp:effects', 'images.gyp:images', 'views.gyp:views', 'xml.gyp:xml'], 'link_settings': {'libraries': ['$(SDKROOT)/System/Library/Frameworks/CoreGraphics.framework', '$(SDKROOT)/System/Library/Frameworks/CoreText.framework', '$(SDKROOT)/System/Library/Frameworks/Foundation.framework', '$(SDKROOT)/System/Library/Frameworks/ImageIO.framework', '$(SDKROOT)/System/Library/Frameworks/MobileCoreServices.framework', '$(SDKROOT)/System/Library/Frameworks/UIKit.framework'], 'libraries!': ['$(SDKROOT)/System/Library/Frameworks/Cocoa.framework', '$(SDKROOT)/System/Library/Frameworks/Foundation.framework', '$(SDKROOT)/System/Library/Frameworks/QuartzCore.framework', '$(SDKROOT)/System/Library/Frameworks/OpenGL.framework', '$(SDKROOT)/System/Library/Frameworks/ApplicationServices.framework']}, 'xcode_settings': {'INFOPLIST_FILE': '../experimental/SimpleiOSApp/SimpleiOSApp-Info.plist'}, 'xcode_config_file': '../experimental/iOSSampleApp/SkiOSSampleApp-Base.xcconfig', 'mac_bundle_resources': ['../experimental/SimpleiOSApp/iPad/MainWindow_iPad.xib', '../experimental/SimpleiOSApp/iPhone/MainWindow_iPhone.xib']}]} |
vogais = {
'a': 0,
'e': 0,
'i': 0,
'o': 0,
'u': 0
}
texto = str(input('insira um texto: ')).strip().lower()
for letra in texto:
if letra in 'a':
vogais['a'] += 1
elif letra in 'e':
vogais['e'] += 1
elif letra in 'i':
vogais['i'] += 1
elif letra in 'o':
vogais['o'] += 1
elif letra in 'u':
vogais['u'] += 1
print(vogais)
| vogais = {'a': 0, 'e': 0, 'i': 0, 'o': 0, 'u': 0}
texto = str(input('insira um texto: ')).strip().lower()
for letra in texto:
if letra in 'a':
vogais['a'] += 1
elif letra in 'e':
vogais['e'] += 1
elif letra in 'i':
vogais['i'] += 1
elif letra in 'o':
vogais['o'] += 1
elif letra in 'u':
vogais['u'] += 1
print(vogais) |
# Copyright 2014 The Bazel Authors. All rights reserved.
#
# Licensed under the Apache License, Version 2.0 (the "License");
# you may not use this file except in compliance with the License.
# You may obtain a copy of the License at
#
# http://www.apache.org/licenses/LICENSE-2.0
#
# Unless required by applicable law or agreed to in writing, software
# distributed under the License is distributed on an "AS IS" BASIS,
# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
# See the License for the specific language governing permissions and
# limitations under the License.
load("@io_bazel_rules_go//go/private:rules/binary.bzl", "go_binary")
load("@io_bazel_rules_go//go/private:rules/library.bzl", "go_library")
load("@io_bazel_rules_go//go/private:rules/test.bzl", "go_test")
load("@io_bazel_rules_go//go/private:rules/cgo.bzl", "setup_cgo_library")
def go_library_macro(name, srcs=None, cgo=False, cdeps=[], copts=[], clinkopts=[], **kwargs):
"""See go/core.rst#go_library for full documentation."""
cgo_info = None
if cgo:
cgo_info = setup_cgo_library(
name = name,
srcs = srcs,
cdeps = cdeps,
copts = copts,
clinkopts = clinkopts,
)
go_library(
name = name,
srcs = srcs,
cgo_info = cgo_info,
**kwargs
)
def go_binary_macro(name, srcs=None, cgo=False, cdeps=[], copts=[], clinkopts=[], **kwargs):
"""See go/core.rst#go_binary for full documentation."""
cgo_info = None
if cgo:
cgo_info = setup_cgo_library(
name = name,
srcs = srcs,
cdeps = cdeps,
copts = copts,
clinkopts = clinkopts,
)
return go_binary(
name = name,
srcs = srcs,
cgo_info = cgo_info,
**kwargs
)
def go_test_macro(name, srcs=None, cgo=False, cdeps=[], copts=[], clinkopts=[], **kwargs):
"""See go/core.rst#go_test for full documentation."""
cgo_info = None
if cgo:
cgo_info = setup_cgo_library(
name = name,
srcs = srcs,
cdeps = cdeps,
copts = copts,
clinkopts = clinkopts,
)
return go_test(
name = name,
srcs = srcs,
cgo_info = cgo_info,
**kwargs
)
| load('@io_bazel_rules_go//go/private:rules/binary.bzl', 'go_binary')
load('@io_bazel_rules_go//go/private:rules/library.bzl', 'go_library')
load('@io_bazel_rules_go//go/private:rules/test.bzl', 'go_test')
load('@io_bazel_rules_go//go/private:rules/cgo.bzl', 'setup_cgo_library')
def go_library_macro(name, srcs=None, cgo=False, cdeps=[], copts=[], clinkopts=[], **kwargs):
"""See go/core.rst#go_library for full documentation."""
cgo_info = None
if cgo:
cgo_info = setup_cgo_library(name=name, srcs=srcs, cdeps=cdeps, copts=copts, clinkopts=clinkopts)
go_library(name=name, srcs=srcs, cgo_info=cgo_info, **kwargs)
def go_binary_macro(name, srcs=None, cgo=False, cdeps=[], copts=[], clinkopts=[], **kwargs):
"""See go/core.rst#go_binary for full documentation."""
cgo_info = None
if cgo:
cgo_info = setup_cgo_library(name=name, srcs=srcs, cdeps=cdeps, copts=copts, clinkopts=clinkopts)
return go_binary(name=name, srcs=srcs, cgo_info=cgo_info, **kwargs)
def go_test_macro(name, srcs=None, cgo=False, cdeps=[], copts=[], clinkopts=[], **kwargs):
"""See go/core.rst#go_test for full documentation."""
cgo_info = None
if cgo:
cgo_info = setup_cgo_library(name=name, srcs=srcs, cdeps=cdeps, copts=copts, clinkopts=clinkopts)
return go_test(name=name, srcs=srcs, cgo_info=cgo_info, **kwargs) |
alien_0 = {'color': 'green', 'points': 5} #create a dictionary
print(alien_0['color'])
print(alien_0['points'])
new_points = alien_0['points']
print("You just earned " + str(new_points) + " points!")
print(alien_0)
alien_0['x_position'] = 0 # add to the dictionary
alien_0['y_position'] = 25 # add to the dictionary
print(alien_0)
# starting with an empty dictionary
alien_0 = {}
alien_0['color'] = 'green'
alien_0['points'] = 5
print(alien_0)
# modifying values in a dictionary
alien_0 = {'color': 'green'}
print("The alien is " + alien_0['color'] + ".")
alien_0 = {'color': 'yellow'}
print("The alien is now " + alien_0['color'] + ".")
alien_0 = {'x_position': 0, 'y_position': 25, 'speed': 'medium'}
print("Original x-position: " + str(alien_0['x_position']))
if alien_0['speed'] == 'slow':
x_increment = 1
elif alien_0['speed'] == 'medium':
x_increment = 2
else:
x_increment = 3
alien_0['x_position'] = alien_0['x_position'] + x_increment
print("New x-position: " + str(alien_0['x_position']))
# removing key value pairs
alien_0 = {'color': 'green', 'points': 5}
print(alien_0)
del alien_0['points']
print(alien_0)
# list of dictionaries
alien_0 = {'color': 'green', 'points': 5}
alien_1 = {'color': 'yellow', 'points': 10}
alien_2 = {'color': 'red', 'points': 15}
aliens = [alien_0, alien_1, alien_2]
for alien in aliens:
print(alien)
# make the list of 30 aliens
aliens = []
for alien_number in range(30):
new_alien = {'color': 'green', 'points': 5, 'speed': 'slow'}
aliens.append(new_alien)
# show the first 5 aliens
for alien in aliens [:5]:
print(alien)
print("...")
# show how many aliens have been created
print("Total number of aliens: " + str(len(aliens)))
for alien in aliens[0:3]:
if alien['color'] == 'green':
alien['color'] == 'yellow'
alien['speed'] == 'medium'
alien['points'] == 10
for alien in aliens[0:5]:
print(alien)
print("...")
for alien in aliens[0:3]:
if alien['color'] == 'green':
alien['color'] == 'yellow'
alien['speed'] == 'medium'
alien['points'] == 10
elif alien['color'] == 'yellow':
alien['color'] == 'red'
alien['speed'] == 'fast'
alien['points'] == 15
for alien in aliens[0:5]:
print(alien)
print("...") | alien_0 = {'color': 'green', 'points': 5}
print(alien_0['color'])
print(alien_0['points'])
new_points = alien_0['points']
print('You just earned ' + str(new_points) + ' points!')
print(alien_0)
alien_0['x_position'] = 0
alien_0['y_position'] = 25
print(alien_0)
alien_0 = {}
alien_0['color'] = 'green'
alien_0['points'] = 5
print(alien_0)
alien_0 = {'color': 'green'}
print('The alien is ' + alien_0['color'] + '.')
alien_0 = {'color': 'yellow'}
print('The alien is now ' + alien_0['color'] + '.')
alien_0 = {'x_position': 0, 'y_position': 25, 'speed': 'medium'}
print('Original x-position: ' + str(alien_0['x_position']))
if alien_0['speed'] == 'slow':
x_increment = 1
elif alien_0['speed'] == 'medium':
x_increment = 2
else:
x_increment = 3
alien_0['x_position'] = alien_0['x_position'] + x_increment
print('New x-position: ' + str(alien_0['x_position']))
alien_0 = {'color': 'green', 'points': 5}
print(alien_0)
del alien_0['points']
print(alien_0)
alien_0 = {'color': 'green', 'points': 5}
alien_1 = {'color': 'yellow', 'points': 10}
alien_2 = {'color': 'red', 'points': 15}
aliens = [alien_0, alien_1, alien_2]
for alien in aliens:
print(alien)
aliens = []
for alien_number in range(30):
new_alien = {'color': 'green', 'points': 5, 'speed': 'slow'}
aliens.append(new_alien)
for alien in aliens[:5]:
print(alien)
print('...')
print('Total number of aliens: ' + str(len(aliens)))
for alien in aliens[0:3]:
if alien['color'] == 'green':
alien['color'] == 'yellow'
alien['speed'] == 'medium'
alien['points'] == 10
for alien in aliens[0:5]:
print(alien)
print('...')
for alien in aliens[0:3]:
if alien['color'] == 'green':
alien['color'] == 'yellow'
alien['speed'] == 'medium'
alien['points'] == 10
elif alien['color'] == 'yellow':
alien['color'] == 'red'
alien['speed'] == 'fast'
alien['points'] == 15
for alien in aliens[0:5]:
print(alien)
print('...') |
class SETTINGS:
__slots__ = ("TOKEN","DB_NAME")
def __init__(self):
self.TOKEN = '415193750:AAFNBxqmF5ow24TwzuJlzYKpYSPmt_K5p_A'
self.DB_NAME = 'vk2tl.db'
| class Settings:
__slots__ = ('TOKEN', 'DB_NAME')
def __init__(self):
self.TOKEN = '415193750:AAFNBxqmF5ow24TwzuJlzYKpYSPmt_K5p_A'
self.DB_NAME = 'vk2tl.db' |
###############################################################################
#
# $Id$
#
###############################################################################
__all__ = ["client","constants","file_list","enq_message","messages","md_client","mw_client","pe_client"]
| __all__ = ['client', 'constants', 'file_list', 'enq_message', 'messages', 'md_client', 'mw_client', 'pe_client'] |
class Node(object):
def __init__(self, id):
self.id = id
self.vec = []
self.neighbours = []
def add_neighbour(self, node_id):
self.neighbours.append(node_id)
class Graph(object):
def __init__(self):
# id -> node
self.nodes = {}
self.edges = []
def add_node(self, node):
if type(node) != Node:
raise AttributeError(
"the arrgument 'node' in method add_node is not type Node !")
self.nodes[node.id] = node
def get_node(self, id):
return self.nodes[id]
def add_edge(self, edge):
self.edges.append(edge)
| class Node(object):
def __init__(self, id):
self.id = id
self.vec = []
self.neighbours = []
def add_neighbour(self, node_id):
self.neighbours.append(node_id)
class Graph(object):
def __init__(self):
self.nodes = {}
self.edges = []
def add_node(self, node):
if type(node) != Node:
raise attribute_error("the arrgument 'node' in method add_node is not type Node !")
self.nodes[node.id] = node
def get_node(self, id):
return self.nodes[id]
def add_edge(self, edge):
self.edges.append(edge) |
n = int(input())
matrix = [[int(n) for n in input().split(", ")] for _ in range(n)]
flat_matrix = [number for row in matrix for number in row]
print(flat_matrix)
| n = int(input())
matrix = [[int(n) for n in input().split(', ')] for _ in range(n)]
flat_matrix = [number for row in matrix for number in row]
print(flat_matrix) |
INTENT = "intent"
INTENTS = "intents"
ENTITIES = "entities"
UTTERANCES = "utterances"
USE_SYNONYMS = "use_synonyms"
SYNONYMS = "synonyms"
DATA = "data"
VALUE = "value"
TEXT = "text"
ENTITY = "entity"
SLOT_NAME = "slot_name"
TRUE_POSITIVE = "true_positive"
FALSE_POSITIVE = "false_positive"
FALSE_NEGATIVE = "false_negative"
INTENT_UTTERANCES = "intent_utterances"
PARSING_ERRORS = "parsing_errors"
METRICS = "metrics"
AVERAGE_METRICS = "average_metrics"
CONFUSION_MATRIX = "confusion_matrix"
NONE_INTENT_NAME = "null"
EXACT_PARSINGS = "exact_parsings"
| intent = 'intent'
intents = 'intents'
entities = 'entities'
utterances = 'utterances'
use_synonyms = 'use_synonyms'
synonyms = 'synonyms'
data = 'data'
value = 'value'
text = 'text'
entity = 'entity'
slot_name = 'slot_name'
true_positive = 'true_positive'
false_positive = 'false_positive'
false_negative = 'false_negative'
intent_utterances = 'intent_utterances'
parsing_errors = 'parsing_errors'
metrics = 'metrics'
average_metrics = 'average_metrics'
confusion_matrix = 'confusion_matrix'
none_intent_name = 'null'
exact_parsings = 'exact_parsings' |
def to_hex(hh: bytes, for_c=False):
hex_values = ("{:02x}".format(c) for c in hh)
if for_c:
return "{" + ", ".join("0x{}".format(x) for x in hex_values) + "}"
else:
return " ".join(hex_values)
| def to_hex(hh: bytes, for_c=False):
hex_values = ('{:02x}'.format(c) for c in hh)
if for_c:
return '{' + ', '.join(('0x{}'.format(x) for x in hex_values)) + '}'
else:
return ' '.join(hex_values) |
IP =input("enter your ip address ")
count_seg = 0
len_seg = 0
i = ''
for i in range(0,len(IP)):
if(IP[i] =='.'):
print("segment {} contain {} characters".format(count_seg+1,len_seg))
count_seg += 1
len_seg = 0
else:
len_seg +=1
if i != "." :
print("segment {} contain {} characters".format(count_seg+1,len_seg))
| ip = input('enter your ip address ')
count_seg = 0
len_seg = 0
i = ''
for i in range(0, len(IP)):
if IP[i] == '.':
print('segment {} contain {} characters'.format(count_seg + 1, len_seg))
count_seg += 1
len_seg = 0
else:
len_seg += 1
if i != '.':
print('segment {} contain {} characters'.format(count_seg + 1, len_seg)) |
"""Custom errors goes here"""
class Error(Exception):
"""Base error class"""
pass
class InvalidUserInput(Error):
"""Exception raised for invalid user input"""
pass
| """Custom errors goes here"""
class Error(Exception):
"""Base error class"""
pass
class Invaliduserinput(Error):
"""Exception raised for invalid user input"""
pass |
numero=int(input("Digite numero: "))
if(numero%2==0):
print("el numero es par")
else:
print("el numero es impar")
| numero = int(input('Digite numero: '))
if numero % 2 == 0:
print('el numero es par')
else:
print('el numero es impar') |
# could be set as random or defined by node num
def getdelay(source,destination,size):
return 1
def getdownloadspeed(id):
return 1000 | def getdelay(source, destination, size):
return 1
def getdownloadspeed(id):
return 1000 |
def has_print_function(tokens):
p = 0
while p < len(tokens):
if tokens[p][0] != 'FROM':
p += 1
continue
if tokens[p + 1][0:2] != ('NAME', '__future__'):
p += 1
continue
if tokens[p + 2][0] != 'IMPORT':
p += 1
continue
current = p + 3
# ignore LEFT_PARENTHESIS token
if tokens[current][0] == 'LEFT_PARENTHESIS':
current += 1
while (current < len(tokens) and tokens[current][0] == 'NAME'):
if tokens[current][1] == 'print_function':
return True
# ignore AS and NAME tokens if present
# anyway, ignore COMMA token
if current + 1 < len(tokens) and tokens[current + 1][0] == 'AS':
current += 4
else:
current += 2
p += 1
return False
def replace_print_by_name(tokens):
def is_print(token):
return token[0] == 'PRINT'
return [('NAME', 'print') if is_print(x) else x for x in tokens]
| def has_print_function(tokens):
p = 0
while p < len(tokens):
if tokens[p][0] != 'FROM':
p += 1
continue
if tokens[p + 1][0:2] != ('NAME', '__future__'):
p += 1
continue
if tokens[p + 2][0] != 'IMPORT':
p += 1
continue
current = p + 3
if tokens[current][0] == 'LEFT_PARENTHESIS':
current += 1
while current < len(tokens) and tokens[current][0] == 'NAME':
if tokens[current][1] == 'print_function':
return True
if current + 1 < len(tokens) and tokens[current + 1][0] == 'AS':
current += 4
else:
current += 2
p += 1
return False
def replace_print_by_name(tokens):
def is_print(token):
return token[0] == 'PRINT'
return [('NAME', 'print') if is_print(x) else x for x in tokens] |
SCREEN_WIDTH = 700
SCREEN_HEIGHT = 450
SCREEN_CENTER = (SCREEN_WIDTH / 2, SCREEN_HEIGHT / 2)
BUTTON_COLOR = (0, 0, 0)
PADDLE_WIDTH = 10
PADDLE_HEIGHT = 50
BALL_WIDTH = 10
BALL_HEIGHT = 10
AUDIO_ICON_WIDTH = 20
AUDIO_ICON_HEIGHT = 20
AUDIO_ICON_X = SCREEN_WIDTH - AUDIO_ICON_WIDTH
AUDIO_ICON_Y = SCREEN_HEIGHT - AUDIO_ICON_HEIGHT
| screen_width = 700
screen_height = 450
screen_center = (SCREEN_WIDTH / 2, SCREEN_HEIGHT / 2)
button_color = (0, 0, 0)
paddle_width = 10
paddle_height = 50
ball_width = 10
ball_height = 10
audio_icon_width = 20
audio_icon_height = 20
audio_icon_x = SCREEN_WIDTH - AUDIO_ICON_WIDTH
audio_icon_y = SCREEN_HEIGHT - AUDIO_ICON_HEIGHT |
# Source : https://leetcode.com/problems/longest-continuous-increasing-subsequence/
# Author : foxfromworld
# Date : 07/12/2021
# First attempt
class Solution:
def findLengthOfLCIS(self, nums: List[int]) -> int:
start, ret = 0, 0
for i, num in enumerate(nums):
if i > 0 and nums[i-1] >= num:
start = i
ret = max(ret, i - start + 1)
return ret
| class Solution:
def find_length_of_lcis(self, nums: List[int]) -> int:
(start, ret) = (0, 0)
for (i, num) in enumerate(nums):
if i > 0 and nums[i - 1] >= num:
start = i
ret = max(ret, i - start + 1)
return ret |
def print_translation(args):
"""
Parses calls to print to convert to the C++ equivalent
Parameters
----------
args : list of str
List of arguments to add to the print statement
Returns
-------
str
The converted print statement
"""
return_str = "std::cout << "
for arg in args[:-1]:
return_str += arg + " + "
return return_str + args[-1] + " << std::endl"
def sqrt_translation(args):
"""
Parses calls to sqrt to convert to the C++ equivalent
Parameters
----------
args : list of str
List of arguments to add to the print statement
Returns
-------
str
The converted sqrt statement
"""
return "sqrt(" + args[0] + ")"
| def print_translation(args):
"""
Parses calls to print to convert to the C++ equivalent
Parameters
----------
args : list of str
List of arguments to add to the print statement
Returns
-------
str
The converted print statement
"""
return_str = 'std::cout << '
for arg in args[:-1]:
return_str += arg + ' + '
return return_str + args[-1] + ' << std::endl'
def sqrt_translation(args):
"""
Parses calls to sqrt to convert to the C++ equivalent
Parameters
----------
args : list of str
List of arguments to add to the print statement
Returns
-------
str
The converted sqrt statement
"""
return 'sqrt(' + args[0] + ')' |
"""
protocolDefinitions.py
The following module consists of a list of commands or definitions to be used in the communication between devices and the control system
Michael Xynidis
Fluvio L Lobo Fenoglietto
09/26/2016
"""
# Definition Name Value Class
# ---------- ---- ----- -----
SOH = chr(0x01) # Start of Heading 0x01 STD
ENQ = chr(0x05) # Enquiry 0x05 STD
EOT = chr(0x04) # End of Transmission 0x04 STD
ACK = chr(0x06) # Positive Acknowledgement 0x06 STD
NAK = chr(0x15) # Negative Acknowledgement 0x15 STD
CAN = chr(0x18) # Cancel Current Command 0x18 STD
# Device Control Commands
# We have extended the four (4) standard "device control" commands by means of a two-byte communication protocol
DC1 = chr(0x11) # Device Control 1: Diagnostic Functions 0x11 STD
DC1_DEVICEID = chr(0x00) # Device Identification
DC1_SDCHECK = chr(0x01) # SD Card Check 0x00 ORG
# 0xFF ORG
DC2 = chr(0x12) # Device Control 2: Operational Functions 0x12 STD
DC2_SENDWAV = chr(0x00) # Send .WAV File 0x00 ORG
DC2_DELVOLATILE = chr(0x01) # Delete Volatile Files 0x01 ORG
# 0xFF ORG
DC3 = chr(0x13) # Device Control 3: Device-Specific Functions 0x13 STD
DC3_STARTREC = chr(0x00) # Start Recording 0x00 ORG
DC3_STOPREC = chr(0x01) # Stop Recording 0x01 ORG
DC3_STARTPLAY = chr(0x02) # Start Playback 0x02 ORG
DC3_STOPPLAY = chr(0x03) # Stop Playback 0x03 ORG
DC3_STARTSTREAM = chr(0x04) # Start Microphone Stream 0x04 ORG
DC3_STARTTRACKING = chr(0x05) # Start Tracking Microphone Stream for Peaks 0x05 ORG
DC3_STOPTRACKING = chr(0x06) # Stop Tracking Microphone Stream for Peaks 0x06 ORG
# 0xFF ORG
DC4 = chr(0x14) # Device Control 4: Simulation Functions 0x14 STD
DC4_NORMALHB = chr(0x00) # Playback of Normal Heart Beat 0x00 ORG
DC4_ESHMURMUR = chr(0x01) # Playback of Early Systolic Heart Beat 0x01 ORG
# 0xFF ORG
# Legend
# STD - Standard terminology / Standard reference for command
# ORG - Original or custom-made command and reference
| """
protocolDefinitions.py
The following module consists of a list of commands or definitions to be used in the communication between devices and the control system
Michael Xynidis
Fluvio L Lobo Fenoglietto
09/26/2016
"""
soh = chr(1)
enq = chr(5)
eot = chr(4)
ack = chr(6)
nak = chr(21)
can = chr(24)
dc1 = chr(17)
dc1_deviceid = chr(0)
dc1_sdcheck = chr(1)
dc2 = chr(18)
dc2_sendwav = chr(0)
dc2_delvolatile = chr(1)
dc3 = chr(19)
dc3_startrec = chr(0)
dc3_stoprec = chr(1)
dc3_startplay = chr(2)
dc3_stopplay = chr(3)
dc3_startstream = chr(4)
dc3_starttracking = chr(5)
dc3_stoptracking = chr(6)
dc4 = chr(20)
dc4_normalhb = chr(0)
dc4_eshmurmur = chr(1) |
"""
Given the root of a binary tree, determine if it is a valid binary search tree (BST).
A valid BST is defined as follows:
The left subtree of a node contains only nodes with keys less than the node's key.
The right subtree of a node contains only nodes with keys greater than the node's key.
Both the left and right subtrees must also be binary search trees.
Example 1:
Input: root = [2,1,3]
Output: true
Example 2:
Input: root = [5,1,4,null,null,3,6]
Output: false
Explanation: The root node's value is 5 but its right child's value is 4.
Constraints:
The number of nodes in the tree is in the range [1, 104].
-231 <= Node.val <= 231 - 1
"""
class TreeNode:
"""
Tree node class representation
"""
def __init__(self, val=0, left=None, right=None):
self.val = val
self.left = left
self.right = right
def checkValid(root: TreeNode, last_visited: int) -> bool:
"""
Time: O(n)
Space: O(n)
"""
if root is None:
return True
if root.left and not checkValid(root.left, last_visited):
return False
if last_visited is not None and root.val <= last_visited:
return False
last_visited = root.val
if root.right and not checkValid(root.right, last_visited):
return False
return True
def isValidBST(root: TreeNode) -> bool:
"""
Time: O(n)
Space: O(n)
"""
return checkValid(root, None)
def isValidBSTIter(root: TreeNode) -> bool:
"""
Time: O(n)
Space: O(n)
"""
if root is None:
return True
stack = [(root, float('-inf'), float('inf'))]
while stack:
node, lower_bound, upper_bound = stack.pop()
if node.val <= lower_bound or node.val >= upper_bound:
return False
if node.left:
stack.append((node.left, lower_bound, node.val))
if node.right:
stack.append((node.right, node.val, upper_bound))
return True
if __name__ == '__main__':
# Test 1
root = TreeNode(2)
root.left = TreeNode(1)
root.right = TreeNode(3)
print(isValidBST(root))
print(isValidBSTIter(root))
# Test 2
root = TreeNode(5)
root.left = TreeNode(1)
root.right = TreeNode(4)
root.right.left = TreeNode(3)
root.right.right = TreeNode(6)
print(isValidBST(root))
print(isValidBSTIter(root))
| """
Given the root of a binary tree, determine if it is a valid binary search tree (BST).
A valid BST is defined as follows:
The left subtree of a node contains only nodes with keys less than the node's key.
The right subtree of a node contains only nodes with keys greater than the node's key.
Both the left and right subtrees must also be binary search trees.
Example 1:
Input: root = [2,1,3]
Output: true
Example 2:
Input: root = [5,1,4,null,null,3,6]
Output: false
Explanation: The root node's value is 5 but its right child's value is 4.
Constraints:
The number of nodes in the tree is in the range [1, 104].
-231 <= Node.val <= 231 - 1
"""
class Treenode:
"""
Tree node class representation
"""
def __init__(self, val=0, left=None, right=None):
self.val = val
self.left = left
self.right = right
def check_valid(root: TreeNode, last_visited: int) -> bool:
"""
Time: O(n)
Space: O(n)
"""
if root is None:
return True
if root.left and (not check_valid(root.left, last_visited)):
return False
if last_visited is not None and root.val <= last_visited:
return False
last_visited = root.val
if root.right and (not check_valid(root.right, last_visited)):
return False
return True
def is_valid_bst(root: TreeNode) -> bool:
"""
Time: O(n)
Space: O(n)
"""
return check_valid(root, None)
def is_valid_bst_iter(root: TreeNode) -> bool:
"""
Time: O(n)
Space: O(n)
"""
if root is None:
return True
stack = [(root, float('-inf'), float('inf'))]
while stack:
(node, lower_bound, upper_bound) = stack.pop()
if node.val <= lower_bound or node.val >= upper_bound:
return False
if node.left:
stack.append((node.left, lower_bound, node.val))
if node.right:
stack.append((node.right, node.val, upper_bound))
return True
if __name__ == '__main__':
root = tree_node(2)
root.left = tree_node(1)
root.right = tree_node(3)
print(is_valid_bst(root))
print(is_valid_bst_iter(root))
root = tree_node(5)
root.left = tree_node(1)
root.right = tree_node(4)
root.right.left = tree_node(3)
root.right.right = tree_node(6)
print(is_valid_bst(root))
print(is_valid_bst_iter(root)) |
"""
Copyright (R) @huawei.com, all rights reserved
-*- coding:utf-8 -*-
CREATED: 2020-6-04 20:12:13
MODIFIED: 2020-6-06 14:04:45
"""
SUCCESS = 0
FAILED = 1
ACL_DEVICE = 0
ACL_HOST = 1
MEMORY_NORMAL = 0
MEMORY_HOST = 1
MEMORY_DEVICE = 2
MEMORY_DVPP = 3
# error code
ACL_ERROR_NONE = 0
ACL_ERROR_INVALID_PARAM = 100000
ACL_ERROR_UNINITIALIZE = 100001
ACL_ERROR_REPEAT_INITIALIZE = 100002
ACL_ERROR_INVALID_FILE = 100003
ACL_ERROR_WRITE_FILE = 100004
ACL_ERROR_INVALID_FILE_SIZE = 100005
ACL_ERROR_PARSE_FILE = 100006
ACL_ERROR_FILE_MISSING_ATTR = 100007
ACL_ERROR_FILE_ATTR_INVALID = 100008
ACL_ERROR_INVALID_DUMP_CONFIG = 100009
ACL_ERROR_INVALID_PROFILING_CONFIG = 100010
ACL_ERROR_INVALID_MODEL_ID = 100011
ACL_ERROR_DESERIALIZE_MODEL = 100012
ACL_ERROR_PARSE_MODEL = 100013
ACL_ERROR_READ_MODEL_FAILURE = 100014
ACL_ERROR_MODEL_SIZE_INVALID = 100015
ACL_ERROR_MODEL_MISSING_ATTR = 100016
ACL_ERROR_MODEL_INPUT_NOT_MATCH = 100017
ACL_ERROR_MODEL_OUTPUT_NOT_MATCH = 100018
ACL_ERROR_MODEL_NOT_DYNAMIC = 100019
ACL_ERROR_OP_TYPE_NOT_MATCH = 100020
ACL_ERROR_OP_INPUT_NOT_MATCH = 100021
ACL_ERROR_OP_OUTPUT_NOT_MATCH = 100022
ACL_ERROR_OP_ATTR_NOT_MATCH = 100023
ACL_ERROR_OP_NOT_FOUND = 100024
ACL_ERROR_OP_LOAD_FAILED = 100025
ACL_ERROR_UNSUPPORTED_DATA_TYPE = 100026
ACL_ERROR_FORMAT_NOT_MATCH = 100027
ACL_ERROR_BIN_SELECTOR_NOT_REGISTERED = 100028
ACL_ERROR_KERNEL_NOT_FOUND = 100029
ACL_ERROR_BIN_SELECTOR_ALREADY_REGISTERED = 100030
ACL_ERROR_KERNEL_ALREADY_REGISTERED = 100031
ACL_ERROR_INVALID_QUEUE_ID = 100032
ACL_ERROR_REPEAT_SUBSCRIBE = 100033
ACL_ERROR_STREAM_NOT_SUBSCRIBE = 100034
ACL_ERROR_THREAD_NOT_SUBSCRIBE = 100035
ACL_ERROR_WAIT_CALLBACK_TIMEOUT = 100036
ACL_ERROR_REPEAT_FINALIZE = 100037
ACL_ERROR_BAD_ALLOC = 200000
ACL_ERROR_API_NOT_SUPPORT = 200001
ACL_ERROR_INVALID_DEVICE = 200002
ACL_ERROR_MEMORY_ADDRESS_UNALIGNED = 200003
ACL_ERROR_RESOURCE_NOT_MATCH = 200004
ACL_ERROR_INVALID_RESOURCE_HANDLE = 200005
ACL_ERROR_STORAGE_OVER_LIMIT = 300000
ACL_ERROR_INTERNAL_ERROR = 500000
ACL_ERROR_FAILURE = 500001
ACL_ERROR_GE_FAILURE = 500002
ACL_ERROR_RT_FAILURE = 500003
ACL_ERROR_DRV_FAILURE = 500004
# rule for mem
ACL_MEM_MALLOC_HUGE_FIRST = 0
ACL_MEM_MALLOC_HUGE_ONLY = 1
ACL_MEM_MALLOC_NORMAL_ONLY = 2
# rule for memory copy
ACL_MEMCPY_HOST_TO_HOST = 0
ACL_MEMCPY_HOST_TO_DEVICE = 1
ACL_MEMCPY_DEVICE_TO_HOST = 2
ACL_MEMCPY_DEVICE_TO_DEVICE = 3
# input
LAST_ONE = -1
LAST_TWO = -2
type_dict = {
"bool": 0,
"int8": 1,
"int16": 2,
"int32": 4,
"int64": 8,
"uint8": 1,
"uint16": 2,
"uint32": 4,
"uint64": 8,
"float16": 2,
"float32": 4,
"float64": 8,
"float_": 8
}
NPY_BOOL = 0
NPY_BYTE = 1
NPY_UBYTE = 2
NPY_SHORT = 3
NPY_USHORT = 4
NPY_INT = 5
NPY_UINT = 6
NPY_LONG = 7
NPY_ULONG = 8
NPY_LONGLONG = 9
NPY_ULONGLONG = 10
ACL_DT_UNDEFINED = -1
ACL_FLOAT = 0
ACL_FLOAT16 = 1
ACL_INT8 = 2
ACL_INT32 = 3
ACL_UINT8 = 4
ACL_INT16 = 6
ACL_UINT16 = 7
ACL_UINT32 = 8
ACL_INT64 = 9
ACL_UINT64 = 10
ACL_DOUBLE = 11
ACL_BOOL = 12
# data format
ACL_FORMAT_UNDEFINED = -1
ACL_FORMAT_NCHW = 0
ACL_FORMAT_NHWC = 1
ACL_FORMAT_ND = 2
ACL_FORMAT_NC1HWC0 = 3
ACL_FORMAT_FRACTAL_Z = 4
ACL_DT_UNDEFINED = -1
ACL_FLOAT = 0
ACL_FLOAT16 = 1
ACL_INT8 = 2
ACL_INT32 = 3
ACL_UINT8 = 4
ACL_INT16 = 6
ACL_UINT16 = 7
ACL_UINT32 = 8
ACL_INT64 = 9
ACL_UINT64 = 10
ACL_DOUBLE = 11
ACL_BOOL = 12
acl_dtype = {
"dt_undefined": -1,
"float": 0,
"float16": 1,
"int8": 2,
"int32": 3,
"uint8": 4,
"int16": 6,
"uint16": 7,
"uint32": 8,
"int64": 9,
"double": 11,
"bool": 12
}
ACL_CALLBACK_NO_BLOCK = 0
ACL_CALLBACK_BLOCK = 1
PIXEL_FORMAT_YUV_400 = 0 # 0, YUV400 8bit
PIXEL_FORMAT_YUV_SEMIPLANAR_420 = 1 # 1, YUV420SP NV12 8bit
PIXEL_FORMAT_YVU_SEMIPLANAR_420 = 2 # 2, YUV420SP NV21 8bit
PIXEL_FORMAT_YUV_SEMIPLANAR_422 = 3 # 3, YUV422SP NV12 8bit
PIXEL_FORMAT_YVU_SEMIPLANAR_422 = 4 # 4, YUV422SP NV21 8bit
PIXEL_FORMAT_YUV_SEMIPLANAR_444 = 5 # 5, YUV444SP NV12 8bit
PIXEL_FORMAT_YVU_SEMIPLANAR_444 = 6 # 6, YUV444SP NV21 8bit
PIXEL_FORMAT_YUYV_PACKED_422 = 7 # 7, YUV422P YUYV 8bit
PIXEL_FORMAT_UYVY_PACKED_422 = 8 # 8, YUV422P UYVY 8bit
PIXEL_FORMAT_YVYU_PACKED_422 = 9 # 9, YUV422P YVYU 8bit
PIXEL_FORMAT_VYUY_PACKED_422 = 10 # 10, YUV422P VYUY 8bit
PIXEL_FORMAT_YUV_PACKED_444 = 11 # 11, YUV444P 8bit
PIXEL_FORMAT_RGB_888 = 12 # 12, RGB888
PIXEL_FORMAT_BGR_888 = 13 # 13, BGR888
PIXEL_FORMAT_ARGB_8888 = 14 # 14, ARGB8888
PIXEL_FORMAT_ABGR_8888 = 15 # 15, ABGR8888
PIXEL_FORMAT_RGBA_8888 = 16 # 16, RGBA8888
PIXEL_FORMAT_BGRA_8888 = 17 # 17, BGRA8888
PIXEL_FORMAT_YUV_SEMI_PLANNER_420_10BIT = 18 # 18, YUV420SP 10bit
PIXEL_FORMAT_YVU_SEMI_PLANNER_420_10BIT = 19 # 19, YVU420sp 10bit
PIXEL_FORMAT_YVU_PLANAR_420 = 20 # 20, YUV420P 8bit
# images format
IMG_EXT = ['.jpg', '.JPG', '.png', '.PNG', '.bmp', '.BMP', '.jpeg', '.JPEG']
| """
Copyright (R) @huawei.com, all rights reserved
-*- coding:utf-8 -*-
CREATED: 2020-6-04 20:12:13
MODIFIED: 2020-6-06 14:04:45
"""
success = 0
failed = 1
acl_device = 0
acl_host = 1
memory_normal = 0
memory_host = 1
memory_device = 2
memory_dvpp = 3
acl_error_none = 0
acl_error_invalid_param = 100000
acl_error_uninitialize = 100001
acl_error_repeat_initialize = 100002
acl_error_invalid_file = 100003
acl_error_write_file = 100004
acl_error_invalid_file_size = 100005
acl_error_parse_file = 100006
acl_error_file_missing_attr = 100007
acl_error_file_attr_invalid = 100008
acl_error_invalid_dump_config = 100009
acl_error_invalid_profiling_config = 100010
acl_error_invalid_model_id = 100011
acl_error_deserialize_model = 100012
acl_error_parse_model = 100013
acl_error_read_model_failure = 100014
acl_error_model_size_invalid = 100015
acl_error_model_missing_attr = 100016
acl_error_model_input_not_match = 100017
acl_error_model_output_not_match = 100018
acl_error_model_not_dynamic = 100019
acl_error_op_type_not_match = 100020
acl_error_op_input_not_match = 100021
acl_error_op_output_not_match = 100022
acl_error_op_attr_not_match = 100023
acl_error_op_not_found = 100024
acl_error_op_load_failed = 100025
acl_error_unsupported_data_type = 100026
acl_error_format_not_match = 100027
acl_error_bin_selector_not_registered = 100028
acl_error_kernel_not_found = 100029
acl_error_bin_selector_already_registered = 100030
acl_error_kernel_already_registered = 100031
acl_error_invalid_queue_id = 100032
acl_error_repeat_subscribe = 100033
acl_error_stream_not_subscribe = 100034
acl_error_thread_not_subscribe = 100035
acl_error_wait_callback_timeout = 100036
acl_error_repeat_finalize = 100037
acl_error_bad_alloc = 200000
acl_error_api_not_support = 200001
acl_error_invalid_device = 200002
acl_error_memory_address_unaligned = 200003
acl_error_resource_not_match = 200004
acl_error_invalid_resource_handle = 200005
acl_error_storage_over_limit = 300000
acl_error_internal_error = 500000
acl_error_failure = 500001
acl_error_ge_failure = 500002
acl_error_rt_failure = 500003
acl_error_drv_failure = 500004
acl_mem_malloc_huge_first = 0
acl_mem_malloc_huge_only = 1
acl_mem_malloc_normal_only = 2
acl_memcpy_host_to_host = 0
acl_memcpy_host_to_device = 1
acl_memcpy_device_to_host = 2
acl_memcpy_device_to_device = 3
last_one = -1
last_two = -2
type_dict = {'bool': 0, 'int8': 1, 'int16': 2, 'int32': 4, 'int64': 8, 'uint8': 1, 'uint16': 2, 'uint32': 4, 'uint64': 8, 'float16': 2, 'float32': 4, 'float64': 8, 'float_': 8}
npy_bool = 0
npy_byte = 1
npy_ubyte = 2
npy_short = 3
npy_ushort = 4
npy_int = 5
npy_uint = 6
npy_long = 7
npy_ulong = 8
npy_longlong = 9
npy_ulonglong = 10
acl_dt_undefined = -1
acl_float = 0
acl_float16 = 1
acl_int8 = 2
acl_int32 = 3
acl_uint8 = 4
acl_int16 = 6
acl_uint16 = 7
acl_uint32 = 8
acl_int64 = 9
acl_uint64 = 10
acl_double = 11
acl_bool = 12
acl_format_undefined = -1
acl_format_nchw = 0
acl_format_nhwc = 1
acl_format_nd = 2
acl_format_nc1_hwc0 = 3
acl_format_fractal_z = 4
acl_dt_undefined = -1
acl_float = 0
acl_float16 = 1
acl_int8 = 2
acl_int32 = 3
acl_uint8 = 4
acl_int16 = 6
acl_uint16 = 7
acl_uint32 = 8
acl_int64 = 9
acl_uint64 = 10
acl_double = 11
acl_bool = 12
acl_dtype = {'dt_undefined': -1, 'float': 0, 'float16': 1, 'int8': 2, 'int32': 3, 'uint8': 4, 'int16': 6, 'uint16': 7, 'uint32': 8, 'int64': 9, 'double': 11, 'bool': 12}
acl_callback_no_block = 0
acl_callback_block = 1
pixel_format_yuv_400 = 0
pixel_format_yuv_semiplanar_420 = 1
pixel_format_yvu_semiplanar_420 = 2
pixel_format_yuv_semiplanar_422 = 3
pixel_format_yvu_semiplanar_422 = 4
pixel_format_yuv_semiplanar_444 = 5
pixel_format_yvu_semiplanar_444 = 6
pixel_format_yuyv_packed_422 = 7
pixel_format_uyvy_packed_422 = 8
pixel_format_yvyu_packed_422 = 9
pixel_format_vyuy_packed_422 = 10
pixel_format_yuv_packed_444 = 11
pixel_format_rgb_888 = 12
pixel_format_bgr_888 = 13
pixel_format_argb_8888 = 14
pixel_format_abgr_8888 = 15
pixel_format_rgba_8888 = 16
pixel_format_bgra_8888 = 17
pixel_format_yuv_semi_planner_420_10_bit = 18
pixel_format_yvu_semi_planner_420_10_bit = 19
pixel_format_yvu_planar_420 = 20
img_ext = ['.jpg', '.JPG', '.png', '.PNG', '.bmp', '.BMP', '.jpeg', '.JPEG'] |
# -*- coding: utf-8 -*-
########################################################################
#
# License: BSD
# Created: 2005-12-01
# Author: Ivan Vilata i Balaguer - ivan@selidor.net
#
# $Id$
#
########################################################################
"""Utility scripts for PyTables.
This package contains some modules which provide a ``main()`` function
(with no arguments), so that they can be used as scripts.
"""
| """Utility scripts for PyTables.
This package contains some modules which provide a ``main()`` function
(with no arguments), so that they can be used as scripts.
""" |
{
"cells": [
{
"cell_type": "code",
"execution_count": null,
"metadata": {},
"outputs": [],
"source": [
"import requests\n",
"\n",
"from finnhub.exceptions import FinnhubAPIException\n",
"from finnhub.exceptions import FinnhubRequestException\n",
"\n",
"class Client:\n",
" API_URL = \"https://finnhub.io/api/v1\"\n",
"\n",
" def __init__(self, api_key, requests_params=None):\n",
" self.api_key = api_key\n",
" self.session = self._init__session()\n",
" self._requests_params = requests_params\n",
"\n",
" def _init__session(self):\n",
" session = requests.session()\n",
" session.headers.update({'Accept': 'application/json',\n",
" 'User-Agent': 'finnhub/python'})\n",
" return session\n",
"\n",
" def _request(self, method, uri, **kwargs):\n",
" \n",
" kwargs['timeout'] = 10\n",
"\n",
" data = kwargs.get('data', None)\n",
"\n",
" if data and isinstance(data, dict):\n",
" kwargs['data'] = data\n",
" else:\n",
" kwargs['data'] = {}\n",
"\n",
" kwargs['data']['token'] = self.api_key\n",
" kwargs['params'] = kwargs['data']\n",
"\n",
" del(kwargs['data'])\n",
"\n",
" response = getattr(self.session, method)(uri, **kwargs)\n",
"\n",
" return self._handle_response(response)\n",
"\n",
" def _create_api_uri(self, path):\n",
" return \"{}/{}\".format(self.API_URL, path)\n",
"\n",
" def _request_api(self, method, path, **kwargs):\n",
" uri = self._create_api_uri(path)\n",
" return self._request(method, uri, **kwargs)\n",
"\n",
" def _handle_response(self, response):\n",
" if not str(response.status_code).startswith('2'):\n",
" raise FinnhubAPIException(response)\n",
" try:\n",
" return response.json()\n",
" except ValueError:\n",
" raise FinnhubRequestException(\"Invalid Response: {}\".format(response.text))\n",
"\n",
" def exchange(self):\n",
" return self._get(\"stock/exchange\")\n",
"\n",
" def stock_symbol(self, **params):\n",
" return self._get(\"stock/symbol\", data=params)\n",
"\n",
" def quote(self, **params):\n",
" return self._get(\"quote\", data=params)\n",
"\n",
" def stock_candle(self, **params):\n",
" return self._get(\"stock/candle\", data=params)\n",
"\n",
" def stock_tick(self, **params):\n",
" return self._get(\"stock/tick\", data=params)"
]
}
],
"metadata": {
"kernelspec": {
"display_name": "PythonData",
"language": "python",
"name": "pythondata"
},
"language_info": {
"codemirror_mode": {
"name": "ipython",
"version": 3
},
"file_extension": ".py",
"mimetype": "text/x-python",
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
"version": "3.6.9"
}
},
"nbformat": 4,
"nbformat_minor": 2
}
| {'cells': [{'cell_type': 'code', 'execution_count': null, 'metadata': {}, 'outputs': [], 'source': ['import requests\n', '\n', 'from finnhub.exceptions import FinnhubAPIException\n', 'from finnhub.exceptions import FinnhubRequestException\n', '\n', 'class Client:\n', ' API_URL = "https://finnhub.io/api/v1"\n', '\n', ' def __init__(self, api_key, requests_params=None):\n', ' self.api_key = api_key\n', ' self.session = self._init__session()\n', ' self._requests_params = requests_params\n', '\n', ' def _init__session(self):\n', ' session = requests.session()\n', " session.headers.update({'Accept': 'application/json',\n", " 'User-Agent': 'finnhub/python'})\n", ' return session\n', '\n', ' def _request(self, method, uri, **kwargs):\n', ' \n', " kwargs['timeout'] = 10\n", '\n', " data = kwargs.get('data', None)\n", '\n', ' if data and isinstance(data, dict):\n', " kwargs['data'] = data\n", ' else:\n', " kwargs['data'] = {}\n", '\n', " kwargs['data']['token'] = self.api_key\n", " kwargs['params'] = kwargs['data']\n", '\n', " del(kwargs['data'])\n", '\n', ' response = getattr(self.session, method)(uri, **kwargs)\n', '\n', ' return self._handle_response(response)\n', '\n', ' def _create_api_uri(self, path):\n', ' return "{}/{}".format(self.API_URL, path)\n', '\n', ' def _request_api(self, method, path, **kwargs):\n', ' uri = self._create_api_uri(path)\n', ' return self._request(method, uri, **kwargs)\n', '\n', ' def _handle_response(self, response):\n', " if not str(response.status_code).startswith('2'):\n", ' raise FinnhubAPIException(response)\n', ' try:\n', ' return response.json()\n', ' except ValueError:\n', ' raise FinnhubRequestException("Invalid Response: {}".format(response.text))\n', '\n', ' def exchange(self):\n', ' return self._get("stock/exchange")\n', '\n', ' def stock_symbol(self, **params):\n', ' return self._get("stock/symbol", data=params)\n', '\n', ' def quote(self, **params):\n', ' return self._get("quote", data=params)\n', '\n', ' def stock_candle(self, **params):\n', ' return self._get("stock/candle", data=params)\n', '\n', ' def stock_tick(self, **params):\n', ' return self._get("stock/tick", data=params)']}], 'metadata': {'kernelspec': {'display_name': 'PythonData', 'language': 'python', 'name': 'pythondata'}, 'language_info': {'codemirror_mode': {'name': 'ipython', 'version': 3}, 'file_extension': '.py', 'mimetype': 'text/x-python', 'name': 'python', 'nbconvert_exporter': 'python', 'pygments_lexer': 'ipython3', 'version': '3.6.9'}}, 'nbformat': 4, 'nbformat_minor': 2} |
class ObjectList(object):
""""""
def __init__(self):
self._items = []
def __getitem__(self, index):
if index >= 0 and index < len(self._items):
return self._items[index]
else:
raise IndexError()
def __len__(self):
return len(self._items)
def _get_count(self):
return len(self._items)
count = property(_get_count)
| class Objectlist(object):
""""""
def __init__(self):
self._items = []
def __getitem__(self, index):
if index >= 0 and index < len(self._items):
return self._items[index]
else:
raise index_error()
def __len__(self):
return len(self._items)
def _get_count(self):
return len(self._items)
count = property(_get_count) |
# Comment1
class Module2(object):
command_name = 'module2'
targets = [r'products/module2_target.txt']
dependencies = [('module1_target.txt', True)]
configs = ['module2a.conf', 'module2b.conf']
| class Module2(object):
command_name = 'module2'
targets = ['products/module2_target.txt']
dependencies = [('module1_target.txt', True)]
configs = ['module2a.conf', 'module2b.conf'] |
class ValidDate(object):
@classmethod
def special_char(self,char):
"""Check to see if char is in a list of special date chars
"""
if(char == '-'):
return True
else:
return False
@classmethod
def check_and_store(self,char):
"""Check to see if each char is a number or a special char in my list.
"""
if(char.isnumeric()):
return True
else:
if(self.special_char(char)):
return True
else:
return False
### Look at each char and if its not a number
### or one of my special chars then delete it
### and keep going...
@classmethod
def remove_unwanted_chars(self,date):
""" Check each char and store the good ones and drop the bad ones
"""
localstore = []
for elem in date:
bval = self.check_and_store(elem)
if bval:
localstore.append(elem)
result = ''.join(localstore)
return result
if __name__ == "__main__":
testcases = ['123','2020-04-01>>','2020-05-07>>','456']
vd = ValidDate()
for ex in testcases:
print(ex)
result = vd.remove_unwanted_chars(ex)
print(result)
| class Validdate(object):
@classmethod
def special_char(self, char):
"""Check to see if char is in a list of special date chars
"""
if char == '-':
return True
else:
return False
@classmethod
def check_and_store(self, char):
"""Check to see if each char is a number or a special char in my list.
"""
if char.isnumeric():
return True
elif self.special_char(char):
return True
else:
return False
@classmethod
def remove_unwanted_chars(self, date):
""" Check each char and store the good ones and drop the bad ones
"""
localstore = []
for elem in date:
bval = self.check_and_store(elem)
if bval:
localstore.append(elem)
result = ''.join(localstore)
return result
if __name__ == '__main__':
testcases = ['123', '2020-04-01>>', '2020-05-07>>', '456']
vd = valid_date()
for ex in testcases:
print(ex)
result = vd.remove_unwanted_chars(ex)
print(result) |
# pylint: disable=line-too-long
"""
Implement a compiler for the interpreter developed in Exercise 12, Problem 1.
The program should be compiled in a language based on operand stack.
The following operations are supported:
* ``CONST c``: push the value ``c`` on the stack,
* ``LOAD v``: load the value of the variable ``v`` and push it on the stack,
* ``STORE v``: pop a value from the stack and store it to the variable ``v``,
* ``OP {operation}``: pop two values ("left" and "right"), apply the operation and
push the result on the stack, and
* ``FUNC f``: pop a value from the stack, apply the function ``f`` on it and push the
result on the stack.
Please see `page 5`_ of the exercise for an example.
.. _page 5: https://ethz.ch/content/dam/ethz/special-interest/infk/inst-cs/lst-dam/documents/Education/Classes/Fall2019/0027_Intro/Homework/u12.pdf?page=5
"""
| """
Implement a compiler for the interpreter developed in Exercise 12, Problem 1.
The program should be compiled in a language based on operand stack.
The following operations are supported:
* ``CONST c``: push the value ``c`` on the stack,
* ``LOAD v``: load the value of the variable ``v`` and push it on the stack,
* ``STORE v``: pop a value from the stack and store it to the variable ``v``,
* ``OP {operation}``: pop two values ("left" and "right"), apply the operation and
push the result on the stack, and
* ``FUNC f``: pop a value from the stack, apply the function ``f`` on it and push the
result on the stack.
Please see `page 5`_ of the exercise for an example.
.. _page 5: https://ethz.ch/content/dam/ethz/special-interest/infk/inst-cs/lst-dam/documents/Education/Classes/Fall2019/0027_Intro/Homework/u12.pdf?page=5
""" |
n = int(input())
arr = list(map(int, input().rstrip().split()))
arr.reverse()
for num in arr:
print(num , end=" ")
| n = int(input())
arr = list(map(int, input().rstrip().split()))
arr.reverse()
for num in arr:
print(num, end=' ') |
class Node(object):
def __init__(self, name):
"""Assumes name is a string"""
self.name = name
def get_name(self):
return self.name
def __str__(self):
return self.name
class Edge(object):
def __init__(self, source, destination):
"""Assumes source and destination are of class Node"""
self.source = source
self.destination = destination
def get_source(self):
return self.source
def get_destination(self):
return self.destination
def __str__(self):
return "{} -> {}".format(self.source.get_name(), self.destination.get_name())
class Diagraph(object):
"""Edges is a dictionary mapping each node to a list of its children"""
def __init__(self):
self.edges = {}
def add_node(self, node):
if node in self.edges:
raise ValueError('Duplicate node')
else:
self.edges[node] = []
def add_edge(self, edge):
source = edge.get_source()
destination = edge.get_destination()
if not (source in self.edges and destination in self.edges):
raise ValueError('Node not in graph')
self.edges[source].append(destination)
def children_of(self, node):
return self.edges[node]
def has_node(self, node):
return node in self.edges
def get_node(self, name):
for node in self.edges:
if node.get_name() == name:
return node
raise NameError(name)
def __str__(self):
result = ''
for source in self.edges:
for destination in self.edges[source]:
result += "{} -> {}\n".format(source.get_name(), destination.get_name())
return result[:-1] # omit final newline
class Graph(Diagraph):
def add_edge(self, edge):
super().add_edge(edge)
rev = Edge(edge.get_destination(), edge.get_source())
super().add_edge(rev)
def build_city_graph(graph_type):
g = graph_type()
for name in ('Boston', 'Providence', 'New York', 'Chicago', 'Denver', 'Phoenix', 'Los Angeles'):
g.add_node(Node(name))
g.add_edge(Edge(g.get_node('Boston'), g.get_node('Providence')))
g.add_edge(Edge(g.get_node('Boston'), g.get_node('New York')))
g.add_edge(Edge(g.get_node('Providence'), g.get_node('Boston')))
g.add_edge(Edge(g.get_node('Providence'), g.get_node('New York')))
g.add_edge(Edge(g.get_node('New York'), g.get_node('Chicago')))
g.add_edge(Edge(g.get_node('Chicago'), g.get_node('Denver')))
g.add_edge(Edge(g.get_node('Denver'), g.get_node('Phoenix')))
g.add_edge(Edge(g.get_node('Denver'), g.get_node('New York')))
g.add_edge(Edge(g.get_node('Chicago'), g.get_node('Phoenix')))
g.add_edge(Edge(g.get_node('Los Angeles'), g.get_node('Boston')))
return g
print(build_city_graph(Diagraph), '\n\n', build_city_graph(Graph), '\n\n')
def print_path(path):
"""Assumes path is a list of nodes"""
result = ''
for i in range(len(path)):
result += str(path[i])
if i is not len(path) - 1:
result += ' -> '
return result
def DFS(graph, start, end, path, shortest, to_print=False):
"""Depth First Search.
Assumes graph is a Diagraph; start and end are nodes;
path and shortest are lists of nodes.
Returns shortest path from start to end in graph"""
path += [start]
if to_print:
print("Current DFS path:", print_path(path))
if start == end:
return path
for node in graph.children_of(start):
if node not in path: # avoid cycles
if shortest is None or len(path) < len(shortest):
new_path = DFS(graph, node, end, path, shortest, to_print)
if new_path is not None:
shortest = new_path
elif to_print:
print("Already visited", node)
return shortest
def shortest_path(graph, start, end, to_print=False):
"""Assumes graph is a Diagraph; start and end are nodes
Returns a shortest path from start to end in graph"""
return DFS(graph, start, end, [], None, to_print)
def test_shortest_path(source, destination):
g = build_city_graph(Diagraph)
sp = shortest_path(g, g.get_node(source), g.get_node(destination), to_print=True)
if sp is not None:
print("Shortest path from {} to {} is {}.".format(source, destination, print_path(sp)))
else:
print("There is no path from {} to {}".format(source, destination))
test_shortest_path('Chicago', 'Boston')
test_shortest_path('Boston', 'Phoenix')
def BFS(graph, start, end, to_print=False):
"""Breadth-first Search.
Assumes graph is a Diagraph; start and end are nodes.
Returns a shortest path from start to end in graph"""
initial_path = [start]
path_queue = [initial_path]
while len(path_queue) is not 0:
# Get and remove oldest element in path_queue
temporary_path = path_queue.pop(0)
if to_print:
print("Current BFS path:", print_path(temporary_path))
last_node = temporary_path[-1]
if last_node == end:
return temporary_path
for next_node in graph.children_of(last_node):
if next_node not in temporary_path:
new_path = temporary_path + [next_node]
path_queue.append(new_path)
return None
def shortest_path(graph, start, end, to_print=False):
"""Assumes graph is a Diagraph; start and end are nodes
Returns a shortest path from start to end in graph"""
return BFS(graph, start, end, to_print)
test_shortest_path('Boston', 'Phoenix')
class WeightedEdge(Edge):
def __init__(self, source, destination, weight):
super().__init__(source, destination)
self.weight = weight
def get_weight(self):
return self.weight
def __str__(self):
return "{}->{} ({})".format(super().get_source(), super().get_destination(), self.get_weight())
| class Node(object):
def __init__(self, name):
"""Assumes name is a string"""
self.name = name
def get_name(self):
return self.name
def __str__(self):
return self.name
class Edge(object):
def __init__(self, source, destination):
"""Assumes source and destination are of class Node"""
self.source = source
self.destination = destination
def get_source(self):
return self.source
def get_destination(self):
return self.destination
def __str__(self):
return '{} -> {}'.format(self.source.get_name(), self.destination.get_name())
class Diagraph(object):
"""Edges is a dictionary mapping each node to a list of its children"""
def __init__(self):
self.edges = {}
def add_node(self, node):
if node in self.edges:
raise value_error('Duplicate node')
else:
self.edges[node] = []
def add_edge(self, edge):
source = edge.get_source()
destination = edge.get_destination()
if not (source in self.edges and destination in self.edges):
raise value_error('Node not in graph')
self.edges[source].append(destination)
def children_of(self, node):
return self.edges[node]
def has_node(self, node):
return node in self.edges
def get_node(self, name):
for node in self.edges:
if node.get_name() == name:
return node
raise name_error(name)
def __str__(self):
result = ''
for source in self.edges:
for destination in self.edges[source]:
result += '{} -> {}\n'.format(source.get_name(), destination.get_name())
return result[:-1]
class Graph(Diagraph):
def add_edge(self, edge):
super().add_edge(edge)
rev = edge(edge.get_destination(), edge.get_source())
super().add_edge(rev)
def build_city_graph(graph_type):
g = graph_type()
for name in ('Boston', 'Providence', 'New York', 'Chicago', 'Denver', 'Phoenix', 'Los Angeles'):
g.add_node(node(name))
g.add_edge(edge(g.get_node('Boston'), g.get_node('Providence')))
g.add_edge(edge(g.get_node('Boston'), g.get_node('New York')))
g.add_edge(edge(g.get_node('Providence'), g.get_node('Boston')))
g.add_edge(edge(g.get_node('Providence'), g.get_node('New York')))
g.add_edge(edge(g.get_node('New York'), g.get_node('Chicago')))
g.add_edge(edge(g.get_node('Chicago'), g.get_node('Denver')))
g.add_edge(edge(g.get_node('Denver'), g.get_node('Phoenix')))
g.add_edge(edge(g.get_node('Denver'), g.get_node('New York')))
g.add_edge(edge(g.get_node('Chicago'), g.get_node('Phoenix')))
g.add_edge(edge(g.get_node('Los Angeles'), g.get_node('Boston')))
return g
print(build_city_graph(Diagraph), '\n\n', build_city_graph(Graph), '\n\n')
def print_path(path):
"""Assumes path is a list of nodes"""
result = ''
for i in range(len(path)):
result += str(path[i])
if i is not len(path) - 1:
result += ' -> '
return result
def dfs(graph, start, end, path, shortest, to_print=False):
"""Depth First Search.
Assumes graph is a Diagraph; start and end are nodes;
path and shortest are lists of nodes.
Returns shortest path from start to end in graph"""
path += [start]
if to_print:
print('Current DFS path:', print_path(path))
if start == end:
return path
for node in graph.children_of(start):
if node not in path:
if shortest is None or len(path) < len(shortest):
new_path = dfs(graph, node, end, path, shortest, to_print)
if new_path is not None:
shortest = new_path
elif to_print:
print('Already visited', node)
return shortest
def shortest_path(graph, start, end, to_print=False):
"""Assumes graph is a Diagraph; start and end are nodes
Returns a shortest path from start to end in graph"""
return dfs(graph, start, end, [], None, to_print)
def test_shortest_path(source, destination):
g = build_city_graph(Diagraph)
sp = shortest_path(g, g.get_node(source), g.get_node(destination), to_print=True)
if sp is not None:
print('Shortest path from {} to {} is {}.'.format(source, destination, print_path(sp)))
else:
print('There is no path from {} to {}'.format(source, destination))
test_shortest_path('Chicago', 'Boston')
test_shortest_path('Boston', 'Phoenix')
def bfs(graph, start, end, to_print=False):
"""Breadth-first Search.
Assumes graph is a Diagraph; start and end are nodes.
Returns a shortest path from start to end in graph"""
initial_path = [start]
path_queue = [initial_path]
while len(path_queue) is not 0:
temporary_path = path_queue.pop(0)
if to_print:
print('Current BFS path:', print_path(temporary_path))
last_node = temporary_path[-1]
if last_node == end:
return temporary_path
for next_node in graph.children_of(last_node):
if next_node not in temporary_path:
new_path = temporary_path + [next_node]
path_queue.append(new_path)
return None
def shortest_path(graph, start, end, to_print=False):
"""Assumes graph is a Diagraph; start and end are nodes
Returns a shortest path from start to end in graph"""
return bfs(graph, start, end, to_print)
test_shortest_path('Boston', 'Phoenix')
class Weightededge(Edge):
def __init__(self, source, destination, weight):
super().__init__(source, destination)
self.weight = weight
def get_weight(self):
return self.weight
def __str__(self):
return '{}->{} ({})'.format(super().get_source(), super().get_destination(), self.get_weight()) |
"""
You want to find people who have as much exposure to different cultures as yourself.
Complete the uncommon_cities helper that takes the cities you have visited (my_cities) and the cities the other person has visited (other_cities) and returns the number of cities that both sequences do NOT have in common.
So given [A B C] and [B C D] it should return 2 because only A and D are different.
You can loop through both sequences but maybe there is a more concise way to do it?
"""
def uncommon_cities(my_cities, other_cities):
"""Compare my_cities and other_cities and return the number of different
cities between the two"""
return len(list(set(my_cities) ^ set(other_cities)))
| """
You want to find people who have as much exposure to different cultures as yourself.
Complete the uncommon_cities helper that takes the cities you have visited (my_cities) and the cities the other person has visited (other_cities) and returns the number of cities that both sequences do NOT have in common.
So given [A B C] and [B C D] it should return 2 because only A and D are different.
You can loop through both sequences but maybe there is a more concise way to do it?
"""
def uncommon_cities(my_cities, other_cities):
"""Compare my_cities and other_cities and return the number of different
cities between the two"""
return len(list(set(my_cities) ^ set(other_cities))) |
## Advent of Code 2018: Day 14
## https://adventofcode.com/2018/day/14
## Jesse Williams
## Answers: [Part 1]: 8176111038, [Part 2]: 20225578
INPUT = 890691
def createNewRecipes(recipes, elves):
newRcpSum = recipes[elves[0]] + recipes[elves[1]] # add current recipes together
newRcpDigits = list(map(int, list(str(newRcpSum)))) # separate digits into a list
return newRcpDigits
def chooseNewCurrentRecipes(recipes, elves):
newElves = [0, 0]
for i, elf in enumerate(elves):
newElves[i] = (elves[i] + (1 + recipes[elves[i]])) % len(recipes)
return newElves
if __name__ == "__main__":
## Part 1
recipes = [3, 7]
elves = [0, 1] # stores the index of the current recipe for each elf
numRecipes = INPUT
numRecipesMade = 0
numExtraRecipes = 10
while numRecipesMade < numRecipes + numExtraRecipes:
newRecipes = createNewRecipes(recipes, elves) # create new recipes and add them to the end of the list
recipes += newRecipes
elves = chooseNewCurrentRecipes(recipes, elves) # update the current recipe for each elf
numRecipesMade += len(newRecipes)
extraRecipes = recipes[numRecipes:numRecipes+numExtraRecipes]
print('The next {} recipes after an initial {} are: {}'.format(numExtraRecipes, numRecipes, ''.join(map(str, extraRecipes))))
## Part 2
# Since adding two single digit numbers together can result in either a 1- or 2-digit number, we check both possibilities
recipes = [3, 7]
elves = [0, 1] # stores the index of the current recipe for each elf
done = False
targetSequenceInt = INPUT
targetSequence = list(map(int, list(str(targetSequenceInt))))
while not done:
recipes += createNewRecipes(recipes, elves) # create new recipes and add them to the end of the list
elves = chooseNewCurrentRecipes(recipes, elves) # update the current recipe for each elf
if (recipes[-len(targetSequence):] == targetSequence):
recipesToLeft = len(recipes[:-len(targetSequence)])
done = True
elif (recipes[-len(targetSequence)-1:-1] == targetSequence):
recipesToLeft = len(recipes[:-len(targetSequence)-1])
done = True
print("There are {} recipes to the left of the first instance of the sequence '{}'.".format(recipesToLeft, targetSequenceInt))
| input = 890691
def create_new_recipes(recipes, elves):
new_rcp_sum = recipes[elves[0]] + recipes[elves[1]]
new_rcp_digits = list(map(int, list(str(newRcpSum))))
return newRcpDigits
def choose_new_current_recipes(recipes, elves):
new_elves = [0, 0]
for (i, elf) in enumerate(elves):
newElves[i] = (elves[i] + (1 + recipes[elves[i]])) % len(recipes)
return newElves
if __name__ == '__main__':
recipes = [3, 7]
elves = [0, 1]
num_recipes = INPUT
num_recipes_made = 0
num_extra_recipes = 10
while numRecipesMade < numRecipes + numExtraRecipes:
new_recipes = create_new_recipes(recipes, elves)
recipes += newRecipes
elves = choose_new_current_recipes(recipes, elves)
num_recipes_made += len(newRecipes)
extra_recipes = recipes[numRecipes:numRecipes + numExtraRecipes]
print('The next {} recipes after an initial {} are: {}'.format(numExtraRecipes, numRecipes, ''.join(map(str, extraRecipes))))
recipes = [3, 7]
elves = [0, 1]
done = False
target_sequence_int = INPUT
target_sequence = list(map(int, list(str(targetSequenceInt))))
while not done:
recipes += create_new_recipes(recipes, elves)
elves = choose_new_current_recipes(recipes, elves)
if recipes[-len(targetSequence):] == targetSequence:
recipes_to_left = len(recipes[:-len(targetSequence)])
done = True
elif recipes[-len(targetSequence) - 1:-1] == targetSequence:
recipes_to_left = len(recipes[:-len(targetSequence) - 1])
done = True
print("There are {} recipes to the left of the first instance of the sequence '{}'.".format(recipesToLeft, targetSequenceInt)) |
#!/usr/local/bin/python3.6
def is_ztest(m):
if int(m.author.id) == int(zigID):
return True
else:
return False
| def is_ztest(m):
if int(m.author.id) == int(zigID):
return True
else:
return False |
def read_matrix(c, r):
matrix = []
for _ in range(c):
row = input().split(' ')
matrix.append(row)
return matrix
c, r = [int(n) for n in input().split(' ')]
matrix = read_matrix(c, r)
matches = 0
for col in range(c - 1):
for row in range(r - 1):
if matrix[col][row] == matrix[col][row + 1] == matrix[col + 1][row] == matrix[col + 1][row + 1]:
matches += 1
print(matches) | def read_matrix(c, r):
matrix = []
for _ in range(c):
row = input().split(' ')
matrix.append(row)
return matrix
(c, r) = [int(n) for n in input().split(' ')]
matrix = read_matrix(c, r)
matches = 0
for col in range(c - 1):
for row in range(r - 1):
if matrix[col][row] == matrix[col][row + 1] == matrix[col + 1][row] == matrix[col + 1][row + 1]:
matches += 1
print(matches) |
# Option for variable 'simulation_type':
# 1: cylindrical roller bearing
# 2:
# 3: cylindrical roller thrust bearing
# 4: ball on disk (currently not fully supported)
# 5: pin on disk
# 6: 4 ball
# 7: ball on three plates
# 8: ring on ring
# global simulation setup
simulation_type = 5 # one of the above types
simulation_name = 'PinOnDisk'
auto_print = True # True or False
auto_plot = True
auto_report = False # reporting currently not supported, don't change
# global test setup / bearing information
tribo_system_name = 'foo'
number_pins = 1
sliding_diameter = 50 # in mm, sliding diameter on disc
# Pin (CB1)
e_cb1 = 210000 # young's modulus in MPa
ny_cb1 = 0.3 # poisson number in MPa
diameter_cb1 = 12.7
length_cb1 = 12.7 # in mm
type_profile_cb1 = 'Circle' # 'None', 'Circle', 'File'
path_profile_cb1 = '' # path to profile.txt file required if TypeProfile == 'File'
profile_radius_cb1 = 6.35 # input required if TypeProfile == 'Circle'
# Disk (CB2)
e_cb2 = 210000 # young's modulus in MPa
ny_cb2 = 0.3 # poisson number in MPa
diameter_cb2 = 50
# Loads
global_force = 50 # in N
rot_velocity1 = 50 # in rpm
# Mesh
res_x = 41 # data points along roller length
res_y = 41 # data points along roller width
| simulation_type = 5
simulation_name = 'PinOnDisk'
auto_print = True
auto_plot = True
auto_report = False
tribo_system_name = 'foo'
number_pins = 1
sliding_diameter = 50
e_cb1 = 210000
ny_cb1 = 0.3
diameter_cb1 = 12.7
length_cb1 = 12.7
type_profile_cb1 = 'Circle'
path_profile_cb1 = ''
profile_radius_cb1 = 6.35
e_cb2 = 210000
ny_cb2 = 0.3
diameter_cb2 = 50
global_force = 50
rot_velocity1 = 50
res_x = 41
res_y = 41 |
BUSINESS_METRICS_VIEW_CONFIG = {
'Write HBase' : [['write operation', 'Write/HBase'],
['log length', 'Write/Log'],
['memory/thread', 'Write/MemoryThread'],
],
'Read HBase' : [['read operation', 'Read/HBase'],
['result size', 'Read/ResultSize'],
['memory/thread', 'Read/MemoryThread'],
],
}
ONLINE_METRICS_MENU_CONFIG = {
'Online Write' : [['Qps', 'Write/Qps'],
['HBase Latency', 'Write/HBase Latency'],
['Total Latency', 'Write/Total Latency'],
['WriteFail', 'Write/WriteFail'],
['HTablePool', 'Write/HTablePool'],
['Replication', 'Write/Replication'],
['Exception', 'Write/Exception'],
],
'Online Read' : [['Qps', 'Read/Qps'],
['HBase Latency', 'Read/HBase Latency'],
['Total Latency', 'Read/Total Latency'],
['ReadFail', 'Read/ReadFail'],
['HTablePool', 'Read/HTablePool'],
['Exception', 'Read/Exception'],
],
}
ONLINE_METRICS_COUNTER_CONFIG = {
}
ONLINE_METRICS_TITLE_CONFIG = {
}
ONLINE_METRICS_ENDPOINT_CONFIG = {
}
| business_metrics_view_config = {'Write HBase': [['write operation', 'Write/HBase'], ['log length', 'Write/Log'], ['memory/thread', 'Write/MemoryThread']], 'Read HBase': [['read operation', 'Read/HBase'], ['result size', 'Read/ResultSize'], ['memory/thread', 'Read/MemoryThread']]}
online_metrics_menu_config = {'Online Write': [['Qps', 'Write/Qps'], ['HBase Latency', 'Write/HBase Latency'], ['Total Latency', 'Write/Total Latency'], ['WriteFail', 'Write/WriteFail'], ['HTablePool', 'Write/HTablePool'], ['Replication', 'Write/Replication'], ['Exception', 'Write/Exception']], 'Online Read': [['Qps', 'Read/Qps'], ['HBase Latency', 'Read/HBase Latency'], ['Total Latency', 'Read/Total Latency'], ['ReadFail', 'Read/ReadFail'], ['HTablePool', 'Read/HTablePool'], ['Exception', 'Read/Exception']]}
online_metrics_counter_config = {}
online_metrics_title_config = {}
online_metrics_endpoint_config = {} |
n=int(input())
for i in range(1,n):
if i+sum(map(int,list(str(i))))==n:
print(i)
exit()
print(0) | n = int(input())
for i in range(1, n):
if i + sum(map(int, list(str(i)))) == n:
print(i)
exit()
print(0) |
"""
Doctests
You have the option to write tests into your docstring in python.
"""
def add(a, b):
"""
>>> add(2, 3)
5
>>> add(100, 200)
300
"""
return a + b
# command line command to run the doctests:
# python -m doctest -v filename.py | """
Doctests
You have the option to write tests into your docstring in python.
"""
def add(a, b):
"""
>>> add(2, 3)
5
>>> add(100, 200)
300
"""
return a + b |
edge_array = [];
par =[0,0,0,0,0,0]
for par[0] in range(0,3):
for par[1] in range(0,3):
for par[2] in range(0,3):
for par[3] in range(0,3):
for par[4] in range(0,3):
for par[5] in range(0,3):
edge_array.append(str(par[0])+" "+str(par[1])+" "+str(par[2])+" "+str(par[3])+" "+str(par[4])+" "+str(par[5])+" 0")
i = 0
par2 =[0,0,0,0,0,0]
for par[0] in range(0,3):
for par[1] in range(0,3):
for par[2] in range(0,3):
for par[3] in range(0,3):
for par[4] in range(0,3):
for par[5] in range(0,3):
index = par[0]+par[1]*3+par[2]*9+par[3]*27+par[4]*81+par[5]*243
if (index > i and index < 728):
try:
edge_array[index] = str(par[5])+" "+str(par[4])+" "+str(par[3])+" "+str(par[2])+" "+str(par[1])+" "+str(par[0])+" -1"
except ValueError:
pass
j = 0
for par_each in par:
if (par_each == 1):
par2[j] = 2
elif (par_each == 2):
par2[j] = 1
else:
par2[j] = 0
j += 1
index2 = par2[0]*243+par2[1]*81+par2[2]*27+par2[3]*9+par2[4]*3+par2[5]
if (index2 > i and index2 < 728):
try:
edge_array[index2] = str(par2[0])+" "+str(par2[1])+" "+str(par2[2])+" "+str(par2[3])+" "+str(par2[4])+" "+str(par2[5])+" -1"
except ValueError:
pass
i += 1
i=0
for edge_each in edge_array:
print(edge_array[i])
i += 1 | edge_array = []
par = [0, 0, 0, 0, 0, 0]
for par[0] in range(0, 3):
for par[1] in range(0, 3):
for par[2] in range(0, 3):
for par[3] in range(0, 3):
for par[4] in range(0, 3):
for par[5] in range(0, 3):
edge_array.append(str(par[0]) + ' ' + str(par[1]) + ' ' + str(par[2]) + ' ' + str(par[3]) + ' ' + str(par[4]) + ' ' + str(par[5]) + ' 0')
i = 0
par2 = [0, 0, 0, 0, 0, 0]
for par[0] in range(0, 3):
for par[1] in range(0, 3):
for par[2] in range(0, 3):
for par[3] in range(0, 3):
for par[4] in range(0, 3):
for par[5] in range(0, 3):
index = par[0] + par[1] * 3 + par[2] * 9 + par[3] * 27 + par[4] * 81 + par[5] * 243
if index > i and index < 728:
try:
edge_array[index] = str(par[5]) + ' ' + str(par[4]) + ' ' + str(par[3]) + ' ' + str(par[2]) + ' ' + str(par[1]) + ' ' + str(par[0]) + ' -1'
except ValueError:
pass
j = 0
for par_each in par:
if par_each == 1:
par2[j] = 2
elif par_each == 2:
par2[j] = 1
else:
par2[j] = 0
j += 1
index2 = par2[0] * 243 + par2[1] * 81 + par2[2] * 27 + par2[3] * 9 + par2[4] * 3 + par2[5]
if index2 > i and index2 < 728:
try:
edge_array[index2] = str(par2[0]) + ' ' + str(par2[1]) + ' ' + str(par2[2]) + ' ' + str(par2[3]) + ' ' + str(par2[4]) + ' ' + str(par2[5]) + ' -1'
except ValueError:
pass
i += 1
i = 0
for edge_each in edge_array:
print(edge_array[i])
i += 1 |
# -*- coding: utf-8 -*-
class Node(object):
def __init__(self, type_, value, children=None):
self.type = type_ # Options: 'operator', 'identifier', 'value'
self.value = value
self.children = children or []
def dump(self, recursive=False):
"""Return a formatted dump of the tree in current node.
:param recursive: whether show children recursively
"""
if recursive:
dumped_children = ', '.join(child.dump(recursive)
for child in self.children)
else:
dumped_children = '...'
return '{}(value={!r}, children={})'.format(
self.type.capitalize(), self.value,
'[{}]'.format(dumped_children if self.children else '')
)
__repr__ = __str__ = dump
@staticmethod
def merge_all_children(nodes):
"""Merge all the children of `nodes` together.
"""
merged = []
for node in nodes:
merged.extend(node.children)
return merged
def resemble(self, node):
"""Whether current node has the same *type* and *value* with `node`.
:param node: the node to compare with
"""
return self.type == node.type and self.value == node.value
def shift_up_grandchildren(self):
"""Remove the children of current node, and merge all the original
grandchildren together as the new children.
"""
self.children = self.merge_all_children(self.children)
return self
def copy(self):
"""Deep copy the tree in current code."""
children = [child.copy() for child in self.children]
return Node(self.type, self.value, children)
def walk(self, parent=None, index=None):
"""Recursively yield all descendant nodes in the tree starting at
current node (including current node).
:param parent: the parent node of current node
:param index: the index of current node in parent's children
"""
yield (parent, index, self)
for i, child in enumerate(self.children):
for grandchild in child.walk(self, i):
yield grandchild
| class Node(object):
def __init__(self, type_, value, children=None):
self.type = type_
self.value = value
self.children = children or []
def dump(self, recursive=False):
"""Return a formatted dump of the tree in current node.
:param recursive: whether show children recursively
"""
if recursive:
dumped_children = ', '.join((child.dump(recursive) for child in self.children))
else:
dumped_children = '...'
return '{}(value={!r}, children={})'.format(self.type.capitalize(), self.value, '[{}]'.format(dumped_children if self.children else ''))
__repr__ = __str__ = dump
@staticmethod
def merge_all_children(nodes):
"""Merge all the children of `nodes` together.
"""
merged = []
for node in nodes:
merged.extend(node.children)
return merged
def resemble(self, node):
"""Whether current node has the same *type* and *value* with `node`.
:param node: the node to compare with
"""
return self.type == node.type and self.value == node.value
def shift_up_grandchildren(self):
"""Remove the children of current node, and merge all the original
grandchildren together as the new children.
"""
self.children = self.merge_all_children(self.children)
return self
def copy(self):
"""Deep copy the tree in current code."""
children = [child.copy() for child in self.children]
return node(self.type, self.value, children)
def walk(self, parent=None, index=None):
"""Recursively yield all descendant nodes in the tree starting at
current node (including current node).
:param parent: the parent node of current node
:param index: the index of current node in parent's children
"""
yield (parent, index, self)
for (i, child) in enumerate(self.children):
for grandchild in child.walk(self, i):
yield grandchild |
levels = {
1: {
'ship': (80, 60),
'enemies': ((24, 24), (50, 24), (100, 24), (120, 24))
},
2: {
'ship': (80, 110),
'enemies': ((10, 10), (80, 10), (150, 10),
(10, 30), (80, 30), (150, 30))
},
3: {
'ship': (10, 60),
'enemies': ((90, 10), (90, 50), (90, 90),
(110, 10), (110, 50), (110, 90),
(130, 10), (130, 50), (130, 90),
)
},
4: {
'ship': (80, 110),
'enemies': ((10, 10), (40, 10), (80, 10), (110, 10), (150, 10),
(10, 30), (40, 30), (80, 30), (110, 30), (150, 30), )
},
5: {
'ship': (10, 60),
'enemies': ((80, 10), (103, 10), (123, 16), (137, 32),
(144, 61), (139, 80), (121, 104), (105, 110),
(79, 36), (101, 48), (99, 74), (79, 84),
)
},
6: {
'ship': (10, 10),
'enemies': ((40, 20), (60, 20), (80, 20), (100, 20), (120, 20), (140, 20),
(60, 40), (80, 40), (100, 40), (120, 40), (140, 40),
(80, 60), (100, 60), (120, 60), (140, 60),
(100, 80), (120, 80), (140, 80),
(100, 100), (120, 100), (140, 100),
)
},
7: {
'ship': (80, 110),
'enemies': ((10, 10), (30, 10), (50, 10), (70, 10), (90, 10),
(110, 10), (130, 10), (150, 10),
(10, 30), (30, 30), (50, 30), (70, 30), (90, 30),
(110, 30), (130, 30), (150, 30),
(60, 50), (80, 50), (100, 50)
)
},
}
| levels = {1: {'ship': (80, 60), 'enemies': ((24, 24), (50, 24), (100, 24), (120, 24))}, 2: {'ship': (80, 110), 'enemies': ((10, 10), (80, 10), (150, 10), (10, 30), (80, 30), (150, 30))}, 3: {'ship': (10, 60), 'enemies': ((90, 10), (90, 50), (90, 90), (110, 10), (110, 50), (110, 90), (130, 10), (130, 50), (130, 90))}, 4: {'ship': (80, 110), 'enemies': ((10, 10), (40, 10), (80, 10), (110, 10), (150, 10), (10, 30), (40, 30), (80, 30), (110, 30), (150, 30))}, 5: {'ship': (10, 60), 'enemies': ((80, 10), (103, 10), (123, 16), (137, 32), (144, 61), (139, 80), (121, 104), (105, 110), (79, 36), (101, 48), (99, 74), (79, 84))}, 6: {'ship': (10, 10), 'enemies': ((40, 20), (60, 20), (80, 20), (100, 20), (120, 20), (140, 20), (60, 40), (80, 40), (100, 40), (120, 40), (140, 40), (80, 60), (100, 60), (120, 60), (140, 60), (100, 80), (120, 80), (140, 80), (100, 100), (120, 100), (140, 100))}, 7: {'ship': (80, 110), 'enemies': ((10, 10), (30, 10), (50, 10), (70, 10), (90, 10), (110, 10), (130, 10), (150, 10), (10, 30), (30, 30), (50, 30), (70, 30), (90, 30), (110, 30), (130, 30), (150, 30), (60, 50), (80, 50), (100, 50))}} |
class HttpRequest:
def __init__(self, path, method, headers, path_params, query_params, body):
self.path = path
self.method = method
self.headers = headers
self.path_params = path_params
self.query_params = query_params
self.body = body
| class Httprequest:
def __init__(self, path, method, headers, path_params, query_params, body):
self.path = path
self.method = method
self.headers = headers
self.path_params = path_params
self.query_params = query_params
self.body = body |
"""
3.2 Stack Min: How would you design a stack which, in addition to push and pop, has a function min
which returns the minimum eiement? Push, pop and min should ail operate in 0 ( 1 ) time.
"""
"""
Solution --> keep track of what is min at each stage of opertaion
"""
class Stack:
def __init__(self):
self.items = []
self.mins = []
def is_empty(self):
return self.items == []
def push(self, data):
self.items.append(data)
if not self.mins:
self.mins.append(data)
return
if self.mins[-1] > data:
self.mins.append(data)
else:
self.mins.append(self.mins[-1])
def pop(self):
self.mins.pop(-1)
return self.items.pop(-1)
def min(self):
return self.mins[-1]
stack = Stack()
stack.push(2)
stack.push(5)
stack.push(1)
print(stack.min())
stack.pop()
print(stack.min())
| """
3.2 Stack Min: How would you design a stack which, in addition to push and pop, has a function min
which returns the minimum eiement? Push, pop and min should ail operate in 0 ( 1 ) time.
"""
'\nSolution --> keep track of what is min at each stage of opertaion \n'
class Stack:
def __init__(self):
self.items = []
self.mins = []
def is_empty(self):
return self.items == []
def push(self, data):
self.items.append(data)
if not self.mins:
self.mins.append(data)
return
if self.mins[-1] > data:
self.mins.append(data)
else:
self.mins.append(self.mins[-1])
def pop(self):
self.mins.pop(-1)
return self.items.pop(-1)
def min(self):
return self.mins[-1]
stack = stack()
stack.push(2)
stack.push(5)
stack.push(1)
print(stack.min())
stack.pop()
print(stack.min()) |
CURRENT_NEWS_API_KEY = '' # Replace with your news.org API keys
news = {
'api_key': '',
'base_everything_url': 'https://newsapi.org/v2/everything'
} | current_news_api_key = ''
news = {'api_key': '', 'base_everything_url': 'https://newsapi.org/v2/everything'} |
'''
Given a square matrix of N rows and columns, find out whether it is symmetric or not.
>>Input Format:
The first line of the input contains an integer number n which represents the number of rows and the number of columns.
From the second line, take n lines input with each line containing n integer elements with each element separated by a space.
>>Output Format:
Print 'YES' if it is symmetric otherwise 'NO'
>>Example:
Input:
2
1 2
2 1
Output:
YES
'''
z, l = [], []
n = int(input())
[z.append(list(map(int, input().split()))) for i in range(n)]
[l.append(list(i)) for i in list(zip(*z))]
print ("YES" if l == z else "NO", end="")
| """
Given a square matrix of N rows and columns, find out whether it is symmetric or not.
>>Input Format:
The first line of the input contains an integer number n which represents the number of rows and the number of columns.
From the second line, take n lines input with each line containing n integer elements with each element separated by a space.
>>Output Format:
Print 'YES' if it is symmetric otherwise 'NO'
>>Example:
Input:
2
1 2
2 1
Output:
YES
"""
(z, l) = ([], [])
n = int(input())
[z.append(list(map(int, input().split()))) for i in range(n)]
[l.append(list(i)) for i in list(zip(*z))]
print('YES' if l == z else 'NO', end='') |
ENV='development'
DEBUG=True
SQLALCHEMY_DATABASE_URI='sqlite:///data_base.db'
#SQLALCHEMY_ECHO=True
SQLALCHEMY_TRACK_MODIFICATIONS=False
SCHEDULER_API_ENABLED = True
| env = 'development'
debug = True
sqlalchemy_database_uri = 'sqlite:///data_base.db'
sqlalchemy_track_modifications = False
scheduler_api_enabled = True |
# Exercise number 2 - Python WorkOut
# Author: Barrios Ramirez Luis Fernando
# Language: Python3 3.8.2 64-bit
def my_sum(*numbers): # The "splat" operator is used when we need an arbitrary amount of arguments
output = numbers[0]
for i in numbers[1:]: # It returns a tuple
output += i
return output
print(my_sum(4, 6))
| def my_sum(*numbers):
output = numbers[0]
for i in numbers[1:]:
output += i
return output
print(my_sum(4, 6)) |
n = ['C', 'C#', 'D', 'D#', 'E', 'F', 'F#', 'G', 'G#', 'A', 'B', 'H']
i = sorted(n.index(x) for x in input().split())
c = (i[1] - i[0], i[2] - i[1])
if c in ((4, 3), (3, 5), (5, 4)):
print('major')
elif c in ((3, 4), (4, 5), (5, 3)):
print('minor')
else:
print('strange')
| n = ['C', 'C#', 'D', 'D#', 'E', 'F', 'F#', 'G', 'G#', 'A', 'B', 'H']
i = sorted((n.index(x) for x in input().split()))
c = (i[1] - i[0], i[2] - i[1])
if c in ((4, 3), (3, 5), (5, 4)):
print('major')
elif c in ((3, 4), (4, 5), (5, 3)):
print('minor')
else:
print('strange') |
template='''
def __init__(self, base_space, **kwargs):
super().__init__() # Time scheme is set from Model.__init__()
# Set base space (manifold)
#------------------------------
assert base_space.dimension == len(self.coordinates), \
"Dimension of base_space is different from the number of coordinates"
self.base_space = base_space
{% if constant_functions_flag %}
#-----------------------
# Set constant functions
#-----------------------
# Set a default nan value for constants
{% for function in constant_functions %}self.{{function.as_keyvar}} = np.nan # @@ set constant value @@
{% endfor %}
# Set constant function values from external **kwargs (when provided)
for key in kwargs:
if key in self.constant_functions:
setattr(self, key, kwargs[key])
# Alert when a constant is np.nan
for function in self.constant_functions:
if getattr(self, function) is np.nan:
print(f"Warning: function `{function}` has to be set")
{% endif %}
{% if constants_flag %}
#---------------------------
# Set constants of the model
#---------------------------
# Set a default nan value for constants
{% for constant in constants %}self.{{constant.as_keyvar}} = np.nan # @@ set constant value @@
{% endfor %}
# Set constant values from external **kwargs (when provided)
for key in kwargs:
if key in self.constants:
setattr(self, key, kwargs[key])
# Alert when a constant is np.nan
for constant in self.constants:
if getattr(self, constant) is np.nan:
print(f"Warning: constant `{constant}` has to be set")
{% endif %}
'''
| template = '\n def __init__(self, base_space, **kwargs):\n\n super().__init__() # Time scheme is set from Model.__init__()\n\n # Set base space (manifold)\n #------------------------------\n assert base_space.dimension == len(self.coordinates), "Dimension of base_space is different from the number of coordinates"\n self.base_space = base_space\n \n {% if constant_functions_flag %}\n #-----------------------\n # Set constant functions\n #-----------------------\n \n # Set a default nan value for constants\n {% for function in constant_functions %}self.{{function.as_keyvar}} = np.nan # @@ set constant value @@\n {% endfor %}\n \n # Set constant function values from external **kwargs (when provided)\n for key in kwargs:\n if key in self.constant_functions:\n setattr(self, key, kwargs[key])\n \n # Alert when a constant is np.nan\n for function in self.constant_functions:\n if getattr(self, function) is np.nan:\n print(f"Warning: function `{function}` has to be set")\n {% endif %}\n\n {% if constants_flag %}\n #---------------------------\n # Set constants of the model\n #---------------------------\n \n # Set a default nan value for constants\n {% for constant in constants %}self.{{constant.as_keyvar}} = np.nan # @@ set constant value @@\n {% endfor %}\n \n # Set constant values from external **kwargs (when provided)\n for key in kwargs:\n if key in self.constants:\n setattr(self, key, kwargs[key])\n \n # Alert when a constant is np.nan\n for constant in self.constants:\n if getattr(self, constant) is np.nan:\n print(f"Warning: constant `{constant}` has to be set")\n {% endif %}\n\n' |
class Solution(object):
def isBoomerang(self, points):
"""
:type points: List[List[int]]
:rtype: bool
"""
p1, p2, p3 = points[0], points[1], points[2]
if p2[0] != p1[0]:
a = (p2[1] - p1[1]) / float(p2[0] - p1[0])
b = p1[1] - a * p1[0]
return p3[1] != (a * p3[0] + b)
else:
return p3[0] != p2[0] and p1[1] != p2[1]
def test_is_boomerang():
s = Solution()
assert s.isBoomerang([[1, 1], [2, 3], [3, 2]])
assert s.isBoomerang([[1, 1], [2, 2], [3, 3]]) is False
assert s.isBoomerang([[1, 1], [1, 2], [1, 3]]) is False
assert s.isBoomerang([[0, 0], [1, 1], [1, 1]]) is False
assert s.isBoomerang([[0, 0], [2, 1], [2, 1]]) is False
assert s.isBoomerang([[0, 1], [0, 1], [2, 1]]) is False
| class Solution(object):
def is_boomerang(self, points):
"""
:type points: List[List[int]]
:rtype: bool
"""
(p1, p2, p3) = (points[0], points[1], points[2])
if p2[0] != p1[0]:
a = (p2[1] - p1[1]) / float(p2[0] - p1[0])
b = p1[1] - a * p1[0]
return p3[1] != a * p3[0] + b
else:
return p3[0] != p2[0] and p1[1] != p2[1]
def test_is_boomerang():
s = solution()
assert s.isBoomerang([[1, 1], [2, 3], [3, 2]])
assert s.isBoomerang([[1, 1], [2, 2], [3, 3]]) is False
assert s.isBoomerang([[1, 1], [1, 2], [1, 3]]) is False
assert s.isBoomerang([[0, 0], [1, 1], [1, 1]]) is False
assert s.isBoomerang([[0, 0], [2, 1], [2, 1]]) is False
assert s.isBoomerang([[0, 1], [0, 1], [2, 1]]) is False |
aPL = 4.412E-10
nPL = 5.934
G13 = 5290.
enerPlas = aPL/G13*90.65**(nPL + 1.)*nPL/(nPL + 1.)*0.2**3
enerFrac = 0.788*0.2*0.2
enerTotal = enerPlas+enerFrac
parameters = {
"results": [
{
"type": "max",
"step": "Step-7",
"identifier":
{
"symbol": "S13",
"elset": "ALL_ELEMS",
"position": "Element 1 Int Point 1"
},
"referenceValue": 90.65,
"tolerance": 0.01
},
{
"type": "max",
"step": "Step-9",
"identifier":
{
"symbol": "S13",
"elset": "ALL_ELEMS",
"position": "Element 1 Int Point 1"
},
"referenceValue": 91.08,
"tolerance": 0.01
},
{
"type": "max",
"step": "Step-11",
"identifier":
{
"symbol": "S13",
"elset": "ALL_ELEMS",
"position": "Element 1 Int Point 1"
},
"referenceValue": 79.96,
"tolerance": 0.05
},
{
"type": "max",
"step": "Step-17",
"identifier":
{
"symbol": "SDV_CDM_d1T",
"elset": "ALL_ELEMS",
"position": "Element 1 Int Point 1"
},
"referenceValue": 0.0,
"tolerance": 0.0
},
{
"type": "max",
"step": "Step-17",
"identifier":
{
"symbol": "SDV_CDM_d1C",
"elset": "ALL_ELEMS",
"position": "Element 1 Int Point 1"
},
"referenceValue": 0.0,
"tolerance": 0.0
},
{
"type": "continuous",
"identifier":
{
"symbol": "S12",
"elset": "ALL_ELEMS",
"position": "Element 1 Int Point 1"
},
"referenceValue": 0.0,
"tolerance": 0.1
},
{
"type": "tabular",
"identifier": "Plastic dissipation: ALLPD for Whole Model",
"referenceValue": [
(0.0, 0.0),
(0.10, aPL/G13*69.2368**(nPL + 1.)*nPL/(nPL + 1.)*0.2**3), # End of step 1 (all plasticity)
(0.25, aPL/G13*79.045**(nPL + 1.)*nPL/(nPL + 1.)*0.2**3), # End of step 3 (all plasticity)
(0.40, aPL/G13*85.5842**(nPL + 1.)*nPL/(nPL + 1.)*0.2**3), # End of step 5 (all plasticity)
(0.55, aPL/G13*90.6525**(nPL + 1.)*nPL/(nPL + 1.)*0.2**3), # End of step 7 (all plasticity)
],
"tolerance_percentage": 0.05
},
{
"type": "finalValue",
"identifier": "Plastic dissipation: ALLPD for Whole Model",
"referenceValue": enerTotal, # Total energy dissipation (plasticity + fracture)
"tolerance": 0.02*enerTotal
}
]
}
| a_pl = 4.412e-10
n_pl = 5.934
g13 = 5290.0
ener_plas = aPL / G13 * 90.65 ** (nPL + 1.0) * nPL / (nPL + 1.0) * 0.2 ** 3
ener_frac = 0.788 * 0.2 * 0.2
ener_total = enerPlas + enerFrac
parameters = {'results': [{'type': 'max', 'step': 'Step-7', 'identifier': {'symbol': 'S13', 'elset': 'ALL_ELEMS', 'position': 'Element 1 Int Point 1'}, 'referenceValue': 90.65, 'tolerance': 0.01}, {'type': 'max', 'step': 'Step-9', 'identifier': {'symbol': 'S13', 'elset': 'ALL_ELEMS', 'position': 'Element 1 Int Point 1'}, 'referenceValue': 91.08, 'tolerance': 0.01}, {'type': 'max', 'step': 'Step-11', 'identifier': {'symbol': 'S13', 'elset': 'ALL_ELEMS', 'position': 'Element 1 Int Point 1'}, 'referenceValue': 79.96, 'tolerance': 0.05}, {'type': 'max', 'step': 'Step-17', 'identifier': {'symbol': 'SDV_CDM_d1T', 'elset': 'ALL_ELEMS', 'position': 'Element 1 Int Point 1'}, 'referenceValue': 0.0, 'tolerance': 0.0}, {'type': 'max', 'step': 'Step-17', 'identifier': {'symbol': 'SDV_CDM_d1C', 'elset': 'ALL_ELEMS', 'position': 'Element 1 Int Point 1'}, 'referenceValue': 0.0, 'tolerance': 0.0}, {'type': 'continuous', 'identifier': {'symbol': 'S12', 'elset': 'ALL_ELEMS', 'position': 'Element 1 Int Point 1'}, 'referenceValue': 0.0, 'tolerance': 0.1}, {'type': 'tabular', 'identifier': 'Plastic dissipation: ALLPD for Whole Model', 'referenceValue': [(0.0, 0.0), (0.1, aPL / G13 * 69.2368 ** (nPL + 1.0) * nPL / (nPL + 1.0) * 0.2 ** 3), (0.25, aPL / G13 * 79.045 ** (nPL + 1.0) * nPL / (nPL + 1.0) * 0.2 ** 3), (0.4, aPL / G13 * 85.5842 ** (nPL + 1.0) * nPL / (nPL + 1.0) * 0.2 ** 3), (0.55, aPL / G13 * 90.6525 ** (nPL + 1.0) * nPL / (nPL + 1.0) * 0.2 ** 3)], 'tolerance_percentage': 0.05}, {'type': 'finalValue', 'identifier': 'Plastic dissipation: ALLPD for Whole Model', 'referenceValue': enerTotal, 'tolerance': 0.02 * enerTotal}]} |
# -*- coding: utf-8 -*-
# Scrapy settings for jn_scraper project
#
# For simplicity, this file contains only settings considered important or
# commonly used. You can find more settings consulting the documentation:
#
# https://doc.scrapy.org/en/latest/topics/settings.html
# https://doc.scrapy.org/en/latest/topics/downloader-middleware.html
# https://doc.scrapy.org/en/latest/topics/spider-middleware.html
BOT_NAME = 'jn_scraper'
SPIDER_MODULES = ['scraper.spiders']
NEWSPIDER_MODULE = 'scraper.spiders'
# Obey robots.txt rules
ROBOTSTXT_OBEY = True
ITEM_PIPELINES = {'scraper.pipelines.ProductItemPipeline': 200}
| bot_name = 'jn_scraper'
spider_modules = ['scraper.spiders']
newspider_module = 'scraper.spiders'
robotstxt_obey = True
item_pipelines = {'scraper.pipelines.ProductItemPipeline': 200} |
def rounding(numbers):
num = [round(float(x)) for x in numbers]
return num
print(rounding(input().split(" "))) | def rounding(numbers):
num = [round(float(x)) for x in numbers]
return num
print(rounding(input().split(' '))) |
expected_output={
'interface': {
'HundredGigE2/0/1': {
'if_id': '0x3',
'inst': 0,
'asic': 0,
'core': 5,
'ifg_id': 1,
'port': 0,
'subport': 0,
'mac': 1,
'last_serdes': 1,
'cntx': 0,
'lpn': 1,
'gpn': 769,
'type': 'NIF',
'active': 'Y'
},
'HundredGigE2/0/2': {
'if_id': '0x485',
'inst': 0,
'asic': 0,
'core': 5,
'ifg_id': 1,
'port': 0,
'subport': 0,
'mac': 2,
'first_serdes': 2,
'last_serdes': 3,
'cntx': 0,
'lpn': 2,
'gpn': 770,
'type': 'NIF',
'active': 'Y'
},
'HundredGigE2/0/3': {
'if_id': '0x519',
'inst': 0,
'asic': 0,
'core': 5,
'ifg_id': 1,
'port': 0,
'subport': 0,
'mac': 3,
'first_serdes': 4,
'last_serdes': 5,
'cntx': 0,
'lpn': 3,
'gpn': 771,
'type': 'NIF',
'active': 'Y'
},
'HundredGigE2/0/4': {
'if_id': '0x487',
'inst': 0,
'asic': 0,
'core': 5,
'ifg_id': 1,
'port': 0,
'subport': 0,
'mac': 4,
'first_serdes': 6,
'last_serdes': 7,
'cntx': 0,
'lpn': 4,
'gpn': 772,
'type': 'NIF',
'active': 'Y'
},
'HundredGigE2/0/5': {
'if_id': '0x488',
'inst': 0,
'asic': 0,
'core': 5,
'ifg_id': 1,
'port': 0,
'subport': 0,
'mac': 5,
'first_serdes': 8,
'last_serdes': 9,
'cntx': 0,
'lpn': 5,
'gpn': 773,
'type': 'NIF',
'active': 'Y'
},
'HundredGigE2/0/6': {
'if_id': '0x8',
'inst': 0,
'asic': 0,
'core': 5,
'ifg_id': 1,
'port': 0,
'subport': 0,
'mac': 6,
'first_serdes': 10,
'last_serdes': 11,
'cntx': 0,
'lpn': 6,
'gpn': 774,
'type': 'NIF',
'active': 'Y'
},
'HundredGigE2/0/7': {
'if_id': '0x48a',
'inst': 0,
'asic': 0,
'core': 5,
'ifg_id': 1,
'port': 0,
'subport': 0,
'mac': 7,
'first_serdes': 12,
'last_serdes': 13,
'cntx': 0,
'lpn': 7,
'gpn': 775,
'type': 'NIF',
'active': 'Y'
},
'HundredGigE2/0/8': {
'if_id': '0x48b',
'inst': 0,
'asic': 0,
'core': 5,
'ifg_id': 1,
'port': 0,
'subport': 0,
'mac': 8,
'first_serdes': 14,
'last_serdes': 15,
'cntx': 0,
'lpn': 8,
'gpn': 776,
'type': 'NIF',
'active': 'Y'
},
'HundredGigE2/0/9': {
'if_id': '0x48c',
'inst': 0,
'asic': 0,
'core': 5,
'ifg_id': 1,
'port': 0,
'subport': 0,
'mac': 9,
'first_serdes': 16,
'last_serdes': 17,
'cntx': 0,
'lpn': 9,
'gpn': 777,
'type': 'NIF',
'active': 'Y'
},
'HundredGigE2/0/10': {
'if_id': '0x51f',
'inst': 0,
'asic': 0,
'core': 5,
'ifg_id': 1,
'port': 0,
'subport': 0,
'mac': 10,
'first_serdes': 18,
'last_serdes': 19,
'cntx': 0,
'lpn': 10,
'gpn': 778,
'type': 'NIF',
'active': 'Y'
},
'HundredGigE2/0/11': {
'if_id': '0x513',
'inst': 0,
'asic': 0,
'core': 5,
'port': 0,
'subport': 0,
'mac': 11,
'last_serdes': 1,
'cntx': 0,
'lpn': 11,
'gpn': 779,
'type': 'NIF',
'active': 'Y'
},
'HundredGigE2/0/12': {
'if_id': '0x514',
'inst': 0,
'asic': 0,
'core': 5,
'ifg_id': 1,
'port': 0,
'subport': 0,
'mac': 12,
'first_serdes': 20,
'last_serdes': 21,
'cntx': 0,
'lpn': 12,
'gpn': 780,
'type': 'NIF',
'active': 'Y'
},
'HundredGigE2/0/13': {
'if_id': '0x51a',
'inst': 0,
'asic': 0,
'core': 5,
'port': 0,
'subport': 0,
'mac': 13,
'first_serdes': 4,
'last_serdes': 5,
'cntx': 0,
'lpn': 13,
'gpn': 781,
'type': 'NIF',
'active': 'Y'
},
'HundredGigE2/0/14': {
'if_id': '0x51b',
'inst': 0,
'asic': 0,
'core': 5,
'port': 0,
'subport': 0,
'mac': 14,
'first_serdes': 6,
'last_serdes': 7,
'cntx': 0,
'lpn': 14,
'gpn': 782,
'type': 'NIF',
'active': 'Y'
},
'FourHundredGigE2/0/15': {
'if_id': '0x492',
'inst': 0,
'asic': 0,
'core': 5,
'port': 0,
'subport': 0,
'mac': 15,
'first_serdes': 8,
'last_serdes': 15,
'cntx': 0,
'lpn': 15,
'gpn': 783,
'type': 'NIF',
'active': 'Y'
},
'FourHundredGigE2/0/16': {
'if_id': '0x493',
'inst': 0,
'asic': 0,
'core': 5,
'port': 0,
'subport': 0,
'mac': 16,
'first_serdes': 16,
'last_serdes': 23,
'cntx': 0,
'lpn': 16,
'gpn': 784,
'type': 'NIF',
'active': 'Y'
},
'FourHundredGigE2/0/17': {
'if_id': '0x494',
'inst': 0,
'asic': 0,
'core': 4,
'ifg_id': 1,
'port': 0,
'subport': 0,
'mac': 17,
'last_serdes': 7,
'cntx': 0,
'lpn': 17,
'gpn': 785,
'type': 'NIF',
'active': 'Y'
},
'FourHundredGigE2/0/18': {
'if_id': '0x495',
'inst': 0,
'asic': 0,
'core': 4,
'ifg_id': 1,
'port': 0,
'subport': 0,
'mac': 18,
'first_serdes': 8,
'last_serdes': 15,
'cntx': 0,
'lpn': 18,
'gpn': 786,
'type': 'NIF',
'active': 'Y'
},
'FourHundredGigE2/0/19': {
'if_id': '0x496',
'inst': 0,
'asic': 0,
'core': 4,
'port': 0,
'subport': 0,
'mac': 19,
'first_serdes': 8,
'last_serdes': 9,
'cntx': 0,
'lpn': 19,
'gpn': 787,
'type': 'NIF',
'active': 'Y'
},
'FourHundredGigE2/0/20': {
'if_id': '0x497',
'inst': 0,
'asic': 0,
'core': 4,
'port': 0,
'subport': 0,
'mac': 20,
'last_serdes': 7,
'cntx': 0,
'lpn': 20,
'gpn': 788,
'type': 'NIF',
'active': 'Y'
},
'FourHundredGigE2/0/21': {
'if_id': '0x498',
'inst': 0,
'asic': 0,
'core': 3,
'ifg_id': 1,
'port': 0,
'subport': 0,
'mac': 21,
'last_serdes': 1,
'cntx': 0,
'lpn': 21,
'gpn': 789,
'type': 'NIF',
'active': 'Y'
},
'FourHundredGigE2/0/22': {
'if_id': '0x499',
'inst': 0,
'asic': 0,
'core': 3,
'ifg_id': 1,
'port': 0,
'subport': 0,
'mac': 22,
'first_serdes': 8,
'last_serdes': 15,
'cntx': 0,
'lpn': 22,
'gpn': 790,
'type': 'NIF',
'active': 'Y'
},
'HundredGigE2/0/23': {
'if_id': '0x19',
'inst': 0,
'asic': 0,
'core': 4,
'ifg_id': 1,
'port': 0,
'subport': 0,
'mac': 23,
'first_serdes': 16,
'last_serdes': 17,
'cntx': 0,
'lpn': 23,
'gpn': 791,
'type': 'NIF',
'active': 'Y'
},
'HundredGigE2/0/24': {
'if_id': '0x516',
'inst': 0,
'asic': 0,
'core': 4,
'ifg_id': 1,
'port': 0,
'subport': 0,
'mac': 24,
'first_serdes': 18,
'last_serdes': 19,
'cntx': 0,
'lpn': 24,
'gpn': 792,
'type': 'NIF',
'active': 'Y'
},
'HundredGigE2/0/25': {
'if_id': '0x49c',
'inst': 0,
'asic': 0,
'core': 3,
'port': 0,
'subport': 0,
'mac': 25,
'last_serdes': 1,
'cntx': 0,
'lpn': 25,
'gpn': 793,
'type': 'NIF',
'active': 'Y'
},
'HundredGigE2/0/26': {
'if_id': '0x51c',
'inst': 0,
'asic': 0,
'core': 4,
'ifg_id': 1,
'port': 0,
'subport': 0,
'mac': 26,
'first_serdes': 20,
'last_serdes': 21,
'cntx': 0,
'lpn': 26,
'gpn': 794,
'type': 'NIF',
'active': 'Y'
},
'HundredGigE2/0/27': {
'if_id': '0x49e',
'inst': 0,
'asic': 0,
'core': 3,
'port': 0,
'subport': 0,
'mac': 27,
'first_serdes': 4,
'last_serdes': 5,
'cntx': 0,
'lpn': 27,
'gpn': 795,
'type': 'NIF',
'active': 'Y'
},
'HundredGigE2/0/28': {
'if_id': '0x49f',
'inst': 0,
'asic': 0,
'core': 3,
'port': 0,
'subport': 0,
'mac': 28,
'first_serdes': 6,
'last_serdes': 7,
'cntx': 0,
'lpn': 28,
'gpn': 796,
'type': 'NIF',
'active': 'Y'
},
'HundredGigE2/0/29': {
'if_id': '0x4a0',
'inst': 0,
'asic': 0,
'core': 3,
'port': 0,
'subport': 0,
'mac': 29,
'first_serdes': 8,
'last_serdes': 9,
'cntx': 0,
'lpn': 29,
'gpn': 797,
'type': 'NIF',
'active': 'Y'
},
'HundredGigE2/0/30': {
'if_id': '0x4a1',
'inst': 0,
'asic': 0,
'core': 3,
'port': 0,
'subport': 0,
'mac': 30,
'first_serdes': 10,
'last_serdes': 11,
'cntx': 0,
'lpn': 30,
'gpn': 798,
'type': 'NIF',
'active': 'Y'
},
'HundredGigE2/0/31': {
'if_id': '0x4a2',
'inst': 0,
'asic': 0,
'core': 3,
'port': 0,
'subport': 0,
'mac': 31,
'first_serdes': 12,
'last_serdes': 13,
'cntx': 0,
'lpn': 31,
'gpn': 799,
'type': 'NIF',
'active': 'Y'
},
'HundredGigE2/0/32': {
'if_id': '0x4a3',
'inst': 0,
'asic': 0,
'core': 3,
'port': 0,
'subport': 0,
'mac': 32,
'first_serdes': 14,
'last_serdes': 15,
'cntx': 0,
'lpn': 32,
'gpn': 800,
'type': 'NIF',
'active': 'Y'
},
'HundredGigE2/0/33': {
'if_id': '0x4a4',
'inst': 0,
'asic': 0,
'core': 3,
'port': 0,
'subport': 0,
'mac': 33,
'first_serdes': 16,
'last_serdes': 17,
'cntx': 0,
'lpn': 33,
'gpn': 801,
'type': 'NIF',
'active': 'Y'
},
'HundredGigE2/0/34': {
'if_id': '0x51d',
'inst': 0,
'asic': 0,
'core': 3,
'port': 0,
'subport': 0,
'mac': 34,
'first_serdes': 18,
'last_serdes': 19,
'cntx': 0,
'lpn': 34,
'gpn': 802,
'type': 'NIF',
'active': 'Y'
},
'HundredGigE2/0/35': {
'if_id': '0x517',
'inst': 0,
'asic': 0,
'core': 3,
'port': 0,
'subport': 0,
'mac': 35,
'first_serdes': 20,
'last_serdes': 21,
'cntx': 0,
'lpn': 35,
'gpn': 803,
'type': 'NIF',
'active': 'Y'
},
'HundredGigE2/0/36': {
'if_id': '0x518',
'inst': 0,
'asic': 0,
'core': 3,
'port': 0,
'subport': 0,
'mac': 36,
'first_serdes': 22,
'last_serdes': 23,
'cntx': 0,
'lpn': 36,
'gpn': 804,
'type': 'NIF',
'active': 'Y'
},
'AppGigabitEthernet2/0/1': {
'if_id': '0x4a8',
'inst': 0,
'asic': 0,
'core': 4,
'ifg_id': 1,
'port': 0,
'subport': 0,
'mac': 37,
'first_serdes': 22,
'last_serdes': 22,
'cntx': 0,
'lpn': 37,
'gpn': 805,
'type': 'NIF',
'active': 'Y'
},
'AppGigabitEthernet2/0/2': {
'if_id': '0x4a9',
'inst': 0,
'asic': 0,
'core': 4,
'ifg_id': 1,
'port': 0,
'subport': 0,
'mac': 38,
'first_serdes': 23,
'last_serdes': 23,
'cntx': 0,
'lpn': 38,
'gpn': 806,
'type': 'NIF',
'active': 'Y'
}
}
} | expected_output = {'interface': {'HundredGigE2/0/1': {'if_id': '0x3', 'inst': 0, 'asic': 0, 'core': 5, 'ifg_id': 1, 'port': 0, 'subport': 0, 'mac': 1, 'last_serdes': 1, 'cntx': 0, 'lpn': 1, 'gpn': 769, 'type': 'NIF', 'active': 'Y'}, 'HundredGigE2/0/2': {'if_id': '0x485', 'inst': 0, 'asic': 0, 'core': 5, 'ifg_id': 1, 'port': 0, 'subport': 0, 'mac': 2, 'first_serdes': 2, 'last_serdes': 3, 'cntx': 0, 'lpn': 2, 'gpn': 770, 'type': 'NIF', 'active': 'Y'}, 'HundredGigE2/0/3': {'if_id': '0x519', 'inst': 0, 'asic': 0, 'core': 5, 'ifg_id': 1, 'port': 0, 'subport': 0, 'mac': 3, 'first_serdes': 4, 'last_serdes': 5, 'cntx': 0, 'lpn': 3, 'gpn': 771, 'type': 'NIF', 'active': 'Y'}, 'HundredGigE2/0/4': {'if_id': '0x487', 'inst': 0, 'asic': 0, 'core': 5, 'ifg_id': 1, 'port': 0, 'subport': 0, 'mac': 4, 'first_serdes': 6, 'last_serdes': 7, 'cntx': 0, 'lpn': 4, 'gpn': 772, 'type': 'NIF', 'active': 'Y'}, 'HundredGigE2/0/5': {'if_id': '0x488', 'inst': 0, 'asic': 0, 'core': 5, 'ifg_id': 1, 'port': 0, 'subport': 0, 'mac': 5, 'first_serdes': 8, 'last_serdes': 9, 'cntx': 0, 'lpn': 5, 'gpn': 773, 'type': 'NIF', 'active': 'Y'}, 'HundredGigE2/0/6': {'if_id': '0x8', 'inst': 0, 'asic': 0, 'core': 5, 'ifg_id': 1, 'port': 0, 'subport': 0, 'mac': 6, 'first_serdes': 10, 'last_serdes': 11, 'cntx': 0, 'lpn': 6, 'gpn': 774, 'type': 'NIF', 'active': 'Y'}, 'HundredGigE2/0/7': {'if_id': '0x48a', 'inst': 0, 'asic': 0, 'core': 5, 'ifg_id': 1, 'port': 0, 'subport': 0, 'mac': 7, 'first_serdes': 12, 'last_serdes': 13, 'cntx': 0, 'lpn': 7, 'gpn': 775, 'type': 'NIF', 'active': 'Y'}, 'HundredGigE2/0/8': {'if_id': '0x48b', 'inst': 0, 'asic': 0, 'core': 5, 'ifg_id': 1, 'port': 0, 'subport': 0, 'mac': 8, 'first_serdes': 14, 'last_serdes': 15, 'cntx': 0, 'lpn': 8, 'gpn': 776, 'type': 'NIF', 'active': 'Y'}, 'HundredGigE2/0/9': {'if_id': '0x48c', 'inst': 0, 'asic': 0, 'core': 5, 'ifg_id': 1, 'port': 0, 'subport': 0, 'mac': 9, 'first_serdes': 16, 'last_serdes': 17, 'cntx': 0, 'lpn': 9, 'gpn': 777, 'type': 'NIF', 'active': 'Y'}, 'HundredGigE2/0/10': {'if_id': '0x51f', 'inst': 0, 'asic': 0, 'core': 5, 'ifg_id': 1, 'port': 0, 'subport': 0, 'mac': 10, 'first_serdes': 18, 'last_serdes': 19, 'cntx': 0, 'lpn': 10, 'gpn': 778, 'type': 'NIF', 'active': 'Y'}, 'HundredGigE2/0/11': {'if_id': '0x513', 'inst': 0, 'asic': 0, 'core': 5, 'port': 0, 'subport': 0, 'mac': 11, 'last_serdes': 1, 'cntx': 0, 'lpn': 11, 'gpn': 779, 'type': 'NIF', 'active': 'Y'}, 'HundredGigE2/0/12': {'if_id': '0x514', 'inst': 0, 'asic': 0, 'core': 5, 'ifg_id': 1, 'port': 0, 'subport': 0, 'mac': 12, 'first_serdes': 20, 'last_serdes': 21, 'cntx': 0, 'lpn': 12, 'gpn': 780, 'type': 'NIF', 'active': 'Y'}, 'HundredGigE2/0/13': {'if_id': '0x51a', 'inst': 0, 'asic': 0, 'core': 5, 'port': 0, 'subport': 0, 'mac': 13, 'first_serdes': 4, 'last_serdes': 5, 'cntx': 0, 'lpn': 13, 'gpn': 781, 'type': 'NIF', 'active': 'Y'}, 'HundredGigE2/0/14': {'if_id': '0x51b', 'inst': 0, 'asic': 0, 'core': 5, 'port': 0, 'subport': 0, 'mac': 14, 'first_serdes': 6, 'last_serdes': 7, 'cntx': 0, 'lpn': 14, 'gpn': 782, 'type': 'NIF', 'active': 'Y'}, 'FourHundredGigE2/0/15': {'if_id': '0x492', 'inst': 0, 'asic': 0, 'core': 5, 'port': 0, 'subport': 0, 'mac': 15, 'first_serdes': 8, 'last_serdes': 15, 'cntx': 0, 'lpn': 15, 'gpn': 783, 'type': 'NIF', 'active': 'Y'}, 'FourHundredGigE2/0/16': {'if_id': '0x493', 'inst': 0, 'asic': 0, 'core': 5, 'port': 0, 'subport': 0, 'mac': 16, 'first_serdes': 16, 'last_serdes': 23, 'cntx': 0, 'lpn': 16, 'gpn': 784, 'type': 'NIF', 'active': 'Y'}, 'FourHundredGigE2/0/17': {'if_id': '0x494', 'inst': 0, 'asic': 0, 'core': 4, 'ifg_id': 1, 'port': 0, 'subport': 0, 'mac': 17, 'last_serdes': 7, 'cntx': 0, 'lpn': 17, 'gpn': 785, 'type': 'NIF', 'active': 'Y'}, 'FourHundredGigE2/0/18': {'if_id': '0x495', 'inst': 0, 'asic': 0, 'core': 4, 'ifg_id': 1, 'port': 0, 'subport': 0, 'mac': 18, 'first_serdes': 8, 'last_serdes': 15, 'cntx': 0, 'lpn': 18, 'gpn': 786, 'type': 'NIF', 'active': 'Y'}, 'FourHundredGigE2/0/19': {'if_id': '0x496', 'inst': 0, 'asic': 0, 'core': 4, 'port': 0, 'subport': 0, 'mac': 19, 'first_serdes': 8, 'last_serdes': 9, 'cntx': 0, 'lpn': 19, 'gpn': 787, 'type': 'NIF', 'active': 'Y'}, 'FourHundredGigE2/0/20': {'if_id': '0x497', 'inst': 0, 'asic': 0, 'core': 4, 'port': 0, 'subport': 0, 'mac': 20, 'last_serdes': 7, 'cntx': 0, 'lpn': 20, 'gpn': 788, 'type': 'NIF', 'active': 'Y'}, 'FourHundredGigE2/0/21': {'if_id': '0x498', 'inst': 0, 'asic': 0, 'core': 3, 'ifg_id': 1, 'port': 0, 'subport': 0, 'mac': 21, 'last_serdes': 1, 'cntx': 0, 'lpn': 21, 'gpn': 789, 'type': 'NIF', 'active': 'Y'}, 'FourHundredGigE2/0/22': {'if_id': '0x499', 'inst': 0, 'asic': 0, 'core': 3, 'ifg_id': 1, 'port': 0, 'subport': 0, 'mac': 22, 'first_serdes': 8, 'last_serdes': 15, 'cntx': 0, 'lpn': 22, 'gpn': 790, 'type': 'NIF', 'active': 'Y'}, 'HundredGigE2/0/23': {'if_id': '0x19', 'inst': 0, 'asic': 0, 'core': 4, 'ifg_id': 1, 'port': 0, 'subport': 0, 'mac': 23, 'first_serdes': 16, 'last_serdes': 17, 'cntx': 0, 'lpn': 23, 'gpn': 791, 'type': 'NIF', 'active': 'Y'}, 'HundredGigE2/0/24': {'if_id': '0x516', 'inst': 0, 'asic': 0, 'core': 4, 'ifg_id': 1, 'port': 0, 'subport': 0, 'mac': 24, 'first_serdes': 18, 'last_serdes': 19, 'cntx': 0, 'lpn': 24, 'gpn': 792, 'type': 'NIF', 'active': 'Y'}, 'HundredGigE2/0/25': {'if_id': '0x49c', 'inst': 0, 'asic': 0, 'core': 3, 'port': 0, 'subport': 0, 'mac': 25, 'last_serdes': 1, 'cntx': 0, 'lpn': 25, 'gpn': 793, 'type': 'NIF', 'active': 'Y'}, 'HundredGigE2/0/26': {'if_id': '0x51c', 'inst': 0, 'asic': 0, 'core': 4, 'ifg_id': 1, 'port': 0, 'subport': 0, 'mac': 26, 'first_serdes': 20, 'last_serdes': 21, 'cntx': 0, 'lpn': 26, 'gpn': 794, 'type': 'NIF', 'active': 'Y'}, 'HundredGigE2/0/27': {'if_id': '0x49e', 'inst': 0, 'asic': 0, 'core': 3, 'port': 0, 'subport': 0, 'mac': 27, 'first_serdes': 4, 'last_serdes': 5, 'cntx': 0, 'lpn': 27, 'gpn': 795, 'type': 'NIF', 'active': 'Y'}, 'HundredGigE2/0/28': {'if_id': '0x49f', 'inst': 0, 'asic': 0, 'core': 3, 'port': 0, 'subport': 0, 'mac': 28, 'first_serdes': 6, 'last_serdes': 7, 'cntx': 0, 'lpn': 28, 'gpn': 796, 'type': 'NIF', 'active': 'Y'}, 'HundredGigE2/0/29': {'if_id': '0x4a0', 'inst': 0, 'asic': 0, 'core': 3, 'port': 0, 'subport': 0, 'mac': 29, 'first_serdes': 8, 'last_serdes': 9, 'cntx': 0, 'lpn': 29, 'gpn': 797, 'type': 'NIF', 'active': 'Y'}, 'HundredGigE2/0/30': {'if_id': '0x4a1', 'inst': 0, 'asic': 0, 'core': 3, 'port': 0, 'subport': 0, 'mac': 30, 'first_serdes': 10, 'last_serdes': 11, 'cntx': 0, 'lpn': 30, 'gpn': 798, 'type': 'NIF', 'active': 'Y'}, 'HundredGigE2/0/31': {'if_id': '0x4a2', 'inst': 0, 'asic': 0, 'core': 3, 'port': 0, 'subport': 0, 'mac': 31, 'first_serdes': 12, 'last_serdes': 13, 'cntx': 0, 'lpn': 31, 'gpn': 799, 'type': 'NIF', 'active': 'Y'}, 'HundredGigE2/0/32': {'if_id': '0x4a3', 'inst': 0, 'asic': 0, 'core': 3, 'port': 0, 'subport': 0, 'mac': 32, 'first_serdes': 14, 'last_serdes': 15, 'cntx': 0, 'lpn': 32, 'gpn': 800, 'type': 'NIF', 'active': 'Y'}, 'HundredGigE2/0/33': {'if_id': '0x4a4', 'inst': 0, 'asic': 0, 'core': 3, 'port': 0, 'subport': 0, 'mac': 33, 'first_serdes': 16, 'last_serdes': 17, 'cntx': 0, 'lpn': 33, 'gpn': 801, 'type': 'NIF', 'active': 'Y'}, 'HundredGigE2/0/34': {'if_id': '0x51d', 'inst': 0, 'asic': 0, 'core': 3, 'port': 0, 'subport': 0, 'mac': 34, 'first_serdes': 18, 'last_serdes': 19, 'cntx': 0, 'lpn': 34, 'gpn': 802, 'type': 'NIF', 'active': 'Y'}, 'HundredGigE2/0/35': {'if_id': '0x517', 'inst': 0, 'asic': 0, 'core': 3, 'port': 0, 'subport': 0, 'mac': 35, 'first_serdes': 20, 'last_serdes': 21, 'cntx': 0, 'lpn': 35, 'gpn': 803, 'type': 'NIF', 'active': 'Y'}, 'HundredGigE2/0/36': {'if_id': '0x518', 'inst': 0, 'asic': 0, 'core': 3, 'port': 0, 'subport': 0, 'mac': 36, 'first_serdes': 22, 'last_serdes': 23, 'cntx': 0, 'lpn': 36, 'gpn': 804, 'type': 'NIF', 'active': 'Y'}, 'AppGigabitEthernet2/0/1': {'if_id': '0x4a8', 'inst': 0, 'asic': 0, 'core': 4, 'ifg_id': 1, 'port': 0, 'subport': 0, 'mac': 37, 'first_serdes': 22, 'last_serdes': 22, 'cntx': 0, 'lpn': 37, 'gpn': 805, 'type': 'NIF', 'active': 'Y'}, 'AppGigabitEthernet2/0/2': {'if_id': '0x4a9', 'inst': 0, 'asic': 0, 'core': 4, 'ifg_id': 1, 'port': 0, 'subport': 0, 'mac': 38, 'first_serdes': 23, 'last_serdes': 23, 'cntx': 0, 'lpn': 38, 'gpn': 806, 'type': 'NIF', 'active': 'Y'}}} |
"""
In a town, there are n people labeled from 1 to n. There is a rumor that one of these people is secretly the town judge.
If the town judge exists, then:
The town judge trusts nobody.
Everybody (except for the town judge) trusts the town judge.
There is exactly one person that satisfies properties 1 and 2.
You are given an array trust where trust[i] = [ai, bi] representing that the person labeled ai trusts the person labeled bi.
Return the label of the town judge if the town judge exists and can be identified, or return -1 otherwise.
From leetcode : https://leetcode.com/problems/find-the-town-judge/
"""
class Solution:
def findJudge(self, n: int, trust: List[List[int]]) -> int:
count = [0] * (n + 1)
for i, j in trust:
count[i] -= 1
count[j] += 1
for i in range(1, n+1):
if count[i] == n-1:
return i
return -1
| """
In a town, there are n people labeled from 1 to n. There is a rumor that one of these people is secretly the town judge.
If the town judge exists, then:
The town judge trusts nobody.
Everybody (except for the town judge) trusts the town judge.
There is exactly one person that satisfies properties 1 and 2.
You are given an array trust where trust[i] = [ai, bi] representing that the person labeled ai trusts the person labeled bi.
Return the label of the town judge if the town judge exists and can be identified, or return -1 otherwise.
From leetcode : https://leetcode.com/problems/find-the-town-judge/
"""
class Solution:
def find_judge(self, n: int, trust: List[List[int]]) -> int:
count = [0] * (n + 1)
for (i, j) in trust:
count[i] -= 1
count[j] += 1
for i in range(1, n + 1):
if count[i] == n - 1:
return i
return -1 |
class Hero:
def __init__(self, nama, attack,health,defense):
self.name = nama
self.attack = attack
self.health = health
self.defense = defense
| class Hero:
def __init__(self, nama, attack, health, defense):
self.name = nama
self.attack = attack
self.health = health
self.defense = defense |
def compress(string):
counter = 1
result = []
for i in range(len(string)):
if not (i + 1) == len(string) and string[i] == string[i + 1]:
counter += 1
else:
result.append(string[i] + str(counter))
counter = 1
final = "".join(result)
if len(string) > len(final):
return final
return string
print(compress('rrrrrrqqqqqqaaaaddddaaaadda')) | def compress(string):
counter = 1
result = []
for i in range(len(string)):
if not i + 1 == len(string) and string[i] == string[i + 1]:
counter += 1
else:
result.append(string[i] + str(counter))
counter = 1
final = ''.join(result)
if len(string) > len(final):
return final
return string
print(compress('rrrrrrqqqqqqaaaaddddaaaadda')) |
__project__ = "nerblackbox"
__author__ = "Felix Stollenwerk"
__version__ = "0.0.13"
__license__ = "Apache 2.0"
| __project__ = 'nerblackbox'
__author__ = 'Felix Stollenwerk'
__version__ = '0.0.13'
__license__ = 'Apache 2.0' |
s=input()
s=s.split(" ")
n=int(s[0])
k=int(s[1])
m=n//2
if n%2==1:
m+=1
if k<=m:
print(2*k-1)
else:
k=k-m
print(2*k) | s = input()
s = s.split(' ')
n = int(s[0])
k = int(s[1])
m = n // 2
if n % 2 == 1:
m += 1
if k <= m:
print(2 * k - 1)
else:
k = k - m
print(2 * k) |
class ImproperlyConfigured(Exception):
""" Raised in the event ``operations-api`` has not been properly configured
"""
pass
class HTTPError(Exception):
""" Raised in the event ``operations-api`` was not able to get data from remote server
"""
pass
| class Improperlyconfigured(Exception):
""" Raised in the event ``operations-api`` has not been properly configured
"""
pass
class Httperror(Exception):
""" Raised in the event ``operations-api`` was not able to get data from remote server
"""
pass |
def merge(A, n1i, n2j):
for k in range(len(A)):
if(len(n2j) == 0 and len(n1i) != 0):
A[k] = n1i.pop(0);
elif(len(n1i) == 0 and len(n2j) != 0):
A[k] = n2j.pop(0);
else:
if(n1i[0] >= n2j[0]):
A[k] = n1i.pop(0);
else:
A[k] = n2j.pop(0);
return A;
def merge_sort(A):
div = (len(A)//2);
n1i = A[:div];
n2j = A[div:];
if(len(A) > 2):
merge_sort(n1i);
merge_sort(n2j);
merge(A, n1i, n2j);
else:
merge(A, n1i, n2j);
A = [1 ,35, 7, 5, 46,
2, 47, 8, 4, 6,
8, 42, 378, 418,
4, 35, 78, 6, 48,
375, 78, 348, 7, 8];
"""
def merge(A, n1i, n2j):
i = 0;
j = 0;
n1i.append(-269970676);
n2j.append(-269970676);
for k in range(len(A)):
if(n1i[i] >= n2j[j]):
A[k] = n1i[i];
i += 1;
else:
A[k] = n2j[j];
j += 1;
return A;
""" | def merge(A, n1i, n2j):
for k in range(len(A)):
if len(n2j) == 0 and len(n1i) != 0:
A[k] = n1i.pop(0)
elif len(n1i) == 0 and len(n2j) != 0:
A[k] = n2j.pop(0)
elif n1i[0] >= n2j[0]:
A[k] = n1i.pop(0)
else:
A[k] = n2j.pop(0)
return A
def merge_sort(A):
div = len(A) // 2
n1i = A[:div]
n2j = A[div:]
if len(A) > 2:
merge_sort(n1i)
merge_sort(n2j)
merge(A, n1i, n2j)
else:
merge(A, n1i, n2j)
a = [1, 35, 7, 5, 46, 2, 47, 8, 4, 6, 8, 42, 378, 418, 4, 35, 78, 6, 48, 375, 78, 348, 7, 8]
'\ndef merge(A, n1i, n2j):\n i = 0;\n j = 0;\n \n n1i.append(-269970676);\n n2j.append(-269970676);\n \n for k in range(len(A)):\n if(n1i[i] >= n2j[j]):\n A[k] = n1i[i];\n i += 1;\n \n else:\n A[k] = n2j[j];\n j += 1;\n\n return A;\n' |
class Solution:
d = {
'I': 1,
'V': 5,
'X': 10,
'L': 50,
'C': 100,
'D': 500,
'M': 1000,
'IV': 4,
'IX': 9,
'XL': 40,
'XC': 90,
'CD': 400,
'CM': 900
}
def romanToInt(self, s):
n,i = 0,0
while i < len(s):
if i + 1 < len(s) and s[i: i + 2] in Solution.d:
n += Solution.d[s[i: i + 2]]
i += 2
else:
n += Solution.d.get(s[i], 0)
i += 1
return n
| class Solution:
d = {'I': 1, 'V': 5, 'X': 10, 'L': 50, 'C': 100, 'D': 500, 'M': 1000, 'IV': 4, 'IX': 9, 'XL': 40, 'XC': 90, 'CD': 400, 'CM': 900}
def roman_to_int(self, s):
(n, i) = (0, 0)
while i < len(s):
if i + 1 < len(s) and s[i:i + 2] in Solution.d:
n += Solution.d[s[i:i + 2]]
i += 2
else:
n += Solution.d.get(s[i], 0)
i += 1
return n |
def between_markers(text: str, begin: str, end: str) -> str:
"""
returns substring between two given markers
"""
return ('' if len(text.split(begin)[0]) > len(text.split(end)[0]) and
begin in text and end in text else
text.split(begin)[-1].split(end)[0] if begin in text and
end in text else
text.split(begin)[-1] if begin in text else
text.split(end)[0] if end in text else text)
if __name__ == '__main__':
print('Example:')
print(between_markers('What is >apple<', '>', '<'))
# These "asserts" are used for self-checking and not for testing
assert between_markers('What is >apple<', '>', '<') == "apple", "One sym"
assert between_markers("<head><title>My new site</title></head>",
"<title>", "</title>") == "My new site", "HTML"
assert between_markers('No[/b] hi', '[b]', '[/b]') == 'No', 'No opened'
assert between_markers('No [b]hi', '[b]', '[/b]') == 'hi', 'No close'
assert between_markers('No hi', '[b]', '[/b]') == 'No hi', 'No markers at all'
assert between_markers('No <hi>', '>', '<') == '', 'Wrong direction'
print('Wow, you are doing pretty good. Time to check it!')
| def between_markers(text: str, begin: str, end: str) -> str:
"""
returns substring between two given markers
"""
return '' if len(text.split(begin)[0]) > len(text.split(end)[0]) and begin in text and (end in text) else text.split(begin)[-1].split(end)[0] if begin in text and end in text else text.split(begin)[-1] if begin in text else text.split(end)[0] if end in text else text
if __name__ == '__main__':
print('Example:')
print(between_markers('What is >apple<', '>', '<'))
assert between_markers('What is >apple<', '>', '<') == 'apple', 'One sym'
assert between_markers('<head><title>My new site</title></head>', '<title>', '</title>') == 'My new site', 'HTML'
assert between_markers('No[/b] hi', '[b]', '[/b]') == 'No', 'No opened'
assert between_markers('No [b]hi', '[b]', '[/b]') == 'hi', 'No close'
assert between_markers('No hi', '[b]', '[/b]') == 'No hi', 'No markers at all'
assert between_markers('No <hi>', '>', '<') == '', 'Wrong direction'
print('Wow, you are doing pretty good. Time to check it!') |
class Person:
def __init__(self, fname, lname):
self.fname = fname
self.lname = lname
def __repr__(self):
return f'{self.fname} {self.lname}'
p1 = Person('John', 'Smith')
class Student(Person):
pass
if __name__ == '__main__':
s = Student('Tom', 'Adams')
print(s)
print(isinstance(s, Student))
print(isinstance(s, Person))
print(issubclass(Student, Person))
| class Person:
def __init__(self, fname, lname):
self.fname = fname
self.lname = lname
def __repr__(self):
return f'{self.fname} {self.lname}'
p1 = person('John', 'Smith')
class Student(Person):
pass
if __name__ == '__main__':
s = student('Tom', 'Adams')
print(s)
print(isinstance(s, Student))
print(isinstance(s, Person))
print(issubclass(Student, Person)) |
# Solution to exercise PermMissingElem
# http://www.codility.com/train/
def solution(A):
N = len(A)
# The array with the missing entry added should sum to (N+2)(N+1)/2
# so the missing entry can be determined by subtracting the sum of
# the entries of A
missing_element = (N+2)*(N+1)/2 - sum(A)
return missing_element
| def solution(A):
n = len(A)
missing_element = (N + 2) * (N + 1) / 2 - sum(A)
return missing_element |
with open("input.txt") as f:
lines = f.readlines()
S = lines.pop(0).strip()
lines.pop(0)
rules = {}
for r in lines:
s = r.strip().split(" -> ")
rules[s[0]] = s[1]
for n in range(10):
S = S[0] + "".join(list(map(lambda x,y: rules[x+y] + y, S[0:-1], S[1:])))
# Histogram
f = {}
for c in S:
f[c] = f.get(c,0) + 1
print(max(f.values()) - min(f.values()))
| with open('input.txt') as f:
lines = f.readlines()
s = lines.pop(0).strip()
lines.pop(0)
rules = {}
for r in lines:
s = r.strip().split(' -> ')
rules[s[0]] = s[1]
for n in range(10):
s = S[0] + ''.join(list(map(lambda x, y: rules[x + y] + y, S[0:-1], S[1:])))
f = {}
for c in S:
f[c] = f.get(c, 0) + 1
print(max(f.values()) - min(f.values())) |
class dataManager():
""" This class manage all data about scores and teams """
def __init__(self):
""" Constructor """
self.choix = 0
self.nameBlueTeam = ""
self.nameGreyTeam = ""
self.nameBlackTeam = ""
| class Datamanager:
""" This class manage all data about scores and teams """
def __init__(self):
""" Constructor """
self.choix = 0
self.nameBlueTeam = ''
self.nameGreyTeam = ''
self.nameBlackTeam = '' |
"""
A Libraray to initilize the avaiable modules and data structures
"""
| """
A Libraray to initilize the avaiable modules and data structures
""" |
class Solution:
def countArrangement(self, n: int) -> int:
state = '1' * n
# dp[state] means number of targ arrangement
# easily dp[state] = sum(dp[possible_next_state])
dp = {}
dp['0'*n] = 1
def dfs(state_now, index):
# basic
if state_now in dp:
return dp[state_now]
else:
dp[state_now] = 0
for i in range(len(state_now)):
if state_now[i] == '1':
if (i + 1 > index and (i + 1) % index == 0) or (i + 1 < index and index % (i + 1) == 0) or index == i + 1:
next_state = state_now[0:i] + '0' + state_now[i+1:]
dp[state_now] += dfs(next_state, index+1)
return dp[state_now]
return dfs(state, 1)
| class Solution:
def count_arrangement(self, n: int) -> int:
state = '1' * n
dp = {}
dp['0' * n] = 1
def dfs(state_now, index):
if state_now in dp:
return dp[state_now]
else:
dp[state_now] = 0
for i in range(len(state_now)):
if state_now[i] == '1':
if i + 1 > index and (i + 1) % index == 0 or (i + 1 < index and index % (i + 1) == 0) or index == i + 1:
next_state = state_now[0:i] + '0' + state_now[i + 1:]
dp[state_now] += dfs(next_state, index + 1)
return dp[state_now]
return dfs(state, 1) |
# AUTOGENERATED BY NBDEV! DO NOT EDIT!
__all__ = ["index", "modules", "custom_doc_links", "git_url"]
index = {"AlreadyImportedError": "00_core.ipynb",
"InvalidFilePath": "00_core.ipynb",
"InvalidFolderPath": "00_core.ipynb",
"InvalidFileExtension": "00_core.ipynb",
"Pdf": "00_core.ipynb"}
modules = ["core.py"]
doc_url = "https://fabraz.github.io/vigilant/"
git_url = "https://github.com/fabraz/fastagger/tree/master/"
def custom_doc_links(name): return None
| __all__ = ['index', 'modules', 'custom_doc_links', 'git_url']
index = {'AlreadyImportedError': '00_core.ipynb', 'InvalidFilePath': '00_core.ipynb', 'InvalidFolderPath': '00_core.ipynb', 'InvalidFileExtension': '00_core.ipynb', 'Pdf': '00_core.ipynb'}
modules = ['core.py']
doc_url = 'https://fabraz.github.io/vigilant/'
git_url = 'https://github.com/fabraz/fastagger/tree/master/'
def custom_doc_links(name):
return None |
class Solution:
def maxPower(self, s: str) -> int:
ans = cur = 0
prev = ''
for c in s:
if c == prev:
cur += 1
else:
cur = 1
prev = c
if cur > ans:
ans = cur
return ans | class Solution:
def max_power(self, s: str) -> int:
ans = cur = 0
prev = ''
for c in s:
if c == prev:
cur += 1
else:
cur = 1
prev = c
if cur > ans:
ans = cur
return ans |
"""AyudaEnPython: https://www.facebook.com/groups/ayudapython
"""
suma = 0
# si son 100 personas, se cambia 10 por 100 (dentro de range)
for _ in range(10):
peso = float(input("Ingresar peso: "))
suma += peso
print(f"Peso acumulado {suma}") | """AyudaEnPython: https://www.facebook.com/groups/ayudapython
"""
suma = 0
for _ in range(10):
peso = float(input('Ingresar peso: '))
suma += peso
print(f'Peso acumulado {suma}') |
class CommandError(Exception):
def __init__(self, msg):
self.msg = msg
class SilentError(Exception):
# log and drop, don't reveal details to caller. The timing difference is
# ok.
pass
class ReplayError(Exception):
pass
class WrongVerfkeyError(Exception):
pass
class BadSignatureError(Exception):
pass
class UnknownChannelError(Exception):
"""Message not decryptable by any of our channels."""
class ContactNotReadyError(Exception):
pass
| class Commanderror(Exception):
def __init__(self, msg):
self.msg = msg
class Silenterror(Exception):
pass
class Replayerror(Exception):
pass
class Wrongverfkeyerror(Exception):
pass
class Badsignatureerror(Exception):
pass
class Unknownchannelerror(Exception):
"""Message not decryptable by any of our channels."""
class Contactnotreadyerror(Exception):
pass |
# For Capstone Engine. AUTO-GENERATED FILE, DO NOT EDIT [x86_const.py]
X86_REG_INVALID = 0
X86_REG_AH = 1
X86_REG_AL = 2
X86_REG_AX = 3
X86_REG_BH = 4
X86_REG_BL = 5
X86_REG_BP = 6
X86_REG_BPL = 7
X86_REG_BX = 8
X86_REG_CH = 9
X86_REG_CL = 10
X86_REG_CS = 11
X86_REG_CX = 12
X86_REG_DH = 13
X86_REG_DI = 14
X86_REG_DIL = 15
X86_REG_DL = 16
X86_REG_DS = 17
X86_REG_DX = 18
X86_REG_EAX = 19
X86_REG_EBP = 20
X86_REG_EBX = 21
X86_REG_ECX = 22
X86_REG_EDI = 23
X86_REG_EDX = 24
X86_REG_EFLAGS = 25
X86_REG_EIP = 26
X86_REG_EIZ = 27
X86_REG_ES = 28
X86_REG_ESI = 29
X86_REG_ESP = 30
X86_REG_FPSW = 31
X86_REG_FS = 32
X86_REG_GS = 33
X86_REG_IP = 34
X86_REG_RAX = 35
X86_REG_RBP = 36
X86_REG_RBX = 37
X86_REG_RCX = 38
X86_REG_RDI = 39
X86_REG_RDX = 40
X86_REG_RIP = 41
X86_REG_RIZ = 42
X86_REG_RSI = 43
X86_REG_RSP = 44
X86_REG_SI = 45
X86_REG_SIL = 46
X86_REG_SP = 47
X86_REG_SPL = 48
X86_REG_SS = 49
X86_REG_CR0 = 50
X86_REG_CR1 = 51
X86_REG_CR2 = 52
X86_REG_CR3 = 53
X86_REG_CR4 = 54
X86_REG_CR5 = 55
X86_REG_CR6 = 56
X86_REG_CR7 = 57
X86_REG_CR8 = 58
X86_REG_CR9 = 59
X86_REG_CR10 = 60
X86_REG_CR11 = 61
X86_REG_CR12 = 62
X86_REG_CR13 = 63
X86_REG_CR14 = 64
X86_REG_CR15 = 65
X86_REG_DR0 = 66
X86_REG_DR1 = 67
X86_REG_DR2 = 68
X86_REG_DR3 = 69
X86_REG_DR4 = 70
X86_REG_DR5 = 71
X86_REG_DR6 = 72
X86_REG_DR7 = 73
X86_REG_DR8 = 74
X86_REG_DR9 = 75
X86_REG_DR10 = 76
X86_REG_DR11 = 77
X86_REG_DR12 = 78
X86_REG_DR13 = 79
X86_REG_DR14 = 80
X86_REG_DR15 = 81
X86_REG_FP0 = 82
X86_REG_FP1 = 83
X86_REG_FP2 = 84
X86_REG_FP3 = 85
X86_REG_FP4 = 86
X86_REG_FP5 = 87
X86_REG_FP6 = 88
X86_REG_FP7 = 89
X86_REG_K0 = 90
X86_REG_K1 = 91
X86_REG_K2 = 92
X86_REG_K3 = 93
X86_REG_K4 = 94
X86_REG_K5 = 95
X86_REG_K6 = 96
X86_REG_K7 = 97
X86_REG_MM0 = 98
X86_REG_MM1 = 99
X86_REG_MM2 = 100
X86_REG_MM3 = 101
X86_REG_MM4 = 102
X86_REG_MM5 = 103
X86_REG_MM6 = 104
X86_REG_MM7 = 105
X86_REG_R8 = 106
X86_REG_R9 = 107
X86_REG_R10 = 108
X86_REG_R11 = 109
X86_REG_R12 = 110
X86_REG_R13 = 111
X86_REG_R14 = 112
X86_REG_R15 = 113
X86_REG_ST0 = 114
X86_REG_ST1 = 115
X86_REG_ST2 = 116
X86_REG_ST3 = 117
X86_REG_ST4 = 118
X86_REG_ST5 = 119
X86_REG_ST6 = 120
X86_REG_ST7 = 121
X86_REG_XMM0 = 122
X86_REG_XMM1 = 123
X86_REG_XMM2 = 124
X86_REG_XMM3 = 125
X86_REG_XMM4 = 126
X86_REG_XMM5 = 127
X86_REG_XMM6 = 128
X86_REG_XMM7 = 129
X86_REG_XMM8 = 130
X86_REG_XMM9 = 131
X86_REG_XMM10 = 132
X86_REG_XMM11 = 133
X86_REG_XMM12 = 134
X86_REG_XMM13 = 135
X86_REG_XMM14 = 136
X86_REG_XMM15 = 137
X86_REG_XMM16 = 138
X86_REG_XMM17 = 139
X86_REG_XMM18 = 140
X86_REG_XMM19 = 141
X86_REG_XMM20 = 142
X86_REG_XMM21 = 143
X86_REG_XMM22 = 144
X86_REG_XMM23 = 145
X86_REG_XMM24 = 146
X86_REG_XMM25 = 147
X86_REG_XMM26 = 148
X86_REG_XMM27 = 149
X86_REG_XMM28 = 150
X86_REG_XMM29 = 151
X86_REG_XMM30 = 152
X86_REG_XMM31 = 153
X86_REG_YMM0 = 154
X86_REG_YMM1 = 155
X86_REG_YMM2 = 156
X86_REG_YMM3 = 157
X86_REG_YMM4 = 158
X86_REG_YMM5 = 159
X86_REG_YMM6 = 160
X86_REG_YMM7 = 161
X86_REG_YMM8 = 162
X86_REG_YMM9 = 163
X86_REG_YMM10 = 164
X86_REG_YMM11 = 165
X86_REG_YMM12 = 166
X86_REG_YMM13 = 167
X86_REG_YMM14 = 168
X86_REG_YMM15 = 169
X86_REG_YMM16 = 170
X86_REG_YMM17 = 171
X86_REG_YMM18 = 172
X86_REG_YMM19 = 173
X86_REG_YMM20 = 174
X86_REG_YMM21 = 175
X86_REG_YMM22 = 176
X86_REG_YMM23 = 177
X86_REG_YMM24 = 178
X86_REG_YMM25 = 179
X86_REG_YMM26 = 180
X86_REG_YMM27 = 181
X86_REG_YMM28 = 182
X86_REG_YMM29 = 183
X86_REG_YMM30 = 184
X86_REG_YMM31 = 185
X86_REG_ZMM0 = 186
X86_REG_ZMM1 = 187
X86_REG_ZMM2 = 188
X86_REG_ZMM3 = 189
X86_REG_ZMM4 = 190
X86_REG_ZMM5 = 191
X86_REG_ZMM6 = 192
X86_REG_ZMM7 = 193
X86_REG_ZMM8 = 194
X86_REG_ZMM9 = 195
X86_REG_ZMM10 = 196
X86_REG_ZMM11 = 197
X86_REG_ZMM12 = 198
X86_REG_ZMM13 = 199
X86_REG_ZMM14 = 200
X86_REG_ZMM15 = 201
X86_REG_ZMM16 = 202
X86_REG_ZMM17 = 203
X86_REG_ZMM18 = 204
X86_REG_ZMM19 = 205
X86_REG_ZMM20 = 206
X86_REG_ZMM21 = 207
X86_REG_ZMM22 = 208
X86_REG_ZMM23 = 209
X86_REG_ZMM24 = 210
X86_REG_ZMM25 = 211
X86_REG_ZMM26 = 212
X86_REG_ZMM27 = 213
X86_REG_ZMM28 = 214
X86_REG_ZMM29 = 215
X86_REG_ZMM30 = 216
X86_REG_ZMM31 = 217
X86_REG_R8B = 218
X86_REG_R9B = 219
X86_REG_R10B = 220
X86_REG_R11B = 221
X86_REG_R12B = 222
X86_REG_R13B = 223
X86_REG_R14B = 224
X86_REG_R15B = 225
X86_REG_R8D = 226
X86_REG_R9D = 227
X86_REG_R10D = 228
X86_REG_R11D = 229
X86_REG_R12D = 230
X86_REG_R13D = 231
X86_REG_R14D = 232
X86_REG_R15D = 233
X86_REG_R8W = 234
X86_REG_R9W = 235
X86_REG_R10W = 236
X86_REG_R11W = 237
X86_REG_R12W = 238
X86_REG_R13W = 239
X86_REG_R14W = 240
X86_REG_R15W = 241
X86_REG_BND0 = 242
X86_REG_BND1 = 243
X86_REG_BND2 = 244
X86_REG_BND3 = 245
X86_REG_ENDING = 246
X86_EFLAGS_MODIFY_AF = 1<<0
X86_EFLAGS_MODIFY_CF = 1<<1
X86_EFLAGS_MODIFY_SF = 1<<2
X86_EFLAGS_MODIFY_ZF = 1<<3
X86_EFLAGS_MODIFY_PF = 1<<4
X86_EFLAGS_MODIFY_OF = 1<<5
X86_EFLAGS_MODIFY_TF = 1<<6
X86_EFLAGS_MODIFY_IF = 1<<7
X86_EFLAGS_MODIFY_DF = 1<<8
X86_EFLAGS_MODIFY_NT = 1<<9
X86_EFLAGS_MODIFY_RF = 1<<10
X86_EFLAGS_PRIOR_OF = 1<<11
X86_EFLAGS_PRIOR_SF = 1<<12
X86_EFLAGS_PRIOR_ZF = 1<<13
X86_EFLAGS_PRIOR_AF = 1<<14
X86_EFLAGS_PRIOR_PF = 1<<15
X86_EFLAGS_PRIOR_CF = 1<<16
X86_EFLAGS_PRIOR_TF = 1<<17
X86_EFLAGS_PRIOR_IF = 1<<18
X86_EFLAGS_PRIOR_DF = 1<<19
X86_EFLAGS_PRIOR_NT = 1<<20
X86_EFLAGS_RESET_OF = 1<<21
X86_EFLAGS_RESET_CF = 1<<22
X86_EFLAGS_RESET_DF = 1<<23
X86_EFLAGS_RESET_IF = 1<<24
X86_EFLAGS_RESET_SF = 1<<25
X86_EFLAGS_RESET_AF = 1<<26
X86_EFLAGS_RESET_TF = 1<<27
X86_EFLAGS_RESET_NT = 1<<28
X86_EFLAGS_RESET_PF = 1<<29
X86_EFLAGS_SET_CF = 1<<30
X86_EFLAGS_SET_DF = 1<<31
X86_EFLAGS_SET_IF = 1<<32
X86_EFLAGS_TEST_OF = 1<<33
X86_EFLAGS_TEST_SF = 1<<34
X86_EFLAGS_TEST_ZF = 1<<35
X86_EFLAGS_TEST_PF = 1<<36
X86_EFLAGS_TEST_CF = 1<<37
X86_EFLAGS_TEST_NT = 1<<38
X86_EFLAGS_TEST_DF = 1<<39
X86_EFLAGS_UNDEFINED_OF = 1<<40
X86_EFLAGS_UNDEFINED_SF = 1<<41
X86_EFLAGS_UNDEFINED_ZF = 1<<42
X86_EFLAGS_UNDEFINED_PF = 1<<43
X86_EFLAGS_UNDEFINED_AF = 1<<44
X86_EFLAGS_UNDEFINED_CF = 1<<45
X86_EFLAGS_RESET_RF = 1<<46
X86_EFLAGS_TEST_RF = 1<<47
X86_EFLAGS_TEST_IF = 1<<48
X86_EFLAGS_TEST_TF = 1<<49
X86_EFLAGS_TEST_AF = 1<<50
X86_EFLAGS_RESET_ZF = 1<<51
X86_EFLAGS_SET_OF = 1<<52
X86_EFLAGS_SET_SF = 1<<53
X86_EFLAGS_SET_ZF = 1<<54
X86_EFLAGS_SET_AF = 1<<55
X86_EFLAGS_SET_PF = 1<<56
X86_EFLAGS_RESET_0F = 1<<57
X86_EFLAGS_RESET_AC = 1<<58
X86_FPU_FLAGS_MODIFY_C0 = 1<<0
X86_FPU_FLAGS_MODIFY_C1 = 1<<1
X86_FPU_FLAGS_MODIFY_C2 = 1<<2
X86_FPU_FLAGS_MODIFY_C3 = 1<<3
X86_FPU_FLAGS_RESET_C0 = 1<<4
X86_FPU_FLAGS_RESET_C1 = 1<<5
X86_FPU_FLAGS_RESET_C2 = 1<<6
X86_FPU_FLAGS_RESET_C3 = 1<<7
X86_FPU_FLAGS_SET_C0 = 1<<8
X86_FPU_FLAGS_SET_C1 = 1<<9
X86_FPU_FLAGS_SET_C2 = 1<<10
X86_FPU_FLAGS_SET_C3 = 1<<11
X86_FPU_FLAGS_UNDEFINED_C0 = 1<<12
X86_FPU_FLAGS_UNDEFINED_C1 = 1<<13
X86_FPU_FLAGS_UNDEFINED_C2 = 1<<14
X86_FPU_FLAGS_UNDEFINED_C3 = 1<<15
X86_FPU_FLAGS_TEST_C0 = 1<<16
X86_FPU_FLAGS_TEST_C1 = 1<<17
X86_FPU_FLAGS_TEST_C2 = 1<<18
X86_FPU_FLAGS_TEST_C3 = 1<<19
X86_OP_INVALID = 0
X86_OP_REG = 1
X86_OP_IMM = 2
X86_OP_MEM = 3
X86_XOP_CC_INVALID = 0
X86_XOP_CC_LT = 1
X86_XOP_CC_LE = 2
X86_XOP_CC_GT = 3
X86_XOP_CC_GE = 4
X86_XOP_CC_EQ = 5
X86_XOP_CC_NEQ = 6
X86_XOP_CC_FALSE = 7
X86_XOP_CC_TRUE = 8
X86_AVX_BCAST_INVALID = 0
X86_AVX_BCAST_2 = 1
X86_AVX_BCAST_4 = 2
X86_AVX_BCAST_8 = 3
X86_AVX_BCAST_16 = 4
X86_SSE_CC_INVALID = 0
X86_SSE_CC_EQ = 1
X86_SSE_CC_LT = 2
X86_SSE_CC_LE = 3
X86_SSE_CC_UNORD = 4
X86_SSE_CC_NEQ = 5
X86_SSE_CC_NLT = 6
X86_SSE_CC_NLE = 7
X86_SSE_CC_ORD = 8
X86_AVX_CC_INVALID = 0
X86_AVX_CC_EQ = 1
X86_AVX_CC_LT = 2
X86_AVX_CC_LE = 3
X86_AVX_CC_UNORD = 4
X86_AVX_CC_NEQ = 5
X86_AVX_CC_NLT = 6
X86_AVX_CC_NLE = 7
X86_AVX_CC_ORD = 8
X86_AVX_CC_EQ_UQ = 9
X86_AVX_CC_NGE = 10
X86_AVX_CC_NGT = 11
X86_AVX_CC_FALSE = 12
X86_AVX_CC_NEQ_OQ = 13
X86_AVX_CC_GE = 14
X86_AVX_CC_GT = 15
X86_AVX_CC_TRUE = 16
X86_AVX_CC_EQ_OS = 17
X86_AVX_CC_LT_OQ = 18
X86_AVX_CC_LE_OQ = 19
X86_AVX_CC_UNORD_S = 20
X86_AVX_CC_NEQ_US = 21
X86_AVX_CC_NLT_UQ = 22
X86_AVX_CC_NLE_UQ = 23
X86_AVX_CC_ORD_S = 24
X86_AVX_CC_EQ_US = 25
X86_AVX_CC_NGE_UQ = 26
X86_AVX_CC_NGT_UQ = 27
X86_AVX_CC_FALSE_OS = 28
X86_AVX_CC_NEQ_OS = 29
X86_AVX_CC_GE_OQ = 30
X86_AVX_CC_GT_OQ = 31
X86_AVX_CC_TRUE_US = 32
X86_AVX_RM_INVALID = 0
X86_AVX_RM_RN = 1
X86_AVX_RM_RD = 2
X86_AVX_RM_RU = 3
X86_AVX_RM_RZ = 4
X86_PREFIX_LOCK = 0xf0
X86_PREFIX_REP = 0xf3
X86_PREFIX_REPE = 0xf3
X86_PREFIX_REPNE = 0xf2
X86_PREFIX_CS = 0x2e
X86_PREFIX_SS = 0x36
X86_PREFIX_DS = 0x3e
X86_PREFIX_ES = 0x26
X86_PREFIX_FS = 0x64
X86_PREFIX_GS = 0x65
X86_PREFIX_OPSIZE = 0x66
X86_PREFIX_ADDRSIZE = 0x67
X86_INS_INVALID = 0
X86_INS_AAA = 1
X86_INS_AAD = 2
X86_INS_AAM = 3
X86_INS_AAS = 4
X86_INS_FABS = 5
X86_INS_ADC = 6
X86_INS_ADCX = 7
X86_INS_ADD = 8
X86_INS_ADDPD = 9
X86_INS_ADDPS = 10
X86_INS_ADDSD = 11
X86_INS_ADDSS = 12
X86_INS_ADDSUBPD = 13
X86_INS_ADDSUBPS = 14
X86_INS_FADD = 15
X86_INS_FIADD = 16
X86_INS_ADOX = 17
X86_INS_AESDECLAST = 18
X86_INS_AESDEC = 19
X86_INS_AESENCLAST = 20
X86_INS_AESENC = 21
X86_INS_AESIMC = 22
X86_INS_AESKEYGENASSIST = 23
X86_INS_AND = 24
X86_INS_ANDN = 25
X86_INS_ANDNPD = 26
X86_INS_ANDNPS = 27
X86_INS_ANDPD = 28
X86_INS_ANDPS = 29
X86_INS_ARPL = 30
X86_INS_BEXTR = 31
X86_INS_BLCFILL = 32
X86_INS_BLCI = 33
X86_INS_BLCIC = 34
X86_INS_BLCMSK = 35
X86_INS_BLCS = 36
X86_INS_BLENDPD = 37
X86_INS_BLENDPS = 38
X86_INS_BLENDVPD = 39
X86_INS_BLENDVPS = 40
X86_INS_BLSFILL = 41
X86_INS_BLSI = 42
X86_INS_BLSIC = 43
X86_INS_BLSMSK = 44
X86_INS_BLSR = 45
X86_INS_BNDCL = 46
X86_INS_BNDCN = 47
X86_INS_BNDCU = 48
X86_INS_BNDLDX = 49
X86_INS_BNDMK = 50
X86_INS_BNDMOV = 51
X86_INS_BNDSTX = 52
X86_INS_BOUND = 53
X86_INS_BSF = 54
X86_INS_BSR = 55
X86_INS_BSWAP = 56
X86_INS_BT = 57
X86_INS_BTC = 58
X86_INS_BTR = 59
X86_INS_BTS = 60
X86_INS_BZHI = 61
X86_INS_CALL = 62
X86_INS_CBW = 63
X86_INS_CDQ = 64
X86_INS_CDQE = 65
X86_INS_FCHS = 66
X86_INS_CLAC = 67
X86_INS_CLC = 68
X86_INS_CLD = 69
X86_INS_CLDEMOTE = 70
X86_INS_CLFLUSH = 71
X86_INS_CLFLUSHOPT = 72
X86_INS_CLGI = 73
X86_INS_CLI = 74
X86_INS_CLRSSBSY = 75
X86_INS_CLTS = 76
X86_INS_CLWB = 77
X86_INS_CLZERO = 78
X86_INS_CMC = 79
X86_INS_CMOVA = 80
X86_INS_CMOVAE = 81
X86_INS_CMOVB = 82
X86_INS_CMOVBE = 83
X86_INS_FCMOVBE = 84
X86_INS_FCMOVB = 85
X86_INS_CMOVE = 86
X86_INS_FCMOVE = 87
X86_INS_CMOVG = 88
X86_INS_CMOVGE = 89
X86_INS_CMOVL = 90
X86_INS_CMOVLE = 91
X86_INS_FCMOVNBE = 92
X86_INS_FCMOVNB = 93
X86_INS_CMOVNE = 94
X86_INS_FCMOVNE = 95
X86_INS_CMOVNO = 96
X86_INS_CMOVNP = 97
X86_INS_FCMOVNU = 98
X86_INS_FCMOVNP = 99
X86_INS_CMOVNS = 100
X86_INS_CMOVO = 101
X86_INS_CMOVP = 102
X86_INS_FCMOVU = 103
X86_INS_CMOVS = 104
X86_INS_CMP = 105
X86_INS_CMPPD = 106
X86_INS_CMPPS = 107
X86_INS_CMPSB = 108
X86_INS_CMPSD = 109
X86_INS_CMPSQ = 110
X86_INS_CMPSS = 111
X86_INS_CMPSW = 112
X86_INS_CMPXCHG16B = 113
X86_INS_CMPXCHG = 114
X86_INS_CMPXCHG8B = 115
X86_INS_COMISD = 116
X86_INS_COMISS = 117
X86_INS_FCOMP = 118
X86_INS_FCOMPI = 119
X86_INS_FCOMI = 120
X86_INS_FCOM = 121
X86_INS_FCOS = 122
X86_INS_CPUID = 123
X86_INS_CQO = 124
X86_INS_CRC32 = 125
X86_INS_CVTDQ2PD = 126
X86_INS_CVTDQ2PS = 127
X86_INS_CVTPD2DQ = 128
X86_INS_CVTPD2PS = 129
X86_INS_CVTPS2DQ = 130
X86_INS_CVTPS2PD = 131
X86_INS_CVTSD2SI = 132
X86_INS_CVTSD2SS = 133
X86_INS_CVTSI2SD = 134
X86_INS_CVTSI2SS = 135
X86_INS_CVTSS2SD = 136
X86_INS_CVTSS2SI = 137
X86_INS_CVTTPD2DQ = 138
X86_INS_CVTTPS2DQ = 139
X86_INS_CVTTSD2SI = 140
X86_INS_CVTTSS2SI = 141
X86_INS_CWD = 142
X86_INS_CWDE = 143
X86_INS_DAA = 144
X86_INS_DAS = 145
X86_INS_DATA16 = 146
X86_INS_DEC = 147
X86_INS_DIV = 148
X86_INS_DIVPD = 149
X86_INS_DIVPS = 150
X86_INS_FDIVR = 151
X86_INS_FIDIVR = 152
X86_INS_FDIVRP = 153
X86_INS_DIVSD = 154
X86_INS_DIVSS = 155
X86_INS_FDIV = 156
X86_INS_FIDIV = 157
X86_INS_FDIVP = 158
X86_INS_DPPD = 159
X86_INS_DPPS = 160
X86_INS_ENCLS = 161
X86_INS_ENCLU = 162
X86_INS_ENCLV = 163
X86_INS_ENDBR32 = 164
X86_INS_ENDBR64 = 165
X86_INS_ENTER = 166
X86_INS_EXTRACTPS = 167
X86_INS_EXTRQ = 168
X86_INS_F2XM1 = 169
X86_INS_LCALL = 170
X86_INS_LJMP = 171
X86_INS_JMP = 172
X86_INS_FBLD = 173
X86_INS_FBSTP = 174
X86_INS_FCOMPP = 175
X86_INS_FDECSTP = 176
X86_INS_FDISI8087_NOP = 177
X86_INS_FEMMS = 178
X86_INS_FENI8087_NOP = 179
X86_INS_FFREE = 180
X86_INS_FFREEP = 181
X86_INS_FICOM = 182
X86_INS_FICOMP = 183
X86_INS_FINCSTP = 184
X86_INS_FLDCW = 185
X86_INS_FLDENV = 186
X86_INS_FLDL2E = 187
X86_INS_FLDL2T = 188
X86_INS_FLDLG2 = 189
X86_INS_FLDLN2 = 190
X86_INS_FLDPI = 191
X86_INS_FNCLEX = 192
X86_INS_FNINIT = 193
X86_INS_FNOP = 194
X86_INS_FNSTCW = 195
X86_INS_FNSTSW = 196
X86_INS_FPATAN = 197
X86_INS_FSTPNCE = 198
X86_INS_FPREM = 199
X86_INS_FPREM1 = 200
X86_INS_FPTAN = 201
X86_INS_FRNDINT = 202
X86_INS_FRSTOR = 203
X86_INS_FNSAVE = 204
X86_INS_FSCALE = 205
X86_INS_FSETPM = 206
X86_INS_FSINCOS = 207
X86_INS_FNSTENV = 208
X86_INS_FXAM = 209
X86_INS_FXRSTOR = 210
X86_INS_FXRSTOR64 = 211
X86_INS_FXSAVE = 212
X86_INS_FXSAVE64 = 213
X86_INS_FXTRACT = 214
X86_INS_FYL2X = 215
X86_INS_FYL2XP1 = 216
X86_INS_GETSEC = 217
X86_INS_GF2P8AFFINEINVQB = 218
X86_INS_GF2P8AFFINEQB = 219
X86_INS_GF2P8MULB = 220
X86_INS_HADDPD = 221
X86_INS_HADDPS = 222
X86_INS_HLT = 223
X86_INS_HSUBPD = 224
X86_INS_HSUBPS = 225
X86_INS_IDIV = 226
X86_INS_FILD = 227
X86_INS_IMUL = 228
X86_INS_IN = 229
X86_INS_INC = 230
X86_INS_INCSSPD = 231
X86_INS_INCSSPQ = 232
X86_INS_INSB = 233
X86_INS_INSERTPS = 234
X86_INS_INSERTQ = 235
X86_INS_INSD = 236
X86_INS_INSW = 237
X86_INS_INT = 238
X86_INS_INT1 = 239
X86_INS_INT3 = 240
X86_INS_INTO = 241
X86_INS_INVD = 242
X86_INS_INVEPT = 243
X86_INS_INVLPG = 244
X86_INS_INVLPGA = 245
X86_INS_INVPCID = 246
X86_INS_INVVPID = 247
X86_INS_IRET = 248
X86_INS_IRETD = 249
X86_INS_IRETQ = 250
X86_INS_FISTTP = 251
X86_INS_FIST = 252
X86_INS_FISTP = 253
X86_INS_JAE = 254
X86_INS_JA = 255
X86_INS_JBE = 256
X86_INS_JB = 257
X86_INS_JCXZ = 258
X86_INS_JECXZ = 259
X86_INS_JE = 260
X86_INS_JGE = 261
X86_INS_JG = 262
X86_INS_JLE = 263
X86_INS_JL = 264
X86_INS_JNE = 265
X86_INS_JNO = 266
X86_INS_JNP = 267
X86_INS_JNS = 268
X86_INS_JO = 269
X86_INS_JP = 270
X86_INS_JRCXZ = 271
X86_INS_JS = 272
X86_INS_KADDB = 273
X86_INS_KADDD = 274
X86_INS_KADDQ = 275
X86_INS_KADDW = 276
X86_INS_KANDB = 277
X86_INS_KANDD = 278
X86_INS_KANDNB = 279
X86_INS_KANDND = 280
X86_INS_KANDNQ = 281
X86_INS_KANDNW = 282
X86_INS_KANDQ = 283
X86_INS_KANDW = 284
X86_INS_KMOVB = 285
X86_INS_KMOVD = 286
X86_INS_KMOVQ = 287
X86_INS_KMOVW = 288
X86_INS_KNOTB = 289
X86_INS_KNOTD = 290
X86_INS_KNOTQ = 291
X86_INS_KNOTW = 292
X86_INS_KORB = 293
X86_INS_KORD = 294
X86_INS_KORQ = 295
X86_INS_KORTESTB = 296
X86_INS_KORTESTD = 297
X86_INS_KORTESTQ = 298
X86_INS_KORTESTW = 299
X86_INS_KORW = 300
X86_INS_KSHIFTLB = 301
X86_INS_KSHIFTLD = 302
X86_INS_KSHIFTLQ = 303
X86_INS_KSHIFTLW = 304
X86_INS_KSHIFTRB = 305
X86_INS_KSHIFTRD = 306
X86_INS_KSHIFTRQ = 307
X86_INS_KSHIFTRW = 308
X86_INS_KTESTB = 309
X86_INS_KTESTD = 310
X86_INS_KTESTQ = 311
X86_INS_KTESTW = 312
X86_INS_KUNPCKBW = 313
X86_INS_KUNPCKDQ = 314
X86_INS_KUNPCKWD = 315
X86_INS_KXNORB = 316
X86_INS_KXNORD = 317
X86_INS_KXNORQ = 318
X86_INS_KXNORW = 319
X86_INS_KXORB = 320
X86_INS_KXORD = 321
X86_INS_KXORQ = 322
X86_INS_KXORW = 323
X86_INS_LAHF = 324
X86_INS_LAR = 325
X86_INS_LDDQU = 326
X86_INS_LDMXCSR = 327
X86_INS_LDS = 328
X86_INS_FLDZ = 329
X86_INS_FLD1 = 330
X86_INS_FLD = 331
X86_INS_LEA = 332
X86_INS_LEAVE = 333
X86_INS_LES = 334
X86_INS_LFENCE = 335
X86_INS_LFS = 336
X86_INS_LGDT = 337
X86_INS_LGS = 338
X86_INS_LIDT = 339
X86_INS_LLDT = 340
X86_INS_LLWPCB = 341
X86_INS_LMSW = 342
X86_INS_LOCK = 343
X86_INS_LODSB = 344
X86_INS_LODSD = 345
X86_INS_LODSQ = 346
X86_INS_LODSW = 347
X86_INS_LOOP = 348
X86_INS_LOOPE = 349
X86_INS_LOOPNE = 350
X86_INS_RETF = 351
X86_INS_RETFQ = 352
X86_INS_LSL = 353
X86_INS_LSS = 354
X86_INS_LTR = 355
X86_INS_LWPINS = 356
X86_INS_LWPVAL = 357
X86_INS_LZCNT = 358
X86_INS_MASKMOVDQU = 359
X86_INS_MAXPD = 360
X86_INS_MAXPS = 361
X86_INS_MAXSD = 362
X86_INS_MAXSS = 363
X86_INS_MFENCE = 364
X86_INS_MINPD = 365
X86_INS_MINPS = 366
X86_INS_MINSD = 367
X86_INS_MINSS = 368
X86_INS_CVTPD2PI = 369
X86_INS_CVTPI2PD = 370
X86_INS_CVTPI2PS = 371
X86_INS_CVTPS2PI = 372
X86_INS_CVTTPD2PI = 373
X86_INS_CVTTPS2PI = 374
X86_INS_EMMS = 375
X86_INS_MASKMOVQ = 376
X86_INS_MOVD = 377
X86_INS_MOVQ = 378
X86_INS_MOVDQ2Q = 379
X86_INS_MOVNTQ = 380
X86_INS_MOVQ2DQ = 381
X86_INS_PABSB = 382
X86_INS_PABSD = 383
X86_INS_PABSW = 384
X86_INS_PACKSSDW = 385
X86_INS_PACKSSWB = 386
X86_INS_PACKUSWB = 387
X86_INS_PADDB = 388
X86_INS_PADDD = 389
X86_INS_PADDQ = 390
X86_INS_PADDSB = 391
X86_INS_PADDSW = 392
X86_INS_PADDUSB = 393
X86_INS_PADDUSW = 394
X86_INS_PADDW = 395
X86_INS_PALIGNR = 396
X86_INS_PANDN = 397
X86_INS_PAND = 398
X86_INS_PAVGB = 399
X86_INS_PAVGW = 400
X86_INS_PCMPEQB = 401
X86_INS_PCMPEQD = 402
X86_INS_PCMPEQW = 403
X86_INS_PCMPGTB = 404
X86_INS_PCMPGTD = 405
X86_INS_PCMPGTW = 406
X86_INS_PEXTRW = 407
X86_INS_PHADDD = 408
X86_INS_PHADDSW = 409
X86_INS_PHADDW = 410
X86_INS_PHSUBD = 411
X86_INS_PHSUBSW = 412
X86_INS_PHSUBW = 413
X86_INS_PINSRW = 414
X86_INS_PMADDUBSW = 415
X86_INS_PMADDWD = 416
X86_INS_PMAXSW = 417
X86_INS_PMAXUB = 418
X86_INS_PMINSW = 419
X86_INS_PMINUB = 420
X86_INS_PMOVMSKB = 421
X86_INS_PMULHRSW = 422
X86_INS_PMULHUW = 423
X86_INS_PMULHW = 424
X86_INS_PMULLW = 425
X86_INS_PMULUDQ = 426
X86_INS_POR = 427
X86_INS_PSADBW = 428
X86_INS_PSHUFB = 429
X86_INS_PSHUFW = 430
X86_INS_PSIGNB = 431
X86_INS_PSIGND = 432
X86_INS_PSIGNW = 433
X86_INS_PSLLD = 434
X86_INS_PSLLQ = 435
X86_INS_PSLLW = 436
X86_INS_PSRAD = 437
X86_INS_PSRAW = 438
X86_INS_PSRLD = 439
X86_INS_PSRLQ = 440
X86_INS_PSRLW = 441
X86_INS_PSUBB = 442
X86_INS_PSUBD = 443
X86_INS_PSUBQ = 444
X86_INS_PSUBSB = 445
X86_INS_PSUBSW = 446
X86_INS_PSUBUSB = 447
X86_INS_PSUBUSW = 448
X86_INS_PSUBW = 449
X86_INS_PUNPCKHBW = 450
X86_INS_PUNPCKHDQ = 451
X86_INS_PUNPCKHWD = 452
X86_INS_PUNPCKLBW = 453
X86_INS_PUNPCKLDQ = 454
X86_INS_PUNPCKLWD = 455
X86_INS_PXOR = 456
X86_INS_MONITORX = 457
X86_INS_MONITOR = 458
X86_INS_MONTMUL = 459
X86_INS_MOV = 460
X86_INS_MOVABS = 461
X86_INS_MOVAPD = 462
X86_INS_MOVAPS = 463
X86_INS_MOVBE = 464
X86_INS_MOVDDUP = 465
X86_INS_MOVDIR64B = 466
X86_INS_MOVDIRI = 467
X86_INS_MOVDQA = 468
X86_INS_MOVDQU = 469
X86_INS_MOVHLPS = 470
X86_INS_MOVHPD = 471
X86_INS_MOVHPS = 472
X86_INS_MOVLHPS = 473
X86_INS_MOVLPD = 474
X86_INS_MOVLPS = 475
X86_INS_MOVMSKPD = 476
X86_INS_MOVMSKPS = 477
X86_INS_MOVNTDQA = 478
X86_INS_MOVNTDQ = 479
X86_INS_MOVNTI = 480
X86_INS_MOVNTPD = 481
X86_INS_MOVNTPS = 482
X86_INS_MOVNTSD = 483
X86_INS_MOVNTSS = 484
X86_INS_MOVSB = 485
X86_INS_MOVSD = 486
X86_INS_MOVSHDUP = 487
X86_INS_MOVSLDUP = 488
X86_INS_MOVSQ = 489
X86_INS_MOVSS = 490
X86_INS_MOVSW = 491
X86_INS_MOVSX = 492
X86_INS_MOVSXD = 493
X86_INS_MOVUPD = 494
X86_INS_MOVUPS = 495
X86_INS_MOVZX = 496
X86_INS_MPSADBW = 497
X86_INS_MUL = 498
X86_INS_MULPD = 499
X86_INS_MULPS = 500
X86_INS_MULSD = 501
X86_INS_MULSS = 502
X86_INS_MULX = 503
X86_INS_FMUL = 504
X86_INS_FIMUL = 505
X86_INS_FMULP = 506
X86_INS_MWAITX = 507
X86_INS_MWAIT = 508
X86_INS_NEG = 509
X86_INS_NOP = 510
X86_INS_NOT = 511
X86_INS_OR = 512
X86_INS_ORPD = 513
X86_INS_ORPS = 514
X86_INS_OUT = 515
X86_INS_OUTSB = 516
X86_INS_OUTSD = 517
X86_INS_OUTSW = 518
X86_INS_PACKUSDW = 519
X86_INS_PAUSE = 520
X86_INS_PAVGUSB = 521
X86_INS_PBLENDVB = 522
X86_INS_PBLENDW = 523
X86_INS_PCLMULQDQ = 524
X86_INS_PCMPEQQ = 525
X86_INS_PCMPESTRI = 526
X86_INS_PCMPESTRM = 527
X86_INS_PCMPGTQ = 528
X86_INS_PCMPISTRI = 529
X86_INS_PCMPISTRM = 530
X86_INS_PCONFIG = 531
X86_INS_PDEP = 532
X86_INS_PEXT = 533
X86_INS_PEXTRB = 534
X86_INS_PEXTRD = 535
X86_INS_PEXTRQ = 536
X86_INS_PF2ID = 537
X86_INS_PF2IW = 538
X86_INS_PFACC = 539
X86_INS_PFADD = 540
X86_INS_PFCMPEQ = 541
X86_INS_PFCMPGE = 542
X86_INS_PFCMPGT = 543
X86_INS_PFMAX = 544
X86_INS_PFMIN = 545
X86_INS_PFMUL = 546
X86_INS_PFNACC = 547
X86_INS_PFPNACC = 548
X86_INS_PFRCPIT1 = 549
X86_INS_PFRCPIT2 = 550
X86_INS_PFRCP = 551
X86_INS_PFRSQIT1 = 552
X86_INS_PFRSQRT = 553
X86_INS_PFSUBR = 554
X86_INS_PFSUB = 555
X86_INS_PHMINPOSUW = 556
X86_INS_PI2FD = 557
X86_INS_PI2FW = 558
X86_INS_PINSRB = 559
X86_INS_PINSRD = 560
X86_INS_PINSRQ = 561
X86_INS_PMAXSB = 562
X86_INS_PMAXSD = 563
X86_INS_PMAXUD = 564
X86_INS_PMAXUW = 565
X86_INS_PMINSB = 566
X86_INS_PMINSD = 567
X86_INS_PMINUD = 568
X86_INS_PMINUW = 569
X86_INS_PMOVSXBD = 570
X86_INS_PMOVSXBQ = 571
X86_INS_PMOVSXBW = 572
X86_INS_PMOVSXDQ = 573
X86_INS_PMOVSXWD = 574
X86_INS_PMOVSXWQ = 575
X86_INS_PMOVZXBD = 576
X86_INS_PMOVZXBQ = 577
X86_INS_PMOVZXBW = 578
X86_INS_PMOVZXDQ = 579
X86_INS_PMOVZXWD = 580
X86_INS_PMOVZXWQ = 581
X86_INS_PMULDQ = 582
X86_INS_PMULHRW = 583
X86_INS_PMULLD = 584
X86_INS_POP = 585
X86_INS_POPAW = 586
X86_INS_POPAL = 587
X86_INS_POPCNT = 588
X86_INS_POPF = 589
X86_INS_POPFD = 590
X86_INS_POPFQ = 591
X86_INS_PREFETCH = 592
X86_INS_PREFETCHNTA = 593
X86_INS_PREFETCHT0 = 594
X86_INS_PREFETCHT1 = 595
X86_INS_PREFETCHT2 = 596
X86_INS_PREFETCHW = 597
X86_INS_PREFETCHWT1 = 598
X86_INS_PSHUFD = 599
X86_INS_PSHUFHW = 600
X86_INS_PSHUFLW = 601
X86_INS_PSLLDQ = 602
X86_INS_PSRLDQ = 603
X86_INS_PSWAPD = 604
X86_INS_PTEST = 605
X86_INS_PTWRITE = 606
X86_INS_PUNPCKHQDQ = 607
X86_INS_PUNPCKLQDQ = 608
X86_INS_PUSH = 609
X86_INS_PUSHAW = 610
X86_INS_PUSHAL = 611
X86_INS_PUSHF = 612
X86_INS_PUSHFD = 613
X86_INS_PUSHFQ = 614
X86_INS_RCL = 615
X86_INS_RCPPS = 616
X86_INS_RCPSS = 617
X86_INS_RCR = 618
X86_INS_RDFSBASE = 619
X86_INS_RDGSBASE = 620
X86_INS_RDMSR = 621
X86_INS_RDPID = 622
X86_INS_RDPKRU = 623
X86_INS_RDPMC = 624
X86_INS_RDRAND = 625
X86_INS_RDSEED = 626
X86_INS_RDSSPD = 627
X86_INS_RDSSPQ = 628
X86_INS_RDTSC = 629
X86_INS_RDTSCP = 630
X86_INS_REPNE = 631
X86_INS_REP = 632
X86_INS_RET = 633
X86_INS_REX64 = 634
X86_INS_ROL = 635
X86_INS_ROR = 636
X86_INS_RORX = 637
X86_INS_ROUNDPD = 638
X86_INS_ROUNDPS = 639
X86_INS_ROUNDSD = 640
X86_INS_ROUNDSS = 641
X86_INS_RSM = 642
X86_INS_RSQRTPS = 643
X86_INS_RSQRTSS = 644
X86_INS_RSTORSSP = 645
X86_INS_SAHF = 646
X86_INS_SAL = 647
X86_INS_SALC = 648
X86_INS_SAR = 649
X86_INS_SARX = 650
X86_INS_SAVEPREVSSP = 651
X86_INS_SBB = 652
X86_INS_SCASB = 653
X86_INS_SCASD = 654
X86_INS_SCASQ = 655
X86_INS_SCASW = 656
X86_INS_SETAE = 657
X86_INS_SETA = 658
X86_INS_SETBE = 659
X86_INS_SETB = 660
X86_INS_SETE = 661
X86_INS_SETGE = 662
X86_INS_SETG = 663
X86_INS_SETLE = 664
X86_INS_SETL = 665
X86_INS_SETNE = 666
X86_INS_SETNO = 667
X86_INS_SETNP = 668
X86_INS_SETNS = 669
X86_INS_SETO = 670
X86_INS_SETP = 671
X86_INS_SETSSBSY = 672
X86_INS_SETS = 673
X86_INS_SFENCE = 674
X86_INS_SGDT = 675
X86_INS_SHA1MSG1 = 676
X86_INS_SHA1MSG2 = 677
X86_INS_SHA1NEXTE = 678
X86_INS_SHA1RNDS4 = 679
X86_INS_SHA256MSG1 = 680
X86_INS_SHA256MSG2 = 681
X86_INS_SHA256RNDS2 = 682
X86_INS_SHL = 683
X86_INS_SHLD = 684
X86_INS_SHLX = 685
X86_INS_SHR = 686
X86_INS_SHRD = 687
X86_INS_SHRX = 688
X86_INS_SHUFPD = 689
X86_INS_SHUFPS = 690
X86_INS_SIDT = 691
X86_INS_FSIN = 692
X86_INS_SKINIT = 693
X86_INS_SLDT = 694
X86_INS_SLWPCB = 695
X86_INS_SMSW = 696
X86_INS_SQRTPD = 697
X86_INS_SQRTPS = 698
X86_INS_SQRTSD = 699
X86_INS_SQRTSS = 700
X86_INS_FSQRT = 701
X86_INS_STAC = 702
X86_INS_STC = 703
X86_INS_STD = 704
X86_INS_STGI = 705
X86_INS_STI = 706
X86_INS_STMXCSR = 707
X86_INS_STOSB = 708
X86_INS_STOSD = 709
X86_INS_STOSQ = 710
X86_INS_STOSW = 711
X86_INS_STR = 712
X86_INS_FST = 713
X86_INS_FSTP = 714
X86_INS_SUB = 715
X86_INS_SUBPD = 716
X86_INS_SUBPS = 717
X86_INS_FSUBR = 718
X86_INS_FISUBR = 719
X86_INS_FSUBRP = 720
X86_INS_SUBSD = 721
X86_INS_SUBSS = 722
X86_INS_FSUB = 723
X86_INS_FISUB = 724
X86_INS_FSUBP = 725
X86_INS_SWAPGS = 726
X86_INS_SYSCALL = 727
X86_INS_SYSENTER = 728
X86_INS_SYSEXIT = 729
X86_INS_SYSEXITQ = 730
X86_INS_SYSRET = 731
X86_INS_SYSRETQ = 732
X86_INS_T1MSKC = 733
X86_INS_TEST = 734
X86_INS_TPAUSE = 735
X86_INS_FTST = 736
X86_INS_TZCNT = 737
X86_INS_TZMSK = 738
X86_INS_UCOMISD = 739
X86_INS_UCOMISS = 740
X86_INS_FUCOMPI = 741
X86_INS_FUCOMI = 742
X86_INS_FUCOMPP = 743
X86_INS_FUCOMP = 744
X86_INS_FUCOM = 745
X86_INS_UD0 = 746
X86_INS_UD1 = 747
X86_INS_UD2 = 748
X86_INS_UMONITOR = 749
X86_INS_UMWAIT = 750
X86_INS_UNPCKHPD = 751
X86_INS_UNPCKHPS = 752
X86_INS_UNPCKLPD = 753
X86_INS_UNPCKLPS = 754
X86_INS_V4FMADDPS = 755
X86_INS_V4FMADDSS = 756
X86_INS_V4FNMADDPS = 757
X86_INS_V4FNMADDSS = 758
X86_INS_VADDPD = 759
X86_INS_VADDPS = 760
X86_INS_VADDSD = 761
X86_INS_VADDSS = 762
X86_INS_VADDSUBPD = 763
X86_INS_VADDSUBPS = 764
X86_INS_VAESDECLAST = 765
X86_INS_VAESDEC = 766
X86_INS_VAESENCLAST = 767
X86_INS_VAESENC = 768
X86_INS_VAESIMC = 769
X86_INS_VAESKEYGENASSIST = 770
X86_INS_VALIGND = 771
X86_INS_VALIGNQ = 772
X86_INS_VANDNPD = 773
X86_INS_VANDNPS = 774
X86_INS_VANDPD = 775
X86_INS_VANDPS = 776
X86_INS_VBLENDMPD = 777
X86_INS_VBLENDMPS = 778
X86_INS_VBLENDPD = 779
X86_INS_VBLENDPS = 780
X86_INS_VBLENDVPD = 781
X86_INS_VBLENDVPS = 782
X86_INS_VBROADCASTF128 = 783
X86_INS_VBROADCASTF32X2 = 784
X86_INS_VBROADCASTF32X4 = 785
X86_INS_VBROADCASTF32X8 = 786
X86_INS_VBROADCASTF64X2 = 787
X86_INS_VBROADCASTF64X4 = 788
X86_INS_VBROADCASTI128 = 789
X86_INS_VBROADCASTI32X2 = 790
X86_INS_VBROADCASTI32X4 = 791
X86_INS_VBROADCASTI32X8 = 792
X86_INS_VBROADCASTI64X2 = 793
X86_INS_VBROADCASTI64X4 = 794
X86_INS_VBROADCASTSD = 795
X86_INS_VBROADCASTSS = 796
X86_INS_VCMP = 797
X86_INS_VCMPPD = 798
X86_INS_VCMPPS = 799
X86_INS_VCMPSD = 800
X86_INS_VCMPSS = 801
X86_INS_VCOMISD = 802
X86_INS_VCOMISS = 803
X86_INS_VCOMPRESSPD = 804
X86_INS_VCOMPRESSPS = 805
X86_INS_VCVTDQ2PD = 806
X86_INS_VCVTDQ2PS = 807
X86_INS_VCVTPD2DQ = 808
X86_INS_VCVTPD2PS = 809
X86_INS_VCVTPD2QQ = 810
X86_INS_VCVTPD2UDQ = 811
X86_INS_VCVTPD2UQQ = 812
X86_INS_VCVTPH2PS = 813
X86_INS_VCVTPS2DQ = 814
X86_INS_VCVTPS2PD = 815
X86_INS_VCVTPS2PH = 816
X86_INS_VCVTPS2QQ = 817
X86_INS_VCVTPS2UDQ = 818
X86_INS_VCVTPS2UQQ = 819
X86_INS_VCVTQQ2PD = 820
X86_INS_VCVTQQ2PS = 821
X86_INS_VCVTSD2SI = 822
X86_INS_VCVTSD2SS = 823
X86_INS_VCVTSD2USI = 824
X86_INS_VCVTSI2SD = 825
X86_INS_VCVTSI2SS = 826
X86_INS_VCVTSS2SD = 827
X86_INS_VCVTSS2SI = 828
X86_INS_VCVTSS2USI = 829
X86_INS_VCVTTPD2DQ = 830
X86_INS_VCVTTPD2QQ = 831
X86_INS_VCVTTPD2UDQ = 832
X86_INS_VCVTTPD2UQQ = 833
X86_INS_VCVTTPS2DQ = 834
X86_INS_VCVTTPS2QQ = 835
X86_INS_VCVTTPS2UDQ = 836
X86_INS_VCVTTPS2UQQ = 837
X86_INS_VCVTTSD2SI = 838
X86_INS_VCVTTSD2USI = 839
X86_INS_VCVTTSS2SI = 840
X86_INS_VCVTTSS2USI = 841
X86_INS_VCVTUDQ2PD = 842
X86_INS_VCVTUDQ2PS = 843
X86_INS_VCVTUQQ2PD = 844
X86_INS_VCVTUQQ2PS = 845
X86_INS_VCVTUSI2SD = 846
X86_INS_VCVTUSI2SS = 847
X86_INS_VDBPSADBW = 848
X86_INS_VDIVPD = 849
X86_INS_VDIVPS = 850
X86_INS_VDIVSD = 851
X86_INS_VDIVSS = 852
X86_INS_VDPPD = 853
X86_INS_VDPPS = 854
X86_INS_VERR = 855
X86_INS_VERW = 856
X86_INS_VEXP2PD = 857
X86_INS_VEXP2PS = 858
X86_INS_VEXPANDPD = 859
X86_INS_VEXPANDPS = 860
X86_INS_VEXTRACTF128 = 861
X86_INS_VEXTRACTF32X4 = 862
X86_INS_VEXTRACTF32X8 = 863
X86_INS_VEXTRACTF64X2 = 864
X86_INS_VEXTRACTF64X4 = 865
X86_INS_VEXTRACTI128 = 866
X86_INS_VEXTRACTI32X4 = 867
X86_INS_VEXTRACTI32X8 = 868
X86_INS_VEXTRACTI64X2 = 869
X86_INS_VEXTRACTI64X4 = 870
X86_INS_VEXTRACTPS = 871
X86_INS_VFIXUPIMMPD = 872
X86_INS_VFIXUPIMMPS = 873
X86_INS_VFIXUPIMMSD = 874
X86_INS_VFIXUPIMMSS = 875
X86_INS_VFMADD132PD = 876
X86_INS_VFMADD132PS = 877
X86_INS_VFMADD132SD = 878
X86_INS_VFMADD132SS = 879
X86_INS_VFMADD213PD = 880
X86_INS_VFMADD213PS = 881
X86_INS_VFMADD213SD = 882
X86_INS_VFMADD213SS = 883
X86_INS_VFMADD231PD = 884
X86_INS_VFMADD231PS = 885
X86_INS_VFMADD231SD = 886
X86_INS_VFMADD231SS = 887
X86_INS_VFMADDPD = 888
X86_INS_VFMADDPS = 889
X86_INS_VFMADDSD = 890
X86_INS_VFMADDSS = 891
X86_INS_VFMADDSUB132PD = 892
X86_INS_VFMADDSUB132PS = 893
X86_INS_VFMADDSUB213PD = 894
X86_INS_VFMADDSUB213PS = 895
X86_INS_VFMADDSUB231PD = 896
X86_INS_VFMADDSUB231PS = 897
X86_INS_VFMADDSUBPD = 898
X86_INS_VFMADDSUBPS = 899
X86_INS_VFMSUB132PD = 900
X86_INS_VFMSUB132PS = 901
X86_INS_VFMSUB132SD = 902
X86_INS_VFMSUB132SS = 903
X86_INS_VFMSUB213PD = 904
X86_INS_VFMSUB213PS = 905
X86_INS_VFMSUB213SD = 906
X86_INS_VFMSUB213SS = 907
X86_INS_VFMSUB231PD = 908
X86_INS_VFMSUB231PS = 909
X86_INS_VFMSUB231SD = 910
X86_INS_VFMSUB231SS = 911
X86_INS_VFMSUBADD132PD = 912
X86_INS_VFMSUBADD132PS = 913
X86_INS_VFMSUBADD213PD = 914
X86_INS_VFMSUBADD213PS = 915
X86_INS_VFMSUBADD231PD = 916
X86_INS_VFMSUBADD231PS = 917
X86_INS_VFMSUBADDPD = 918
X86_INS_VFMSUBADDPS = 919
X86_INS_VFMSUBPD = 920
X86_INS_VFMSUBPS = 921
X86_INS_VFMSUBSD = 922
X86_INS_VFMSUBSS = 923
X86_INS_VFNMADD132PD = 924
X86_INS_VFNMADD132PS = 925
X86_INS_VFNMADD132SD = 926
X86_INS_VFNMADD132SS = 927
X86_INS_VFNMADD213PD = 928
X86_INS_VFNMADD213PS = 929
X86_INS_VFNMADD213SD = 930
X86_INS_VFNMADD213SS = 931
X86_INS_VFNMADD231PD = 932
X86_INS_VFNMADD231PS = 933
X86_INS_VFNMADD231SD = 934
X86_INS_VFNMADD231SS = 935
X86_INS_VFNMADDPD = 936
X86_INS_VFNMADDPS = 937
X86_INS_VFNMADDSD = 938
X86_INS_VFNMADDSS = 939
X86_INS_VFNMSUB132PD = 940
X86_INS_VFNMSUB132PS = 941
X86_INS_VFNMSUB132SD = 942
X86_INS_VFNMSUB132SS = 943
X86_INS_VFNMSUB213PD = 944
X86_INS_VFNMSUB213PS = 945
X86_INS_VFNMSUB213SD = 946
X86_INS_VFNMSUB213SS = 947
X86_INS_VFNMSUB231PD = 948
X86_INS_VFNMSUB231PS = 949
X86_INS_VFNMSUB231SD = 950
X86_INS_VFNMSUB231SS = 951
X86_INS_VFNMSUBPD = 952
X86_INS_VFNMSUBPS = 953
X86_INS_VFNMSUBSD = 954
X86_INS_VFNMSUBSS = 955
X86_INS_VFPCLASSPD = 956
X86_INS_VFPCLASSPS = 957
X86_INS_VFPCLASSSD = 958
X86_INS_VFPCLASSSS = 959
X86_INS_VFRCZPD = 960
X86_INS_VFRCZPS = 961
X86_INS_VFRCZSD = 962
X86_INS_VFRCZSS = 963
X86_INS_VGATHERDPD = 964
X86_INS_VGATHERDPS = 965
X86_INS_VGATHERPF0DPD = 966
X86_INS_VGATHERPF0DPS = 967
X86_INS_VGATHERPF0QPD = 968
X86_INS_VGATHERPF0QPS = 969
X86_INS_VGATHERPF1DPD = 970
X86_INS_VGATHERPF1DPS = 971
X86_INS_VGATHERPF1QPD = 972
X86_INS_VGATHERPF1QPS = 973
X86_INS_VGATHERQPD = 974
X86_INS_VGATHERQPS = 975
X86_INS_VGETEXPPD = 976
X86_INS_VGETEXPPS = 977
X86_INS_VGETEXPSD = 978
X86_INS_VGETEXPSS = 979
X86_INS_VGETMANTPD = 980
X86_INS_VGETMANTPS = 981
X86_INS_VGETMANTSD = 982
X86_INS_VGETMANTSS = 983
X86_INS_VGF2P8AFFINEINVQB = 984
X86_INS_VGF2P8AFFINEQB = 985
X86_INS_VGF2P8MULB = 986
X86_INS_VHADDPD = 987
X86_INS_VHADDPS = 988
X86_INS_VHSUBPD = 989
X86_INS_VHSUBPS = 990
X86_INS_VINSERTF128 = 991
X86_INS_VINSERTF32X4 = 992
X86_INS_VINSERTF32X8 = 993
X86_INS_VINSERTF64X2 = 994
X86_INS_VINSERTF64X4 = 995
X86_INS_VINSERTI128 = 996
X86_INS_VINSERTI32X4 = 997
X86_INS_VINSERTI32X8 = 998
X86_INS_VINSERTI64X2 = 999
X86_INS_VINSERTI64X4 = 1000
X86_INS_VINSERTPS = 1001
X86_INS_VLDDQU = 1002
X86_INS_VLDMXCSR = 1003
X86_INS_VMASKMOVDQU = 1004
X86_INS_VMASKMOVPD = 1005
X86_INS_VMASKMOVPS = 1006
X86_INS_VMAXPD = 1007
X86_INS_VMAXPS = 1008
X86_INS_VMAXSD = 1009
X86_INS_VMAXSS = 1010
X86_INS_VMCALL = 1011
X86_INS_VMCLEAR = 1012
X86_INS_VMFUNC = 1013
X86_INS_VMINPD = 1014
X86_INS_VMINPS = 1015
X86_INS_VMINSD = 1016
X86_INS_VMINSS = 1017
X86_INS_VMLAUNCH = 1018
X86_INS_VMLOAD = 1019
X86_INS_VMMCALL = 1020
X86_INS_VMOVQ = 1021
X86_INS_VMOVAPD = 1022
X86_INS_VMOVAPS = 1023
X86_INS_VMOVDDUP = 1024
X86_INS_VMOVD = 1025
X86_INS_VMOVDQA32 = 1026
X86_INS_VMOVDQA64 = 1027
X86_INS_VMOVDQA = 1028
X86_INS_VMOVDQU16 = 1029
X86_INS_VMOVDQU32 = 1030
X86_INS_VMOVDQU64 = 1031
X86_INS_VMOVDQU8 = 1032
X86_INS_VMOVDQU = 1033
X86_INS_VMOVHLPS = 1034
X86_INS_VMOVHPD = 1035
X86_INS_VMOVHPS = 1036
X86_INS_VMOVLHPS = 1037
X86_INS_VMOVLPD = 1038
X86_INS_VMOVLPS = 1039
X86_INS_VMOVMSKPD = 1040
X86_INS_VMOVMSKPS = 1041
X86_INS_VMOVNTDQA = 1042
X86_INS_VMOVNTDQ = 1043
X86_INS_VMOVNTPD = 1044
X86_INS_VMOVNTPS = 1045
X86_INS_VMOVSD = 1046
X86_INS_VMOVSHDUP = 1047
X86_INS_VMOVSLDUP = 1048
X86_INS_VMOVSS = 1049
X86_INS_VMOVUPD = 1050
X86_INS_VMOVUPS = 1051
X86_INS_VMPSADBW = 1052
X86_INS_VMPTRLD = 1053
X86_INS_VMPTRST = 1054
X86_INS_VMREAD = 1055
X86_INS_VMRESUME = 1056
X86_INS_VMRUN = 1057
X86_INS_VMSAVE = 1058
X86_INS_VMULPD = 1059
X86_INS_VMULPS = 1060
X86_INS_VMULSD = 1061
X86_INS_VMULSS = 1062
X86_INS_VMWRITE = 1063
X86_INS_VMXOFF = 1064
X86_INS_VMXON = 1065
X86_INS_VORPD = 1066
X86_INS_VORPS = 1067
X86_INS_VP4DPWSSDS = 1068
X86_INS_VP4DPWSSD = 1069
X86_INS_VPABSB = 1070
X86_INS_VPABSD = 1071
X86_INS_VPABSQ = 1072
X86_INS_VPABSW = 1073
X86_INS_VPACKSSDW = 1074
X86_INS_VPACKSSWB = 1075
X86_INS_VPACKUSDW = 1076
X86_INS_VPACKUSWB = 1077
X86_INS_VPADDB = 1078
X86_INS_VPADDD = 1079
X86_INS_VPADDQ = 1080
X86_INS_VPADDSB = 1081
X86_INS_VPADDSW = 1082
X86_INS_VPADDUSB = 1083
X86_INS_VPADDUSW = 1084
X86_INS_VPADDW = 1085
X86_INS_VPALIGNR = 1086
X86_INS_VPANDD = 1087
X86_INS_VPANDND = 1088
X86_INS_VPANDNQ = 1089
X86_INS_VPANDN = 1090
X86_INS_VPANDQ = 1091
X86_INS_VPAND = 1092
X86_INS_VPAVGB = 1093
X86_INS_VPAVGW = 1094
X86_INS_VPBLENDD = 1095
X86_INS_VPBLENDMB = 1096
X86_INS_VPBLENDMD = 1097
X86_INS_VPBLENDMQ = 1098
X86_INS_VPBLENDMW = 1099
X86_INS_VPBLENDVB = 1100
X86_INS_VPBLENDW = 1101
X86_INS_VPBROADCASTB = 1102
X86_INS_VPBROADCASTD = 1103
X86_INS_VPBROADCASTMB2Q = 1104
X86_INS_VPBROADCASTMW2D = 1105
X86_INS_VPBROADCASTQ = 1106
X86_INS_VPBROADCASTW = 1107
X86_INS_VPCLMULQDQ = 1108
X86_INS_VPCMOV = 1109
X86_INS_VPCMP = 1110
X86_INS_VPCMPB = 1111
X86_INS_VPCMPD = 1112
X86_INS_VPCMPEQB = 1113
X86_INS_VPCMPEQD = 1114
X86_INS_VPCMPEQQ = 1115
X86_INS_VPCMPEQW = 1116
X86_INS_VPCMPESTRI = 1117
X86_INS_VPCMPESTRM = 1118
X86_INS_VPCMPGTB = 1119
X86_INS_VPCMPGTD = 1120
X86_INS_VPCMPGTQ = 1121
X86_INS_VPCMPGTW = 1122
X86_INS_VPCMPISTRI = 1123
X86_INS_VPCMPISTRM = 1124
X86_INS_VPCMPQ = 1125
X86_INS_VPCMPUB = 1126
X86_INS_VPCMPUD = 1127
X86_INS_VPCMPUQ = 1128
X86_INS_VPCMPUW = 1129
X86_INS_VPCMPW = 1130
X86_INS_VPCOM = 1131
X86_INS_VPCOMB = 1132
X86_INS_VPCOMD = 1133
X86_INS_VPCOMPRESSB = 1134
X86_INS_VPCOMPRESSD = 1135
X86_INS_VPCOMPRESSQ = 1136
X86_INS_VPCOMPRESSW = 1137
X86_INS_VPCOMQ = 1138
X86_INS_VPCOMUB = 1139
X86_INS_VPCOMUD = 1140
X86_INS_VPCOMUQ = 1141
X86_INS_VPCOMUW = 1142
X86_INS_VPCOMW = 1143
X86_INS_VPCONFLICTD = 1144
X86_INS_VPCONFLICTQ = 1145
X86_INS_VPDPBUSDS = 1146
X86_INS_VPDPBUSD = 1147
X86_INS_VPDPWSSDS = 1148
X86_INS_VPDPWSSD = 1149
X86_INS_VPERM2F128 = 1150
X86_INS_VPERM2I128 = 1151
X86_INS_VPERMB = 1152
X86_INS_VPERMD = 1153
X86_INS_VPERMI2B = 1154
X86_INS_VPERMI2D = 1155
X86_INS_VPERMI2PD = 1156
X86_INS_VPERMI2PS = 1157
X86_INS_VPERMI2Q = 1158
X86_INS_VPERMI2W = 1159
X86_INS_VPERMIL2PD = 1160
X86_INS_VPERMILPD = 1161
X86_INS_VPERMIL2PS = 1162
X86_INS_VPERMILPS = 1163
X86_INS_VPERMPD = 1164
X86_INS_VPERMPS = 1165
X86_INS_VPERMQ = 1166
X86_INS_VPERMT2B = 1167
X86_INS_VPERMT2D = 1168
X86_INS_VPERMT2PD = 1169
X86_INS_VPERMT2PS = 1170
X86_INS_VPERMT2Q = 1171
X86_INS_VPERMT2W = 1172
X86_INS_VPERMW = 1173
X86_INS_VPEXPANDB = 1174
X86_INS_VPEXPANDD = 1175
X86_INS_VPEXPANDQ = 1176
X86_INS_VPEXPANDW = 1177
X86_INS_VPEXTRB = 1178
X86_INS_VPEXTRD = 1179
X86_INS_VPEXTRQ = 1180
X86_INS_VPEXTRW = 1181
X86_INS_VPGATHERDD = 1182
X86_INS_VPGATHERDQ = 1183
X86_INS_VPGATHERQD = 1184
X86_INS_VPGATHERQQ = 1185
X86_INS_VPHADDBD = 1186
X86_INS_VPHADDBQ = 1187
X86_INS_VPHADDBW = 1188
X86_INS_VPHADDDQ = 1189
X86_INS_VPHADDD = 1190
X86_INS_VPHADDSW = 1191
X86_INS_VPHADDUBD = 1192
X86_INS_VPHADDUBQ = 1193
X86_INS_VPHADDUBW = 1194
X86_INS_VPHADDUDQ = 1195
X86_INS_VPHADDUWD = 1196
X86_INS_VPHADDUWQ = 1197
X86_INS_VPHADDWD = 1198
X86_INS_VPHADDWQ = 1199
X86_INS_VPHADDW = 1200
X86_INS_VPHMINPOSUW = 1201
X86_INS_VPHSUBBW = 1202
X86_INS_VPHSUBDQ = 1203
X86_INS_VPHSUBD = 1204
X86_INS_VPHSUBSW = 1205
X86_INS_VPHSUBWD = 1206
X86_INS_VPHSUBW = 1207
X86_INS_VPINSRB = 1208
X86_INS_VPINSRD = 1209
X86_INS_VPINSRQ = 1210
X86_INS_VPINSRW = 1211
X86_INS_VPLZCNTD = 1212
X86_INS_VPLZCNTQ = 1213
X86_INS_VPMACSDD = 1214
X86_INS_VPMACSDQH = 1215
X86_INS_VPMACSDQL = 1216
X86_INS_VPMACSSDD = 1217
X86_INS_VPMACSSDQH = 1218
X86_INS_VPMACSSDQL = 1219
X86_INS_VPMACSSWD = 1220
X86_INS_VPMACSSWW = 1221
X86_INS_VPMACSWD = 1222
X86_INS_VPMACSWW = 1223
X86_INS_VPMADCSSWD = 1224
X86_INS_VPMADCSWD = 1225
X86_INS_VPMADD52HUQ = 1226
X86_INS_VPMADD52LUQ = 1227
X86_INS_VPMADDUBSW = 1228
X86_INS_VPMADDWD = 1229
X86_INS_VPMASKMOVD = 1230
X86_INS_VPMASKMOVQ = 1231
X86_INS_VPMAXSB = 1232
X86_INS_VPMAXSD = 1233
X86_INS_VPMAXSQ = 1234
X86_INS_VPMAXSW = 1235
X86_INS_VPMAXUB = 1236
X86_INS_VPMAXUD = 1237
X86_INS_VPMAXUQ = 1238
X86_INS_VPMAXUW = 1239
X86_INS_VPMINSB = 1240
X86_INS_VPMINSD = 1241
X86_INS_VPMINSQ = 1242
X86_INS_VPMINSW = 1243
X86_INS_VPMINUB = 1244
X86_INS_VPMINUD = 1245
X86_INS_VPMINUQ = 1246
X86_INS_VPMINUW = 1247
X86_INS_VPMOVB2M = 1248
X86_INS_VPMOVD2M = 1249
X86_INS_VPMOVDB = 1250
X86_INS_VPMOVDW = 1251
X86_INS_VPMOVM2B = 1252
X86_INS_VPMOVM2D = 1253
X86_INS_VPMOVM2Q = 1254
X86_INS_VPMOVM2W = 1255
X86_INS_VPMOVMSKB = 1256
X86_INS_VPMOVQ2M = 1257
X86_INS_VPMOVQB = 1258
X86_INS_VPMOVQD = 1259
X86_INS_VPMOVQW = 1260
X86_INS_VPMOVSDB = 1261
X86_INS_VPMOVSDW = 1262
X86_INS_VPMOVSQB = 1263
X86_INS_VPMOVSQD = 1264
X86_INS_VPMOVSQW = 1265
X86_INS_VPMOVSWB = 1266
X86_INS_VPMOVSXBD = 1267
X86_INS_VPMOVSXBQ = 1268
X86_INS_VPMOVSXBW = 1269
X86_INS_VPMOVSXDQ = 1270
X86_INS_VPMOVSXWD = 1271
X86_INS_VPMOVSXWQ = 1272
X86_INS_VPMOVUSDB = 1273
X86_INS_VPMOVUSDW = 1274
X86_INS_VPMOVUSQB = 1275
X86_INS_VPMOVUSQD = 1276
X86_INS_VPMOVUSQW = 1277
X86_INS_VPMOVUSWB = 1278
X86_INS_VPMOVW2M = 1279
X86_INS_VPMOVWB = 1280
X86_INS_VPMOVZXBD = 1281
X86_INS_VPMOVZXBQ = 1282
X86_INS_VPMOVZXBW = 1283
X86_INS_VPMOVZXDQ = 1284
X86_INS_VPMOVZXWD = 1285
X86_INS_VPMOVZXWQ = 1286
X86_INS_VPMULDQ = 1287
X86_INS_VPMULHRSW = 1288
X86_INS_VPMULHUW = 1289
X86_INS_VPMULHW = 1290
X86_INS_VPMULLD = 1291
X86_INS_VPMULLQ = 1292
X86_INS_VPMULLW = 1293
X86_INS_VPMULTISHIFTQB = 1294
X86_INS_VPMULUDQ = 1295
X86_INS_VPOPCNTB = 1296
X86_INS_VPOPCNTD = 1297
X86_INS_VPOPCNTQ = 1298
X86_INS_VPOPCNTW = 1299
X86_INS_VPORD = 1300
X86_INS_VPORQ = 1301
X86_INS_VPOR = 1302
X86_INS_VPPERM = 1303
X86_INS_VPROLD = 1304
X86_INS_VPROLQ = 1305
X86_INS_VPROLVD = 1306
X86_INS_VPROLVQ = 1307
X86_INS_VPRORD = 1308
X86_INS_VPRORQ = 1309
X86_INS_VPRORVD = 1310
X86_INS_VPRORVQ = 1311
X86_INS_VPROTB = 1312
X86_INS_VPROTD = 1313
X86_INS_VPROTQ = 1314
X86_INS_VPROTW = 1315
X86_INS_VPSADBW = 1316
X86_INS_VPSCATTERDD = 1317
X86_INS_VPSCATTERDQ = 1318
X86_INS_VPSCATTERQD = 1319
X86_INS_VPSCATTERQQ = 1320
X86_INS_VPSHAB = 1321
X86_INS_VPSHAD = 1322
X86_INS_VPSHAQ = 1323
X86_INS_VPSHAW = 1324
X86_INS_VPSHLB = 1325
X86_INS_VPSHLDD = 1326
X86_INS_VPSHLDQ = 1327
X86_INS_VPSHLDVD = 1328
X86_INS_VPSHLDVQ = 1329
X86_INS_VPSHLDVW = 1330
X86_INS_VPSHLDW = 1331
X86_INS_VPSHLD = 1332
X86_INS_VPSHLQ = 1333
X86_INS_VPSHLW = 1334
X86_INS_VPSHRDD = 1335
X86_INS_VPSHRDQ = 1336
X86_INS_VPSHRDVD = 1337
X86_INS_VPSHRDVQ = 1338
X86_INS_VPSHRDVW = 1339
X86_INS_VPSHRDW = 1340
X86_INS_VPSHUFBITQMB = 1341
X86_INS_VPSHUFB = 1342
X86_INS_VPSHUFD = 1343
X86_INS_VPSHUFHW = 1344
X86_INS_VPSHUFLW = 1345
X86_INS_VPSIGNB = 1346
X86_INS_VPSIGND = 1347
X86_INS_VPSIGNW = 1348
X86_INS_VPSLLDQ = 1349
X86_INS_VPSLLD = 1350
X86_INS_VPSLLQ = 1351
X86_INS_VPSLLVD = 1352
X86_INS_VPSLLVQ = 1353
X86_INS_VPSLLVW = 1354
X86_INS_VPSLLW = 1355
X86_INS_VPSRAD = 1356
X86_INS_VPSRAQ = 1357
X86_INS_VPSRAVD = 1358
X86_INS_VPSRAVQ = 1359
X86_INS_VPSRAVW = 1360
X86_INS_VPSRAW = 1361
X86_INS_VPSRLDQ = 1362
X86_INS_VPSRLD = 1363
X86_INS_VPSRLQ = 1364
X86_INS_VPSRLVD = 1365
X86_INS_VPSRLVQ = 1366
X86_INS_VPSRLVW = 1367
X86_INS_VPSRLW = 1368
X86_INS_VPSUBB = 1369
X86_INS_VPSUBD = 1370
X86_INS_VPSUBQ = 1371
X86_INS_VPSUBSB = 1372
X86_INS_VPSUBSW = 1373
X86_INS_VPSUBUSB = 1374
X86_INS_VPSUBUSW = 1375
X86_INS_VPSUBW = 1376
X86_INS_VPTERNLOGD = 1377
X86_INS_VPTERNLOGQ = 1378
X86_INS_VPTESTMB = 1379
X86_INS_VPTESTMD = 1380
X86_INS_VPTESTMQ = 1381
X86_INS_VPTESTMW = 1382
X86_INS_VPTESTNMB = 1383
X86_INS_VPTESTNMD = 1384
X86_INS_VPTESTNMQ = 1385
X86_INS_VPTESTNMW = 1386
X86_INS_VPTEST = 1387
X86_INS_VPUNPCKHBW = 1388
X86_INS_VPUNPCKHDQ = 1389
X86_INS_VPUNPCKHQDQ = 1390
X86_INS_VPUNPCKHWD = 1391
X86_INS_VPUNPCKLBW = 1392
X86_INS_VPUNPCKLDQ = 1393
X86_INS_VPUNPCKLQDQ = 1394
X86_INS_VPUNPCKLWD = 1395
X86_INS_VPXORD = 1396
X86_INS_VPXORQ = 1397
X86_INS_VPXOR = 1398
X86_INS_VRANGEPD = 1399
X86_INS_VRANGEPS = 1400
X86_INS_VRANGESD = 1401
X86_INS_VRANGESS = 1402
X86_INS_VRCP14PD = 1403
X86_INS_VRCP14PS = 1404
X86_INS_VRCP14SD = 1405
X86_INS_VRCP14SS = 1406
X86_INS_VRCP28PD = 1407
X86_INS_VRCP28PS = 1408
X86_INS_VRCP28SD = 1409
X86_INS_VRCP28SS = 1410
X86_INS_VRCPPS = 1411
X86_INS_VRCPSS = 1412
X86_INS_VREDUCEPD = 1413
X86_INS_VREDUCEPS = 1414
X86_INS_VREDUCESD = 1415
X86_INS_VREDUCESS = 1416
X86_INS_VRNDSCALEPD = 1417
X86_INS_VRNDSCALEPS = 1418
X86_INS_VRNDSCALESD = 1419
X86_INS_VRNDSCALESS = 1420
X86_INS_VROUNDPD = 1421
X86_INS_VROUNDPS = 1422
X86_INS_VROUNDSD = 1423
X86_INS_VROUNDSS = 1424
X86_INS_VRSQRT14PD = 1425
X86_INS_VRSQRT14PS = 1426
X86_INS_VRSQRT14SD = 1427
X86_INS_VRSQRT14SS = 1428
X86_INS_VRSQRT28PD = 1429
X86_INS_VRSQRT28PS = 1430
X86_INS_VRSQRT28SD = 1431
X86_INS_VRSQRT28SS = 1432
X86_INS_VRSQRTPS = 1433
X86_INS_VRSQRTSS = 1434
X86_INS_VSCALEFPD = 1435
X86_INS_VSCALEFPS = 1436
X86_INS_VSCALEFSD = 1437
X86_INS_VSCALEFSS = 1438
X86_INS_VSCATTERDPD = 1439
X86_INS_VSCATTERDPS = 1440
X86_INS_VSCATTERPF0DPD = 1441
X86_INS_VSCATTERPF0DPS = 1442
X86_INS_VSCATTERPF0QPD = 1443
X86_INS_VSCATTERPF0QPS = 1444
X86_INS_VSCATTERPF1DPD = 1445
X86_INS_VSCATTERPF1DPS = 1446
X86_INS_VSCATTERPF1QPD = 1447
X86_INS_VSCATTERPF1QPS = 1448
X86_INS_VSCATTERQPD = 1449
X86_INS_VSCATTERQPS = 1450
X86_INS_VSHUFF32X4 = 1451
X86_INS_VSHUFF64X2 = 1452
X86_INS_VSHUFI32X4 = 1453
X86_INS_VSHUFI64X2 = 1454
X86_INS_VSHUFPD = 1455
X86_INS_VSHUFPS = 1456
X86_INS_VSQRTPD = 1457
X86_INS_VSQRTPS = 1458
X86_INS_VSQRTSD = 1459
X86_INS_VSQRTSS = 1460
X86_INS_VSTMXCSR = 1461
X86_INS_VSUBPD = 1462
X86_INS_VSUBPS = 1463
X86_INS_VSUBSD = 1464
X86_INS_VSUBSS = 1465
X86_INS_VTESTPD = 1466
X86_INS_VTESTPS = 1467
X86_INS_VUCOMISD = 1468
X86_INS_VUCOMISS = 1469
X86_INS_VUNPCKHPD = 1470
X86_INS_VUNPCKHPS = 1471
X86_INS_VUNPCKLPD = 1472
X86_INS_VUNPCKLPS = 1473
X86_INS_VXORPD = 1474
X86_INS_VXORPS = 1475
X86_INS_VZEROALL = 1476
X86_INS_VZEROUPPER = 1477
X86_INS_WAIT = 1478
X86_INS_WBINVD = 1479
X86_INS_WBNOINVD = 1480
X86_INS_WRFSBASE = 1481
X86_INS_WRGSBASE = 1482
X86_INS_WRMSR = 1483
X86_INS_WRPKRU = 1484
X86_INS_WRSSD = 1485
X86_INS_WRSSQ = 1486
X86_INS_WRUSSD = 1487
X86_INS_WRUSSQ = 1488
X86_INS_XABORT = 1489
X86_INS_XACQUIRE = 1490
X86_INS_XADD = 1491
X86_INS_XBEGIN = 1492
X86_INS_XCHG = 1493
X86_INS_FXCH = 1494
X86_INS_XCRYPTCBC = 1495
X86_INS_XCRYPTCFB = 1496
X86_INS_XCRYPTCTR = 1497
X86_INS_XCRYPTECB = 1498
X86_INS_XCRYPTOFB = 1499
X86_INS_XEND = 1500
X86_INS_XGETBV = 1501
X86_INS_XLATB = 1502
X86_INS_XOR = 1503
X86_INS_XORPD = 1504
X86_INS_XORPS = 1505
X86_INS_XRELEASE = 1506
X86_INS_XRSTOR = 1507
X86_INS_XRSTOR64 = 1508
X86_INS_XRSTORS = 1509
X86_INS_XRSTORS64 = 1510
X86_INS_XSAVE = 1511
X86_INS_XSAVE64 = 1512
X86_INS_XSAVEC = 1513
X86_INS_XSAVEC64 = 1514
X86_INS_XSAVEOPT = 1515
X86_INS_XSAVEOPT64 = 1516
X86_INS_XSAVES = 1517
X86_INS_XSAVES64 = 1518
X86_INS_XSETBV = 1519
X86_INS_XSHA1 = 1520
X86_INS_XSHA256 = 1521
X86_INS_XSTORE = 1522
X86_INS_XTEST = 1523
X86_INS_ENDING = 1524
X86_GRP_INVALID = 0
X86_GRP_JUMP = 1
X86_GRP_CALL = 2
X86_GRP_RET = 3
X86_GRP_INT = 4
X86_GRP_IRET = 5
X86_GRP_PRIVILEGE = 6
X86_GRP_BRANCH_RELATIVE = 7
X86_GRP_VM = 128
X86_GRP_3DNOW = 129
X86_GRP_AES = 130
X86_GRP_ADX = 131
X86_GRP_AVX = 132
X86_GRP_AVX2 = 133
X86_GRP_AVX512 = 134
X86_GRP_BMI = 135
X86_GRP_BMI2 = 136
X86_GRP_CMOV = 137
X86_GRP_F16C = 138
X86_GRP_FMA = 139
X86_GRP_FMA4 = 140
X86_GRP_FSGSBASE = 141
X86_GRP_HLE = 142
X86_GRP_MMX = 143
X86_GRP_MODE32 = 144
X86_GRP_MODE64 = 145
X86_GRP_RTM = 146
X86_GRP_SHA = 147
X86_GRP_SSE1 = 148
X86_GRP_SSE2 = 149
X86_GRP_SSE3 = 150
X86_GRP_SSE41 = 151
X86_GRP_SSE42 = 152
X86_GRP_SSE4A = 153
X86_GRP_SSSE3 = 154
X86_GRP_PCLMUL = 155
X86_GRP_XOP = 156
X86_GRP_CDI = 157
X86_GRP_ERI = 158
X86_GRP_TBM = 159
X86_GRP_16BITMODE = 160
X86_GRP_NOT64BITMODE = 161
X86_GRP_SGX = 162
X86_GRP_DQI = 163
X86_GRP_BWI = 164
X86_GRP_PFI = 165
X86_GRP_VLX = 166
X86_GRP_SMAP = 167
X86_GRP_NOVLX = 168
X86_GRP_FPU = 169
X86_GRP_ENDING = 170
| x86_reg_invalid = 0
x86_reg_ah = 1
x86_reg_al = 2
x86_reg_ax = 3
x86_reg_bh = 4
x86_reg_bl = 5
x86_reg_bp = 6
x86_reg_bpl = 7
x86_reg_bx = 8
x86_reg_ch = 9
x86_reg_cl = 10
x86_reg_cs = 11
x86_reg_cx = 12
x86_reg_dh = 13
x86_reg_di = 14
x86_reg_dil = 15
x86_reg_dl = 16
x86_reg_ds = 17
x86_reg_dx = 18
x86_reg_eax = 19
x86_reg_ebp = 20
x86_reg_ebx = 21
x86_reg_ecx = 22
x86_reg_edi = 23
x86_reg_edx = 24
x86_reg_eflags = 25
x86_reg_eip = 26
x86_reg_eiz = 27
x86_reg_es = 28
x86_reg_esi = 29
x86_reg_esp = 30
x86_reg_fpsw = 31
x86_reg_fs = 32
x86_reg_gs = 33
x86_reg_ip = 34
x86_reg_rax = 35
x86_reg_rbp = 36
x86_reg_rbx = 37
x86_reg_rcx = 38
x86_reg_rdi = 39
x86_reg_rdx = 40
x86_reg_rip = 41
x86_reg_riz = 42
x86_reg_rsi = 43
x86_reg_rsp = 44
x86_reg_si = 45
x86_reg_sil = 46
x86_reg_sp = 47
x86_reg_spl = 48
x86_reg_ss = 49
x86_reg_cr0 = 50
x86_reg_cr1 = 51
x86_reg_cr2 = 52
x86_reg_cr3 = 53
x86_reg_cr4 = 54
x86_reg_cr5 = 55
x86_reg_cr6 = 56
x86_reg_cr7 = 57
x86_reg_cr8 = 58
x86_reg_cr9 = 59
x86_reg_cr10 = 60
x86_reg_cr11 = 61
x86_reg_cr12 = 62
x86_reg_cr13 = 63
x86_reg_cr14 = 64
x86_reg_cr15 = 65
x86_reg_dr0 = 66
x86_reg_dr1 = 67
x86_reg_dr2 = 68
x86_reg_dr3 = 69
x86_reg_dr4 = 70
x86_reg_dr5 = 71
x86_reg_dr6 = 72
x86_reg_dr7 = 73
x86_reg_dr8 = 74
x86_reg_dr9 = 75
x86_reg_dr10 = 76
x86_reg_dr11 = 77
x86_reg_dr12 = 78
x86_reg_dr13 = 79
x86_reg_dr14 = 80
x86_reg_dr15 = 81
x86_reg_fp0 = 82
x86_reg_fp1 = 83
x86_reg_fp2 = 84
x86_reg_fp3 = 85
x86_reg_fp4 = 86
x86_reg_fp5 = 87
x86_reg_fp6 = 88
x86_reg_fp7 = 89
x86_reg_k0 = 90
x86_reg_k1 = 91
x86_reg_k2 = 92
x86_reg_k3 = 93
x86_reg_k4 = 94
x86_reg_k5 = 95
x86_reg_k6 = 96
x86_reg_k7 = 97
x86_reg_mm0 = 98
x86_reg_mm1 = 99
x86_reg_mm2 = 100
x86_reg_mm3 = 101
x86_reg_mm4 = 102
x86_reg_mm5 = 103
x86_reg_mm6 = 104
x86_reg_mm7 = 105
x86_reg_r8 = 106
x86_reg_r9 = 107
x86_reg_r10 = 108
x86_reg_r11 = 109
x86_reg_r12 = 110
x86_reg_r13 = 111
x86_reg_r14 = 112
x86_reg_r15 = 113
x86_reg_st0 = 114
x86_reg_st1 = 115
x86_reg_st2 = 116
x86_reg_st3 = 117
x86_reg_st4 = 118
x86_reg_st5 = 119
x86_reg_st6 = 120
x86_reg_st7 = 121
x86_reg_xmm0 = 122
x86_reg_xmm1 = 123
x86_reg_xmm2 = 124
x86_reg_xmm3 = 125
x86_reg_xmm4 = 126
x86_reg_xmm5 = 127
x86_reg_xmm6 = 128
x86_reg_xmm7 = 129
x86_reg_xmm8 = 130
x86_reg_xmm9 = 131
x86_reg_xmm10 = 132
x86_reg_xmm11 = 133
x86_reg_xmm12 = 134
x86_reg_xmm13 = 135
x86_reg_xmm14 = 136
x86_reg_xmm15 = 137
x86_reg_xmm16 = 138
x86_reg_xmm17 = 139
x86_reg_xmm18 = 140
x86_reg_xmm19 = 141
x86_reg_xmm20 = 142
x86_reg_xmm21 = 143
x86_reg_xmm22 = 144
x86_reg_xmm23 = 145
x86_reg_xmm24 = 146
x86_reg_xmm25 = 147
x86_reg_xmm26 = 148
x86_reg_xmm27 = 149
x86_reg_xmm28 = 150
x86_reg_xmm29 = 151
x86_reg_xmm30 = 152
x86_reg_xmm31 = 153
x86_reg_ymm0 = 154
x86_reg_ymm1 = 155
x86_reg_ymm2 = 156
x86_reg_ymm3 = 157
x86_reg_ymm4 = 158
x86_reg_ymm5 = 159
x86_reg_ymm6 = 160
x86_reg_ymm7 = 161
x86_reg_ymm8 = 162
x86_reg_ymm9 = 163
x86_reg_ymm10 = 164
x86_reg_ymm11 = 165
x86_reg_ymm12 = 166
x86_reg_ymm13 = 167
x86_reg_ymm14 = 168
x86_reg_ymm15 = 169
x86_reg_ymm16 = 170
x86_reg_ymm17 = 171
x86_reg_ymm18 = 172
x86_reg_ymm19 = 173
x86_reg_ymm20 = 174
x86_reg_ymm21 = 175
x86_reg_ymm22 = 176
x86_reg_ymm23 = 177
x86_reg_ymm24 = 178
x86_reg_ymm25 = 179
x86_reg_ymm26 = 180
x86_reg_ymm27 = 181
x86_reg_ymm28 = 182
x86_reg_ymm29 = 183
x86_reg_ymm30 = 184
x86_reg_ymm31 = 185
x86_reg_zmm0 = 186
x86_reg_zmm1 = 187
x86_reg_zmm2 = 188
x86_reg_zmm3 = 189
x86_reg_zmm4 = 190
x86_reg_zmm5 = 191
x86_reg_zmm6 = 192
x86_reg_zmm7 = 193
x86_reg_zmm8 = 194
x86_reg_zmm9 = 195
x86_reg_zmm10 = 196
x86_reg_zmm11 = 197
x86_reg_zmm12 = 198
x86_reg_zmm13 = 199
x86_reg_zmm14 = 200
x86_reg_zmm15 = 201
x86_reg_zmm16 = 202
x86_reg_zmm17 = 203
x86_reg_zmm18 = 204
x86_reg_zmm19 = 205
x86_reg_zmm20 = 206
x86_reg_zmm21 = 207
x86_reg_zmm22 = 208
x86_reg_zmm23 = 209
x86_reg_zmm24 = 210
x86_reg_zmm25 = 211
x86_reg_zmm26 = 212
x86_reg_zmm27 = 213
x86_reg_zmm28 = 214
x86_reg_zmm29 = 215
x86_reg_zmm30 = 216
x86_reg_zmm31 = 217
x86_reg_r8_b = 218
x86_reg_r9_b = 219
x86_reg_r10_b = 220
x86_reg_r11_b = 221
x86_reg_r12_b = 222
x86_reg_r13_b = 223
x86_reg_r14_b = 224
x86_reg_r15_b = 225
x86_reg_r8_d = 226
x86_reg_r9_d = 227
x86_reg_r10_d = 228
x86_reg_r11_d = 229
x86_reg_r12_d = 230
x86_reg_r13_d = 231
x86_reg_r14_d = 232
x86_reg_r15_d = 233
x86_reg_r8_w = 234
x86_reg_r9_w = 235
x86_reg_r10_w = 236
x86_reg_r11_w = 237
x86_reg_r12_w = 238
x86_reg_r13_w = 239
x86_reg_r14_w = 240
x86_reg_r15_w = 241
x86_reg_bnd0 = 242
x86_reg_bnd1 = 243
x86_reg_bnd2 = 244
x86_reg_bnd3 = 245
x86_reg_ending = 246
x86_eflags_modify_af = 1 << 0
x86_eflags_modify_cf = 1 << 1
x86_eflags_modify_sf = 1 << 2
x86_eflags_modify_zf = 1 << 3
x86_eflags_modify_pf = 1 << 4
x86_eflags_modify_of = 1 << 5
x86_eflags_modify_tf = 1 << 6
x86_eflags_modify_if = 1 << 7
x86_eflags_modify_df = 1 << 8
x86_eflags_modify_nt = 1 << 9
x86_eflags_modify_rf = 1 << 10
x86_eflags_prior_of = 1 << 11
x86_eflags_prior_sf = 1 << 12
x86_eflags_prior_zf = 1 << 13
x86_eflags_prior_af = 1 << 14
x86_eflags_prior_pf = 1 << 15
x86_eflags_prior_cf = 1 << 16
x86_eflags_prior_tf = 1 << 17
x86_eflags_prior_if = 1 << 18
x86_eflags_prior_df = 1 << 19
x86_eflags_prior_nt = 1 << 20
x86_eflags_reset_of = 1 << 21
x86_eflags_reset_cf = 1 << 22
x86_eflags_reset_df = 1 << 23
x86_eflags_reset_if = 1 << 24
x86_eflags_reset_sf = 1 << 25
x86_eflags_reset_af = 1 << 26
x86_eflags_reset_tf = 1 << 27
x86_eflags_reset_nt = 1 << 28
x86_eflags_reset_pf = 1 << 29
x86_eflags_set_cf = 1 << 30
x86_eflags_set_df = 1 << 31
x86_eflags_set_if = 1 << 32
x86_eflags_test_of = 1 << 33
x86_eflags_test_sf = 1 << 34
x86_eflags_test_zf = 1 << 35
x86_eflags_test_pf = 1 << 36
x86_eflags_test_cf = 1 << 37
x86_eflags_test_nt = 1 << 38
x86_eflags_test_df = 1 << 39
x86_eflags_undefined_of = 1 << 40
x86_eflags_undefined_sf = 1 << 41
x86_eflags_undefined_zf = 1 << 42
x86_eflags_undefined_pf = 1 << 43
x86_eflags_undefined_af = 1 << 44
x86_eflags_undefined_cf = 1 << 45
x86_eflags_reset_rf = 1 << 46
x86_eflags_test_rf = 1 << 47
x86_eflags_test_if = 1 << 48
x86_eflags_test_tf = 1 << 49
x86_eflags_test_af = 1 << 50
x86_eflags_reset_zf = 1 << 51
x86_eflags_set_of = 1 << 52
x86_eflags_set_sf = 1 << 53
x86_eflags_set_zf = 1 << 54
x86_eflags_set_af = 1 << 55
x86_eflags_set_pf = 1 << 56
x86_eflags_reset_0_f = 1 << 57
x86_eflags_reset_ac = 1 << 58
x86_fpu_flags_modify_c0 = 1 << 0
x86_fpu_flags_modify_c1 = 1 << 1
x86_fpu_flags_modify_c2 = 1 << 2
x86_fpu_flags_modify_c3 = 1 << 3
x86_fpu_flags_reset_c0 = 1 << 4
x86_fpu_flags_reset_c1 = 1 << 5
x86_fpu_flags_reset_c2 = 1 << 6
x86_fpu_flags_reset_c3 = 1 << 7
x86_fpu_flags_set_c0 = 1 << 8
x86_fpu_flags_set_c1 = 1 << 9
x86_fpu_flags_set_c2 = 1 << 10
x86_fpu_flags_set_c3 = 1 << 11
x86_fpu_flags_undefined_c0 = 1 << 12
x86_fpu_flags_undefined_c1 = 1 << 13
x86_fpu_flags_undefined_c2 = 1 << 14
x86_fpu_flags_undefined_c3 = 1 << 15
x86_fpu_flags_test_c0 = 1 << 16
x86_fpu_flags_test_c1 = 1 << 17
x86_fpu_flags_test_c2 = 1 << 18
x86_fpu_flags_test_c3 = 1 << 19
x86_op_invalid = 0
x86_op_reg = 1
x86_op_imm = 2
x86_op_mem = 3
x86_xop_cc_invalid = 0
x86_xop_cc_lt = 1
x86_xop_cc_le = 2
x86_xop_cc_gt = 3
x86_xop_cc_ge = 4
x86_xop_cc_eq = 5
x86_xop_cc_neq = 6
x86_xop_cc_false = 7
x86_xop_cc_true = 8
x86_avx_bcast_invalid = 0
x86_avx_bcast_2 = 1
x86_avx_bcast_4 = 2
x86_avx_bcast_8 = 3
x86_avx_bcast_16 = 4
x86_sse_cc_invalid = 0
x86_sse_cc_eq = 1
x86_sse_cc_lt = 2
x86_sse_cc_le = 3
x86_sse_cc_unord = 4
x86_sse_cc_neq = 5
x86_sse_cc_nlt = 6
x86_sse_cc_nle = 7
x86_sse_cc_ord = 8
x86_avx_cc_invalid = 0
x86_avx_cc_eq = 1
x86_avx_cc_lt = 2
x86_avx_cc_le = 3
x86_avx_cc_unord = 4
x86_avx_cc_neq = 5
x86_avx_cc_nlt = 6
x86_avx_cc_nle = 7
x86_avx_cc_ord = 8
x86_avx_cc_eq_uq = 9
x86_avx_cc_nge = 10
x86_avx_cc_ngt = 11
x86_avx_cc_false = 12
x86_avx_cc_neq_oq = 13
x86_avx_cc_ge = 14
x86_avx_cc_gt = 15
x86_avx_cc_true = 16
x86_avx_cc_eq_os = 17
x86_avx_cc_lt_oq = 18
x86_avx_cc_le_oq = 19
x86_avx_cc_unord_s = 20
x86_avx_cc_neq_us = 21
x86_avx_cc_nlt_uq = 22
x86_avx_cc_nle_uq = 23
x86_avx_cc_ord_s = 24
x86_avx_cc_eq_us = 25
x86_avx_cc_nge_uq = 26
x86_avx_cc_ngt_uq = 27
x86_avx_cc_false_os = 28
x86_avx_cc_neq_os = 29
x86_avx_cc_ge_oq = 30
x86_avx_cc_gt_oq = 31
x86_avx_cc_true_us = 32
x86_avx_rm_invalid = 0
x86_avx_rm_rn = 1
x86_avx_rm_rd = 2
x86_avx_rm_ru = 3
x86_avx_rm_rz = 4
x86_prefix_lock = 240
x86_prefix_rep = 243
x86_prefix_repe = 243
x86_prefix_repne = 242
x86_prefix_cs = 46
x86_prefix_ss = 54
x86_prefix_ds = 62
x86_prefix_es = 38
x86_prefix_fs = 100
x86_prefix_gs = 101
x86_prefix_opsize = 102
x86_prefix_addrsize = 103
x86_ins_invalid = 0
x86_ins_aaa = 1
x86_ins_aad = 2
x86_ins_aam = 3
x86_ins_aas = 4
x86_ins_fabs = 5
x86_ins_adc = 6
x86_ins_adcx = 7
x86_ins_add = 8
x86_ins_addpd = 9
x86_ins_addps = 10
x86_ins_addsd = 11
x86_ins_addss = 12
x86_ins_addsubpd = 13
x86_ins_addsubps = 14
x86_ins_fadd = 15
x86_ins_fiadd = 16
x86_ins_adox = 17
x86_ins_aesdeclast = 18
x86_ins_aesdec = 19
x86_ins_aesenclast = 20
x86_ins_aesenc = 21
x86_ins_aesimc = 22
x86_ins_aeskeygenassist = 23
x86_ins_and = 24
x86_ins_andn = 25
x86_ins_andnpd = 26
x86_ins_andnps = 27
x86_ins_andpd = 28
x86_ins_andps = 29
x86_ins_arpl = 30
x86_ins_bextr = 31
x86_ins_blcfill = 32
x86_ins_blci = 33
x86_ins_blcic = 34
x86_ins_blcmsk = 35
x86_ins_blcs = 36
x86_ins_blendpd = 37
x86_ins_blendps = 38
x86_ins_blendvpd = 39
x86_ins_blendvps = 40
x86_ins_blsfill = 41
x86_ins_blsi = 42
x86_ins_blsic = 43
x86_ins_blsmsk = 44
x86_ins_blsr = 45
x86_ins_bndcl = 46
x86_ins_bndcn = 47
x86_ins_bndcu = 48
x86_ins_bndldx = 49
x86_ins_bndmk = 50
x86_ins_bndmov = 51
x86_ins_bndstx = 52
x86_ins_bound = 53
x86_ins_bsf = 54
x86_ins_bsr = 55
x86_ins_bswap = 56
x86_ins_bt = 57
x86_ins_btc = 58
x86_ins_btr = 59
x86_ins_bts = 60
x86_ins_bzhi = 61
x86_ins_call = 62
x86_ins_cbw = 63
x86_ins_cdq = 64
x86_ins_cdqe = 65
x86_ins_fchs = 66
x86_ins_clac = 67
x86_ins_clc = 68
x86_ins_cld = 69
x86_ins_cldemote = 70
x86_ins_clflush = 71
x86_ins_clflushopt = 72
x86_ins_clgi = 73
x86_ins_cli = 74
x86_ins_clrssbsy = 75
x86_ins_clts = 76
x86_ins_clwb = 77
x86_ins_clzero = 78
x86_ins_cmc = 79
x86_ins_cmova = 80
x86_ins_cmovae = 81
x86_ins_cmovb = 82
x86_ins_cmovbe = 83
x86_ins_fcmovbe = 84
x86_ins_fcmovb = 85
x86_ins_cmove = 86
x86_ins_fcmove = 87
x86_ins_cmovg = 88
x86_ins_cmovge = 89
x86_ins_cmovl = 90
x86_ins_cmovle = 91
x86_ins_fcmovnbe = 92
x86_ins_fcmovnb = 93
x86_ins_cmovne = 94
x86_ins_fcmovne = 95
x86_ins_cmovno = 96
x86_ins_cmovnp = 97
x86_ins_fcmovnu = 98
x86_ins_fcmovnp = 99
x86_ins_cmovns = 100
x86_ins_cmovo = 101
x86_ins_cmovp = 102
x86_ins_fcmovu = 103
x86_ins_cmovs = 104
x86_ins_cmp = 105
x86_ins_cmppd = 106
x86_ins_cmpps = 107
x86_ins_cmpsb = 108
x86_ins_cmpsd = 109
x86_ins_cmpsq = 110
x86_ins_cmpss = 111
x86_ins_cmpsw = 112
x86_ins_cmpxchg16_b = 113
x86_ins_cmpxchg = 114
x86_ins_cmpxchg8_b = 115
x86_ins_comisd = 116
x86_ins_comiss = 117
x86_ins_fcomp = 118
x86_ins_fcompi = 119
x86_ins_fcomi = 120
x86_ins_fcom = 121
x86_ins_fcos = 122
x86_ins_cpuid = 123
x86_ins_cqo = 124
x86_ins_crc32 = 125
x86_ins_cvtdq2_pd = 126
x86_ins_cvtdq2_ps = 127
x86_ins_cvtpd2_dq = 128
x86_ins_cvtpd2_ps = 129
x86_ins_cvtps2_dq = 130
x86_ins_cvtps2_pd = 131
x86_ins_cvtsd2_si = 132
x86_ins_cvtsd2_ss = 133
x86_ins_cvtsi2_sd = 134
x86_ins_cvtsi2_ss = 135
x86_ins_cvtss2_sd = 136
x86_ins_cvtss2_si = 137
x86_ins_cvttpd2_dq = 138
x86_ins_cvttps2_dq = 139
x86_ins_cvttsd2_si = 140
x86_ins_cvttss2_si = 141
x86_ins_cwd = 142
x86_ins_cwde = 143
x86_ins_daa = 144
x86_ins_das = 145
x86_ins_data16 = 146
x86_ins_dec = 147
x86_ins_div = 148
x86_ins_divpd = 149
x86_ins_divps = 150
x86_ins_fdivr = 151
x86_ins_fidivr = 152
x86_ins_fdivrp = 153
x86_ins_divsd = 154
x86_ins_divss = 155
x86_ins_fdiv = 156
x86_ins_fidiv = 157
x86_ins_fdivp = 158
x86_ins_dppd = 159
x86_ins_dpps = 160
x86_ins_encls = 161
x86_ins_enclu = 162
x86_ins_enclv = 163
x86_ins_endbr32 = 164
x86_ins_endbr64 = 165
x86_ins_enter = 166
x86_ins_extractps = 167
x86_ins_extrq = 168
x86_ins_f2_xm1 = 169
x86_ins_lcall = 170
x86_ins_ljmp = 171
x86_ins_jmp = 172
x86_ins_fbld = 173
x86_ins_fbstp = 174
x86_ins_fcompp = 175
x86_ins_fdecstp = 176
x86_ins_fdisi8087_nop = 177
x86_ins_femms = 178
x86_ins_feni8087_nop = 179
x86_ins_ffree = 180
x86_ins_ffreep = 181
x86_ins_ficom = 182
x86_ins_ficomp = 183
x86_ins_fincstp = 184
x86_ins_fldcw = 185
x86_ins_fldenv = 186
x86_ins_fldl2_e = 187
x86_ins_fldl2_t = 188
x86_ins_fldlg2 = 189
x86_ins_fldln2 = 190
x86_ins_fldpi = 191
x86_ins_fnclex = 192
x86_ins_fninit = 193
x86_ins_fnop = 194
x86_ins_fnstcw = 195
x86_ins_fnstsw = 196
x86_ins_fpatan = 197
x86_ins_fstpnce = 198
x86_ins_fprem = 199
x86_ins_fprem1 = 200
x86_ins_fptan = 201
x86_ins_frndint = 202
x86_ins_frstor = 203
x86_ins_fnsave = 204
x86_ins_fscale = 205
x86_ins_fsetpm = 206
x86_ins_fsincos = 207
x86_ins_fnstenv = 208
x86_ins_fxam = 209
x86_ins_fxrstor = 210
x86_ins_fxrstor64 = 211
x86_ins_fxsave = 212
x86_ins_fxsave64 = 213
x86_ins_fxtract = 214
x86_ins_fyl2_x = 215
x86_ins_fyl2_xp1 = 216
x86_ins_getsec = 217
x86_ins_gf2_p8_affineinvqb = 218
x86_ins_gf2_p8_affineqb = 219
x86_ins_gf2_p8_mulb = 220
x86_ins_haddpd = 221
x86_ins_haddps = 222
x86_ins_hlt = 223
x86_ins_hsubpd = 224
x86_ins_hsubps = 225
x86_ins_idiv = 226
x86_ins_fild = 227
x86_ins_imul = 228
x86_ins_in = 229
x86_ins_inc = 230
x86_ins_incsspd = 231
x86_ins_incsspq = 232
x86_ins_insb = 233
x86_ins_insertps = 234
x86_ins_insertq = 235
x86_ins_insd = 236
x86_ins_insw = 237
x86_ins_int = 238
x86_ins_int1 = 239
x86_ins_int3 = 240
x86_ins_into = 241
x86_ins_invd = 242
x86_ins_invept = 243
x86_ins_invlpg = 244
x86_ins_invlpga = 245
x86_ins_invpcid = 246
x86_ins_invvpid = 247
x86_ins_iret = 248
x86_ins_iretd = 249
x86_ins_iretq = 250
x86_ins_fisttp = 251
x86_ins_fist = 252
x86_ins_fistp = 253
x86_ins_jae = 254
x86_ins_ja = 255
x86_ins_jbe = 256
x86_ins_jb = 257
x86_ins_jcxz = 258
x86_ins_jecxz = 259
x86_ins_je = 260
x86_ins_jge = 261
x86_ins_jg = 262
x86_ins_jle = 263
x86_ins_jl = 264
x86_ins_jne = 265
x86_ins_jno = 266
x86_ins_jnp = 267
x86_ins_jns = 268
x86_ins_jo = 269
x86_ins_jp = 270
x86_ins_jrcxz = 271
x86_ins_js = 272
x86_ins_kaddb = 273
x86_ins_kaddd = 274
x86_ins_kaddq = 275
x86_ins_kaddw = 276
x86_ins_kandb = 277
x86_ins_kandd = 278
x86_ins_kandnb = 279
x86_ins_kandnd = 280
x86_ins_kandnq = 281
x86_ins_kandnw = 282
x86_ins_kandq = 283
x86_ins_kandw = 284
x86_ins_kmovb = 285
x86_ins_kmovd = 286
x86_ins_kmovq = 287
x86_ins_kmovw = 288
x86_ins_knotb = 289
x86_ins_knotd = 290
x86_ins_knotq = 291
x86_ins_knotw = 292
x86_ins_korb = 293
x86_ins_kord = 294
x86_ins_korq = 295
x86_ins_kortestb = 296
x86_ins_kortestd = 297
x86_ins_kortestq = 298
x86_ins_kortestw = 299
x86_ins_korw = 300
x86_ins_kshiftlb = 301
x86_ins_kshiftld = 302
x86_ins_kshiftlq = 303
x86_ins_kshiftlw = 304
x86_ins_kshiftrb = 305
x86_ins_kshiftrd = 306
x86_ins_kshiftrq = 307
x86_ins_kshiftrw = 308
x86_ins_ktestb = 309
x86_ins_ktestd = 310
x86_ins_ktestq = 311
x86_ins_ktestw = 312
x86_ins_kunpckbw = 313
x86_ins_kunpckdq = 314
x86_ins_kunpckwd = 315
x86_ins_kxnorb = 316
x86_ins_kxnord = 317
x86_ins_kxnorq = 318
x86_ins_kxnorw = 319
x86_ins_kxorb = 320
x86_ins_kxord = 321
x86_ins_kxorq = 322
x86_ins_kxorw = 323
x86_ins_lahf = 324
x86_ins_lar = 325
x86_ins_lddqu = 326
x86_ins_ldmxcsr = 327
x86_ins_lds = 328
x86_ins_fldz = 329
x86_ins_fld1 = 330
x86_ins_fld = 331
x86_ins_lea = 332
x86_ins_leave = 333
x86_ins_les = 334
x86_ins_lfence = 335
x86_ins_lfs = 336
x86_ins_lgdt = 337
x86_ins_lgs = 338
x86_ins_lidt = 339
x86_ins_lldt = 340
x86_ins_llwpcb = 341
x86_ins_lmsw = 342
x86_ins_lock = 343
x86_ins_lodsb = 344
x86_ins_lodsd = 345
x86_ins_lodsq = 346
x86_ins_lodsw = 347
x86_ins_loop = 348
x86_ins_loope = 349
x86_ins_loopne = 350
x86_ins_retf = 351
x86_ins_retfq = 352
x86_ins_lsl = 353
x86_ins_lss = 354
x86_ins_ltr = 355
x86_ins_lwpins = 356
x86_ins_lwpval = 357
x86_ins_lzcnt = 358
x86_ins_maskmovdqu = 359
x86_ins_maxpd = 360
x86_ins_maxps = 361
x86_ins_maxsd = 362
x86_ins_maxss = 363
x86_ins_mfence = 364
x86_ins_minpd = 365
x86_ins_minps = 366
x86_ins_minsd = 367
x86_ins_minss = 368
x86_ins_cvtpd2_pi = 369
x86_ins_cvtpi2_pd = 370
x86_ins_cvtpi2_ps = 371
x86_ins_cvtps2_pi = 372
x86_ins_cvttpd2_pi = 373
x86_ins_cvttps2_pi = 374
x86_ins_emms = 375
x86_ins_maskmovq = 376
x86_ins_movd = 377
x86_ins_movq = 378
x86_ins_movdq2_q = 379
x86_ins_movntq = 380
x86_ins_movq2_dq = 381
x86_ins_pabsb = 382
x86_ins_pabsd = 383
x86_ins_pabsw = 384
x86_ins_packssdw = 385
x86_ins_packsswb = 386
x86_ins_packuswb = 387
x86_ins_paddb = 388
x86_ins_paddd = 389
x86_ins_paddq = 390
x86_ins_paddsb = 391
x86_ins_paddsw = 392
x86_ins_paddusb = 393
x86_ins_paddusw = 394
x86_ins_paddw = 395
x86_ins_palignr = 396
x86_ins_pandn = 397
x86_ins_pand = 398
x86_ins_pavgb = 399
x86_ins_pavgw = 400
x86_ins_pcmpeqb = 401
x86_ins_pcmpeqd = 402
x86_ins_pcmpeqw = 403
x86_ins_pcmpgtb = 404
x86_ins_pcmpgtd = 405
x86_ins_pcmpgtw = 406
x86_ins_pextrw = 407
x86_ins_phaddd = 408
x86_ins_phaddsw = 409
x86_ins_phaddw = 410
x86_ins_phsubd = 411
x86_ins_phsubsw = 412
x86_ins_phsubw = 413
x86_ins_pinsrw = 414
x86_ins_pmaddubsw = 415
x86_ins_pmaddwd = 416
x86_ins_pmaxsw = 417
x86_ins_pmaxub = 418
x86_ins_pminsw = 419
x86_ins_pminub = 420
x86_ins_pmovmskb = 421
x86_ins_pmulhrsw = 422
x86_ins_pmulhuw = 423
x86_ins_pmulhw = 424
x86_ins_pmullw = 425
x86_ins_pmuludq = 426
x86_ins_por = 427
x86_ins_psadbw = 428
x86_ins_pshufb = 429
x86_ins_pshufw = 430
x86_ins_psignb = 431
x86_ins_psignd = 432
x86_ins_psignw = 433
x86_ins_pslld = 434
x86_ins_psllq = 435
x86_ins_psllw = 436
x86_ins_psrad = 437
x86_ins_psraw = 438
x86_ins_psrld = 439
x86_ins_psrlq = 440
x86_ins_psrlw = 441
x86_ins_psubb = 442
x86_ins_psubd = 443
x86_ins_psubq = 444
x86_ins_psubsb = 445
x86_ins_psubsw = 446
x86_ins_psubusb = 447
x86_ins_psubusw = 448
x86_ins_psubw = 449
x86_ins_punpckhbw = 450
x86_ins_punpckhdq = 451
x86_ins_punpckhwd = 452
x86_ins_punpcklbw = 453
x86_ins_punpckldq = 454
x86_ins_punpcklwd = 455
x86_ins_pxor = 456
x86_ins_monitorx = 457
x86_ins_monitor = 458
x86_ins_montmul = 459
x86_ins_mov = 460
x86_ins_movabs = 461
x86_ins_movapd = 462
x86_ins_movaps = 463
x86_ins_movbe = 464
x86_ins_movddup = 465
x86_ins_movdir64_b = 466
x86_ins_movdiri = 467
x86_ins_movdqa = 468
x86_ins_movdqu = 469
x86_ins_movhlps = 470
x86_ins_movhpd = 471
x86_ins_movhps = 472
x86_ins_movlhps = 473
x86_ins_movlpd = 474
x86_ins_movlps = 475
x86_ins_movmskpd = 476
x86_ins_movmskps = 477
x86_ins_movntdqa = 478
x86_ins_movntdq = 479
x86_ins_movnti = 480
x86_ins_movntpd = 481
x86_ins_movntps = 482
x86_ins_movntsd = 483
x86_ins_movntss = 484
x86_ins_movsb = 485
x86_ins_movsd = 486
x86_ins_movshdup = 487
x86_ins_movsldup = 488
x86_ins_movsq = 489
x86_ins_movss = 490
x86_ins_movsw = 491
x86_ins_movsx = 492
x86_ins_movsxd = 493
x86_ins_movupd = 494
x86_ins_movups = 495
x86_ins_movzx = 496
x86_ins_mpsadbw = 497
x86_ins_mul = 498
x86_ins_mulpd = 499
x86_ins_mulps = 500
x86_ins_mulsd = 501
x86_ins_mulss = 502
x86_ins_mulx = 503
x86_ins_fmul = 504
x86_ins_fimul = 505
x86_ins_fmulp = 506
x86_ins_mwaitx = 507
x86_ins_mwait = 508
x86_ins_neg = 509
x86_ins_nop = 510
x86_ins_not = 511
x86_ins_or = 512
x86_ins_orpd = 513
x86_ins_orps = 514
x86_ins_out = 515
x86_ins_outsb = 516
x86_ins_outsd = 517
x86_ins_outsw = 518
x86_ins_packusdw = 519
x86_ins_pause = 520
x86_ins_pavgusb = 521
x86_ins_pblendvb = 522
x86_ins_pblendw = 523
x86_ins_pclmulqdq = 524
x86_ins_pcmpeqq = 525
x86_ins_pcmpestri = 526
x86_ins_pcmpestrm = 527
x86_ins_pcmpgtq = 528
x86_ins_pcmpistri = 529
x86_ins_pcmpistrm = 530
x86_ins_pconfig = 531
x86_ins_pdep = 532
x86_ins_pext = 533
x86_ins_pextrb = 534
x86_ins_pextrd = 535
x86_ins_pextrq = 536
x86_ins_pf2_id = 537
x86_ins_pf2_iw = 538
x86_ins_pfacc = 539
x86_ins_pfadd = 540
x86_ins_pfcmpeq = 541
x86_ins_pfcmpge = 542
x86_ins_pfcmpgt = 543
x86_ins_pfmax = 544
x86_ins_pfmin = 545
x86_ins_pfmul = 546
x86_ins_pfnacc = 547
x86_ins_pfpnacc = 548
x86_ins_pfrcpit1 = 549
x86_ins_pfrcpit2 = 550
x86_ins_pfrcp = 551
x86_ins_pfrsqit1 = 552
x86_ins_pfrsqrt = 553
x86_ins_pfsubr = 554
x86_ins_pfsub = 555
x86_ins_phminposuw = 556
x86_ins_pi2_fd = 557
x86_ins_pi2_fw = 558
x86_ins_pinsrb = 559
x86_ins_pinsrd = 560
x86_ins_pinsrq = 561
x86_ins_pmaxsb = 562
x86_ins_pmaxsd = 563
x86_ins_pmaxud = 564
x86_ins_pmaxuw = 565
x86_ins_pminsb = 566
x86_ins_pminsd = 567
x86_ins_pminud = 568
x86_ins_pminuw = 569
x86_ins_pmovsxbd = 570
x86_ins_pmovsxbq = 571
x86_ins_pmovsxbw = 572
x86_ins_pmovsxdq = 573
x86_ins_pmovsxwd = 574
x86_ins_pmovsxwq = 575
x86_ins_pmovzxbd = 576
x86_ins_pmovzxbq = 577
x86_ins_pmovzxbw = 578
x86_ins_pmovzxdq = 579
x86_ins_pmovzxwd = 580
x86_ins_pmovzxwq = 581
x86_ins_pmuldq = 582
x86_ins_pmulhrw = 583
x86_ins_pmulld = 584
x86_ins_pop = 585
x86_ins_popaw = 586
x86_ins_popal = 587
x86_ins_popcnt = 588
x86_ins_popf = 589
x86_ins_popfd = 590
x86_ins_popfq = 591
x86_ins_prefetch = 592
x86_ins_prefetchnta = 593
x86_ins_prefetcht0 = 594
x86_ins_prefetcht1 = 595
x86_ins_prefetcht2 = 596
x86_ins_prefetchw = 597
x86_ins_prefetchwt1 = 598
x86_ins_pshufd = 599
x86_ins_pshufhw = 600
x86_ins_pshuflw = 601
x86_ins_pslldq = 602
x86_ins_psrldq = 603
x86_ins_pswapd = 604
x86_ins_ptest = 605
x86_ins_ptwrite = 606
x86_ins_punpckhqdq = 607
x86_ins_punpcklqdq = 608
x86_ins_push = 609
x86_ins_pushaw = 610
x86_ins_pushal = 611
x86_ins_pushf = 612
x86_ins_pushfd = 613
x86_ins_pushfq = 614
x86_ins_rcl = 615
x86_ins_rcpps = 616
x86_ins_rcpss = 617
x86_ins_rcr = 618
x86_ins_rdfsbase = 619
x86_ins_rdgsbase = 620
x86_ins_rdmsr = 621
x86_ins_rdpid = 622
x86_ins_rdpkru = 623
x86_ins_rdpmc = 624
x86_ins_rdrand = 625
x86_ins_rdseed = 626
x86_ins_rdsspd = 627
x86_ins_rdsspq = 628
x86_ins_rdtsc = 629
x86_ins_rdtscp = 630
x86_ins_repne = 631
x86_ins_rep = 632
x86_ins_ret = 633
x86_ins_rex64 = 634
x86_ins_rol = 635
x86_ins_ror = 636
x86_ins_rorx = 637
x86_ins_roundpd = 638
x86_ins_roundps = 639
x86_ins_roundsd = 640
x86_ins_roundss = 641
x86_ins_rsm = 642
x86_ins_rsqrtps = 643
x86_ins_rsqrtss = 644
x86_ins_rstorssp = 645
x86_ins_sahf = 646
x86_ins_sal = 647
x86_ins_salc = 648
x86_ins_sar = 649
x86_ins_sarx = 650
x86_ins_saveprevssp = 651
x86_ins_sbb = 652
x86_ins_scasb = 653
x86_ins_scasd = 654
x86_ins_scasq = 655
x86_ins_scasw = 656
x86_ins_setae = 657
x86_ins_seta = 658
x86_ins_setbe = 659
x86_ins_setb = 660
x86_ins_sete = 661
x86_ins_setge = 662
x86_ins_setg = 663
x86_ins_setle = 664
x86_ins_setl = 665
x86_ins_setne = 666
x86_ins_setno = 667
x86_ins_setnp = 668
x86_ins_setns = 669
x86_ins_seto = 670
x86_ins_setp = 671
x86_ins_setssbsy = 672
x86_ins_sets = 673
x86_ins_sfence = 674
x86_ins_sgdt = 675
x86_ins_sha1_msg1 = 676
x86_ins_sha1_msg2 = 677
x86_ins_sha1_nexte = 678
x86_ins_sha1_rnds4 = 679
x86_ins_sha256_msg1 = 680
x86_ins_sha256_msg2 = 681
x86_ins_sha256_rnds2 = 682
x86_ins_shl = 683
x86_ins_shld = 684
x86_ins_shlx = 685
x86_ins_shr = 686
x86_ins_shrd = 687
x86_ins_shrx = 688
x86_ins_shufpd = 689
x86_ins_shufps = 690
x86_ins_sidt = 691
x86_ins_fsin = 692
x86_ins_skinit = 693
x86_ins_sldt = 694
x86_ins_slwpcb = 695
x86_ins_smsw = 696
x86_ins_sqrtpd = 697
x86_ins_sqrtps = 698
x86_ins_sqrtsd = 699
x86_ins_sqrtss = 700
x86_ins_fsqrt = 701
x86_ins_stac = 702
x86_ins_stc = 703
x86_ins_std = 704
x86_ins_stgi = 705
x86_ins_sti = 706
x86_ins_stmxcsr = 707
x86_ins_stosb = 708
x86_ins_stosd = 709
x86_ins_stosq = 710
x86_ins_stosw = 711
x86_ins_str = 712
x86_ins_fst = 713
x86_ins_fstp = 714
x86_ins_sub = 715
x86_ins_subpd = 716
x86_ins_subps = 717
x86_ins_fsubr = 718
x86_ins_fisubr = 719
x86_ins_fsubrp = 720
x86_ins_subsd = 721
x86_ins_subss = 722
x86_ins_fsub = 723
x86_ins_fisub = 724
x86_ins_fsubp = 725
x86_ins_swapgs = 726
x86_ins_syscall = 727
x86_ins_sysenter = 728
x86_ins_sysexit = 729
x86_ins_sysexitq = 730
x86_ins_sysret = 731
x86_ins_sysretq = 732
x86_ins_t1_mskc = 733
x86_ins_test = 734
x86_ins_tpause = 735
x86_ins_ftst = 736
x86_ins_tzcnt = 737
x86_ins_tzmsk = 738
x86_ins_ucomisd = 739
x86_ins_ucomiss = 740
x86_ins_fucompi = 741
x86_ins_fucomi = 742
x86_ins_fucompp = 743
x86_ins_fucomp = 744
x86_ins_fucom = 745
x86_ins_ud0 = 746
x86_ins_ud1 = 747
x86_ins_ud2 = 748
x86_ins_umonitor = 749
x86_ins_umwait = 750
x86_ins_unpckhpd = 751
x86_ins_unpckhps = 752
x86_ins_unpcklpd = 753
x86_ins_unpcklps = 754
x86_ins_v4_fmaddps = 755
x86_ins_v4_fmaddss = 756
x86_ins_v4_fnmaddps = 757
x86_ins_v4_fnmaddss = 758
x86_ins_vaddpd = 759
x86_ins_vaddps = 760
x86_ins_vaddsd = 761
x86_ins_vaddss = 762
x86_ins_vaddsubpd = 763
x86_ins_vaddsubps = 764
x86_ins_vaesdeclast = 765
x86_ins_vaesdec = 766
x86_ins_vaesenclast = 767
x86_ins_vaesenc = 768
x86_ins_vaesimc = 769
x86_ins_vaeskeygenassist = 770
x86_ins_valignd = 771
x86_ins_valignq = 772
x86_ins_vandnpd = 773
x86_ins_vandnps = 774
x86_ins_vandpd = 775
x86_ins_vandps = 776
x86_ins_vblendmpd = 777
x86_ins_vblendmps = 778
x86_ins_vblendpd = 779
x86_ins_vblendps = 780
x86_ins_vblendvpd = 781
x86_ins_vblendvps = 782
x86_ins_vbroadcastf128 = 783
x86_ins_vbroadcastf32_x2 = 784
x86_ins_vbroadcastf32_x4 = 785
x86_ins_vbroadcastf32_x8 = 786
x86_ins_vbroadcastf64_x2 = 787
x86_ins_vbroadcastf64_x4 = 788
x86_ins_vbroadcasti128 = 789
x86_ins_vbroadcasti32_x2 = 790
x86_ins_vbroadcasti32_x4 = 791
x86_ins_vbroadcasti32_x8 = 792
x86_ins_vbroadcasti64_x2 = 793
x86_ins_vbroadcasti64_x4 = 794
x86_ins_vbroadcastsd = 795
x86_ins_vbroadcastss = 796
x86_ins_vcmp = 797
x86_ins_vcmppd = 798
x86_ins_vcmpps = 799
x86_ins_vcmpsd = 800
x86_ins_vcmpss = 801
x86_ins_vcomisd = 802
x86_ins_vcomiss = 803
x86_ins_vcompresspd = 804
x86_ins_vcompressps = 805
x86_ins_vcvtdq2_pd = 806
x86_ins_vcvtdq2_ps = 807
x86_ins_vcvtpd2_dq = 808
x86_ins_vcvtpd2_ps = 809
x86_ins_vcvtpd2_qq = 810
x86_ins_vcvtpd2_udq = 811
x86_ins_vcvtpd2_uqq = 812
x86_ins_vcvtph2_ps = 813
x86_ins_vcvtps2_dq = 814
x86_ins_vcvtps2_pd = 815
x86_ins_vcvtps2_ph = 816
x86_ins_vcvtps2_qq = 817
x86_ins_vcvtps2_udq = 818
x86_ins_vcvtps2_uqq = 819
x86_ins_vcvtqq2_pd = 820
x86_ins_vcvtqq2_ps = 821
x86_ins_vcvtsd2_si = 822
x86_ins_vcvtsd2_ss = 823
x86_ins_vcvtsd2_usi = 824
x86_ins_vcvtsi2_sd = 825
x86_ins_vcvtsi2_ss = 826
x86_ins_vcvtss2_sd = 827
x86_ins_vcvtss2_si = 828
x86_ins_vcvtss2_usi = 829
x86_ins_vcvttpd2_dq = 830
x86_ins_vcvttpd2_qq = 831
x86_ins_vcvttpd2_udq = 832
x86_ins_vcvttpd2_uqq = 833
x86_ins_vcvttps2_dq = 834
x86_ins_vcvttps2_qq = 835
x86_ins_vcvttps2_udq = 836
x86_ins_vcvttps2_uqq = 837
x86_ins_vcvttsd2_si = 838
x86_ins_vcvttsd2_usi = 839
x86_ins_vcvttss2_si = 840
x86_ins_vcvttss2_usi = 841
x86_ins_vcvtudq2_pd = 842
x86_ins_vcvtudq2_ps = 843
x86_ins_vcvtuqq2_pd = 844
x86_ins_vcvtuqq2_ps = 845
x86_ins_vcvtusi2_sd = 846
x86_ins_vcvtusi2_ss = 847
x86_ins_vdbpsadbw = 848
x86_ins_vdivpd = 849
x86_ins_vdivps = 850
x86_ins_vdivsd = 851
x86_ins_vdivss = 852
x86_ins_vdppd = 853
x86_ins_vdpps = 854
x86_ins_verr = 855
x86_ins_verw = 856
x86_ins_vexp2_pd = 857
x86_ins_vexp2_ps = 858
x86_ins_vexpandpd = 859
x86_ins_vexpandps = 860
x86_ins_vextractf128 = 861
x86_ins_vextractf32_x4 = 862
x86_ins_vextractf32_x8 = 863
x86_ins_vextractf64_x2 = 864
x86_ins_vextractf64_x4 = 865
x86_ins_vextracti128 = 866
x86_ins_vextracti32_x4 = 867
x86_ins_vextracti32_x8 = 868
x86_ins_vextracti64_x2 = 869
x86_ins_vextracti64_x4 = 870
x86_ins_vextractps = 871
x86_ins_vfixupimmpd = 872
x86_ins_vfixupimmps = 873
x86_ins_vfixupimmsd = 874
x86_ins_vfixupimmss = 875
x86_ins_vfmadd132_pd = 876
x86_ins_vfmadd132_ps = 877
x86_ins_vfmadd132_sd = 878
x86_ins_vfmadd132_ss = 879
x86_ins_vfmadd213_pd = 880
x86_ins_vfmadd213_ps = 881
x86_ins_vfmadd213_sd = 882
x86_ins_vfmadd213_ss = 883
x86_ins_vfmadd231_pd = 884
x86_ins_vfmadd231_ps = 885
x86_ins_vfmadd231_sd = 886
x86_ins_vfmadd231_ss = 887
x86_ins_vfmaddpd = 888
x86_ins_vfmaddps = 889
x86_ins_vfmaddsd = 890
x86_ins_vfmaddss = 891
x86_ins_vfmaddsub132_pd = 892
x86_ins_vfmaddsub132_ps = 893
x86_ins_vfmaddsub213_pd = 894
x86_ins_vfmaddsub213_ps = 895
x86_ins_vfmaddsub231_pd = 896
x86_ins_vfmaddsub231_ps = 897
x86_ins_vfmaddsubpd = 898
x86_ins_vfmaddsubps = 899
x86_ins_vfmsub132_pd = 900
x86_ins_vfmsub132_ps = 901
x86_ins_vfmsub132_sd = 902
x86_ins_vfmsub132_ss = 903
x86_ins_vfmsub213_pd = 904
x86_ins_vfmsub213_ps = 905
x86_ins_vfmsub213_sd = 906
x86_ins_vfmsub213_ss = 907
x86_ins_vfmsub231_pd = 908
x86_ins_vfmsub231_ps = 909
x86_ins_vfmsub231_sd = 910
x86_ins_vfmsub231_ss = 911
x86_ins_vfmsubadd132_pd = 912
x86_ins_vfmsubadd132_ps = 913
x86_ins_vfmsubadd213_pd = 914
x86_ins_vfmsubadd213_ps = 915
x86_ins_vfmsubadd231_pd = 916
x86_ins_vfmsubadd231_ps = 917
x86_ins_vfmsubaddpd = 918
x86_ins_vfmsubaddps = 919
x86_ins_vfmsubpd = 920
x86_ins_vfmsubps = 921
x86_ins_vfmsubsd = 922
x86_ins_vfmsubss = 923
x86_ins_vfnmadd132_pd = 924
x86_ins_vfnmadd132_ps = 925
x86_ins_vfnmadd132_sd = 926
x86_ins_vfnmadd132_ss = 927
x86_ins_vfnmadd213_pd = 928
x86_ins_vfnmadd213_ps = 929
x86_ins_vfnmadd213_sd = 930
x86_ins_vfnmadd213_ss = 931
x86_ins_vfnmadd231_pd = 932
x86_ins_vfnmadd231_ps = 933
x86_ins_vfnmadd231_sd = 934
x86_ins_vfnmadd231_ss = 935
x86_ins_vfnmaddpd = 936
x86_ins_vfnmaddps = 937
x86_ins_vfnmaddsd = 938
x86_ins_vfnmaddss = 939
x86_ins_vfnmsub132_pd = 940
x86_ins_vfnmsub132_ps = 941
x86_ins_vfnmsub132_sd = 942
x86_ins_vfnmsub132_ss = 943
x86_ins_vfnmsub213_pd = 944
x86_ins_vfnmsub213_ps = 945
x86_ins_vfnmsub213_sd = 946
x86_ins_vfnmsub213_ss = 947
x86_ins_vfnmsub231_pd = 948
x86_ins_vfnmsub231_ps = 949
x86_ins_vfnmsub231_sd = 950
x86_ins_vfnmsub231_ss = 951
x86_ins_vfnmsubpd = 952
x86_ins_vfnmsubps = 953
x86_ins_vfnmsubsd = 954
x86_ins_vfnmsubss = 955
x86_ins_vfpclasspd = 956
x86_ins_vfpclassps = 957
x86_ins_vfpclasssd = 958
x86_ins_vfpclassss = 959
x86_ins_vfrczpd = 960
x86_ins_vfrczps = 961
x86_ins_vfrczsd = 962
x86_ins_vfrczss = 963
x86_ins_vgatherdpd = 964
x86_ins_vgatherdps = 965
x86_ins_vgatherpf0_dpd = 966
x86_ins_vgatherpf0_dps = 967
x86_ins_vgatherpf0_qpd = 968
x86_ins_vgatherpf0_qps = 969
x86_ins_vgatherpf1_dpd = 970
x86_ins_vgatherpf1_dps = 971
x86_ins_vgatherpf1_qpd = 972
x86_ins_vgatherpf1_qps = 973
x86_ins_vgatherqpd = 974
x86_ins_vgatherqps = 975
x86_ins_vgetexppd = 976
x86_ins_vgetexpps = 977
x86_ins_vgetexpsd = 978
x86_ins_vgetexpss = 979
x86_ins_vgetmantpd = 980
x86_ins_vgetmantps = 981
x86_ins_vgetmantsd = 982
x86_ins_vgetmantss = 983
x86_ins_vgf2_p8_affineinvqb = 984
x86_ins_vgf2_p8_affineqb = 985
x86_ins_vgf2_p8_mulb = 986
x86_ins_vhaddpd = 987
x86_ins_vhaddps = 988
x86_ins_vhsubpd = 989
x86_ins_vhsubps = 990
x86_ins_vinsertf128 = 991
x86_ins_vinsertf32_x4 = 992
x86_ins_vinsertf32_x8 = 993
x86_ins_vinsertf64_x2 = 994
x86_ins_vinsertf64_x4 = 995
x86_ins_vinserti128 = 996
x86_ins_vinserti32_x4 = 997
x86_ins_vinserti32_x8 = 998
x86_ins_vinserti64_x2 = 999
x86_ins_vinserti64_x4 = 1000
x86_ins_vinsertps = 1001
x86_ins_vlddqu = 1002
x86_ins_vldmxcsr = 1003
x86_ins_vmaskmovdqu = 1004
x86_ins_vmaskmovpd = 1005
x86_ins_vmaskmovps = 1006
x86_ins_vmaxpd = 1007
x86_ins_vmaxps = 1008
x86_ins_vmaxsd = 1009
x86_ins_vmaxss = 1010
x86_ins_vmcall = 1011
x86_ins_vmclear = 1012
x86_ins_vmfunc = 1013
x86_ins_vminpd = 1014
x86_ins_vminps = 1015
x86_ins_vminsd = 1016
x86_ins_vminss = 1017
x86_ins_vmlaunch = 1018
x86_ins_vmload = 1019
x86_ins_vmmcall = 1020
x86_ins_vmovq = 1021
x86_ins_vmovapd = 1022
x86_ins_vmovaps = 1023
x86_ins_vmovddup = 1024
x86_ins_vmovd = 1025
x86_ins_vmovdqa32 = 1026
x86_ins_vmovdqa64 = 1027
x86_ins_vmovdqa = 1028
x86_ins_vmovdqu16 = 1029
x86_ins_vmovdqu32 = 1030
x86_ins_vmovdqu64 = 1031
x86_ins_vmovdqu8 = 1032
x86_ins_vmovdqu = 1033
x86_ins_vmovhlps = 1034
x86_ins_vmovhpd = 1035
x86_ins_vmovhps = 1036
x86_ins_vmovlhps = 1037
x86_ins_vmovlpd = 1038
x86_ins_vmovlps = 1039
x86_ins_vmovmskpd = 1040
x86_ins_vmovmskps = 1041
x86_ins_vmovntdqa = 1042
x86_ins_vmovntdq = 1043
x86_ins_vmovntpd = 1044
x86_ins_vmovntps = 1045
x86_ins_vmovsd = 1046
x86_ins_vmovshdup = 1047
x86_ins_vmovsldup = 1048
x86_ins_vmovss = 1049
x86_ins_vmovupd = 1050
x86_ins_vmovups = 1051
x86_ins_vmpsadbw = 1052
x86_ins_vmptrld = 1053
x86_ins_vmptrst = 1054
x86_ins_vmread = 1055
x86_ins_vmresume = 1056
x86_ins_vmrun = 1057
x86_ins_vmsave = 1058
x86_ins_vmulpd = 1059
x86_ins_vmulps = 1060
x86_ins_vmulsd = 1061
x86_ins_vmulss = 1062
x86_ins_vmwrite = 1063
x86_ins_vmxoff = 1064
x86_ins_vmxon = 1065
x86_ins_vorpd = 1066
x86_ins_vorps = 1067
x86_ins_vp4_dpwssds = 1068
x86_ins_vp4_dpwssd = 1069
x86_ins_vpabsb = 1070
x86_ins_vpabsd = 1071
x86_ins_vpabsq = 1072
x86_ins_vpabsw = 1073
x86_ins_vpackssdw = 1074
x86_ins_vpacksswb = 1075
x86_ins_vpackusdw = 1076
x86_ins_vpackuswb = 1077
x86_ins_vpaddb = 1078
x86_ins_vpaddd = 1079
x86_ins_vpaddq = 1080
x86_ins_vpaddsb = 1081
x86_ins_vpaddsw = 1082
x86_ins_vpaddusb = 1083
x86_ins_vpaddusw = 1084
x86_ins_vpaddw = 1085
x86_ins_vpalignr = 1086
x86_ins_vpandd = 1087
x86_ins_vpandnd = 1088
x86_ins_vpandnq = 1089
x86_ins_vpandn = 1090
x86_ins_vpandq = 1091
x86_ins_vpand = 1092
x86_ins_vpavgb = 1093
x86_ins_vpavgw = 1094
x86_ins_vpblendd = 1095
x86_ins_vpblendmb = 1096
x86_ins_vpblendmd = 1097
x86_ins_vpblendmq = 1098
x86_ins_vpblendmw = 1099
x86_ins_vpblendvb = 1100
x86_ins_vpblendw = 1101
x86_ins_vpbroadcastb = 1102
x86_ins_vpbroadcastd = 1103
x86_ins_vpbroadcastmb2_q = 1104
x86_ins_vpbroadcastmw2_d = 1105
x86_ins_vpbroadcastq = 1106
x86_ins_vpbroadcastw = 1107
x86_ins_vpclmulqdq = 1108
x86_ins_vpcmov = 1109
x86_ins_vpcmp = 1110
x86_ins_vpcmpb = 1111
x86_ins_vpcmpd = 1112
x86_ins_vpcmpeqb = 1113
x86_ins_vpcmpeqd = 1114
x86_ins_vpcmpeqq = 1115
x86_ins_vpcmpeqw = 1116
x86_ins_vpcmpestri = 1117
x86_ins_vpcmpestrm = 1118
x86_ins_vpcmpgtb = 1119
x86_ins_vpcmpgtd = 1120
x86_ins_vpcmpgtq = 1121
x86_ins_vpcmpgtw = 1122
x86_ins_vpcmpistri = 1123
x86_ins_vpcmpistrm = 1124
x86_ins_vpcmpq = 1125
x86_ins_vpcmpub = 1126
x86_ins_vpcmpud = 1127
x86_ins_vpcmpuq = 1128
x86_ins_vpcmpuw = 1129
x86_ins_vpcmpw = 1130
x86_ins_vpcom = 1131
x86_ins_vpcomb = 1132
x86_ins_vpcomd = 1133
x86_ins_vpcompressb = 1134
x86_ins_vpcompressd = 1135
x86_ins_vpcompressq = 1136
x86_ins_vpcompressw = 1137
x86_ins_vpcomq = 1138
x86_ins_vpcomub = 1139
x86_ins_vpcomud = 1140
x86_ins_vpcomuq = 1141
x86_ins_vpcomuw = 1142
x86_ins_vpcomw = 1143
x86_ins_vpconflictd = 1144
x86_ins_vpconflictq = 1145
x86_ins_vpdpbusds = 1146
x86_ins_vpdpbusd = 1147
x86_ins_vpdpwssds = 1148
x86_ins_vpdpwssd = 1149
x86_ins_vperm2_f128 = 1150
x86_ins_vperm2_i128 = 1151
x86_ins_vpermb = 1152
x86_ins_vpermd = 1153
x86_ins_vpermi2_b = 1154
x86_ins_vpermi2_d = 1155
x86_ins_vpermi2_pd = 1156
x86_ins_vpermi2_ps = 1157
x86_ins_vpermi2_q = 1158
x86_ins_vpermi2_w = 1159
x86_ins_vpermil2_pd = 1160
x86_ins_vpermilpd = 1161
x86_ins_vpermil2_ps = 1162
x86_ins_vpermilps = 1163
x86_ins_vpermpd = 1164
x86_ins_vpermps = 1165
x86_ins_vpermq = 1166
x86_ins_vpermt2_b = 1167
x86_ins_vpermt2_d = 1168
x86_ins_vpermt2_pd = 1169
x86_ins_vpermt2_ps = 1170
x86_ins_vpermt2_q = 1171
x86_ins_vpermt2_w = 1172
x86_ins_vpermw = 1173
x86_ins_vpexpandb = 1174
x86_ins_vpexpandd = 1175
x86_ins_vpexpandq = 1176
x86_ins_vpexpandw = 1177
x86_ins_vpextrb = 1178
x86_ins_vpextrd = 1179
x86_ins_vpextrq = 1180
x86_ins_vpextrw = 1181
x86_ins_vpgatherdd = 1182
x86_ins_vpgatherdq = 1183
x86_ins_vpgatherqd = 1184
x86_ins_vpgatherqq = 1185
x86_ins_vphaddbd = 1186
x86_ins_vphaddbq = 1187
x86_ins_vphaddbw = 1188
x86_ins_vphadddq = 1189
x86_ins_vphaddd = 1190
x86_ins_vphaddsw = 1191
x86_ins_vphaddubd = 1192
x86_ins_vphaddubq = 1193
x86_ins_vphaddubw = 1194
x86_ins_vphaddudq = 1195
x86_ins_vphadduwd = 1196
x86_ins_vphadduwq = 1197
x86_ins_vphaddwd = 1198
x86_ins_vphaddwq = 1199
x86_ins_vphaddw = 1200
x86_ins_vphminposuw = 1201
x86_ins_vphsubbw = 1202
x86_ins_vphsubdq = 1203
x86_ins_vphsubd = 1204
x86_ins_vphsubsw = 1205
x86_ins_vphsubwd = 1206
x86_ins_vphsubw = 1207
x86_ins_vpinsrb = 1208
x86_ins_vpinsrd = 1209
x86_ins_vpinsrq = 1210
x86_ins_vpinsrw = 1211
x86_ins_vplzcntd = 1212
x86_ins_vplzcntq = 1213
x86_ins_vpmacsdd = 1214
x86_ins_vpmacsdqh = 1215
x86_ins_vpmacsdql = 1216
x86_ins_vpmacssdd = 1217
x86_ins_vpmacssdqh = 1218
x86_ins_vpmacssdql = 1219
x86_ins_vpmacsswd = 1220
x86_ins_vpmacssww = 1221
x86_ins_vpmacswd = 1222
x86_ins_vpmacsww = 1223
x86_ins_vpmadcsswd = 1224
x86_ins_vpmadcswd = 1225
x86_ins_vpmadd52_huq = 1226
x86_ins_vpmadd52_luq = 1227
x86_ins_vpmaddubsw = 1228
x86_ins_vpmaddwd = 1229
x86_ins_vpmaskmovd = 1230
x86_ins_vpmaskmovq = 1231
x86_ins_vpmaxsb = 1232
x86_ins_vpmaxsd = 1233
x86_ins_vpmaxsq = 1234
x86_ins_vpmaxsw = 1235
x86_ins_vpmaxub = 1236
x86_ins_vpmaxud = 1237
x86_ins_vpmaxuq = 1238
x86_ins_vpmaxuw = 1239
x86_ins_vpminsb = 1240
x86_ins_vpminsd = 1241
x86_ins_vpminsq = 1242
x86_ins_vpminsw = 1243
x86_ins_vpminub = 1244
x86_ins_vpminud = 1245
x86_ins_vpminuq = 1246
x86_ins_vpminuw = 1247
x86_ins_vpmovb2_m = 1248
x86_ins_vpmovd2_m = 1249
x86_ins_vpmovdb = 1250
x86_ins_vpmovdw = 1251
x86_ins_vpmovm2_b = 1252
x86_ins_vpmovm2_d = 1253
x86_ins_vpmovm2_q = 1254
x86_ins_vpmovm2_w = 1255
x86_ins_vpmovmskb = 1256
x86_ins_vpmovq2_m = 1257
x86_ins_vpmovqb = 1258
x86_ins_vpmovqd = 1259
x86_ins_vpmovqw = 1260
x86_ins_vpmovsdb = 1261
x86_ins_vpmovsdw = 1262
x86_ins_vpmovsqb = 1263
x86_ins_vpmovsqd = 1264
x86_ins_vpmovsqw = 1265
x86_ins_vpmovswb = 1266
x86_ins_vpmovsxbd = 1267
x86_ins_vpmovsxbq = 1268
x86_ins_vpmovsxbw = 1269
x86_ins_vpmovsxdq = 1270
x86_ins_vpmovsxwd = 1271
x86_ins_vpmovsxwq = 1272
x86_ins_vpmovusdb = 1273
x86_ins_vpmovusdw = 1274
x86_ins_vpmovusqb = 1275
x86_ins_vpmovusqd = 1276
x86_ins_vpmovusqw = 1277
x86_ins_vpmovuswb = 1278
x86_ins_vpmovw2_m = 1279
x86_ins_vpmovwb = 1280
x86_ins_vpmovzxbd = 1281
x86_ins_vpmovzxbq = 1282
x86_ins_vpmovzxbw = 1283
x86_ins_vpmovzxdq = 1284
x86_ins_vpmovzxwd = 1285
x86_ins_vpmovzxwq = 1286
x86_ins_vpmuldq = 1287
x86_ins_vpmulhrsw = 1288
x86_ins_vpmulhuw = 1289
x86_ins_vpmulhw = 1290
x86_ins_vpmulld = 1291
x86_ins_vpmullq = 1292
x86_ins_vpmullw = 1293
x86_ins_vpmultishiftqb = 1294
x86_ins_vpmuludq = 1295
x86_ins_vpopcntb = 1296
x86_ins_vpopcntd = 1297
x86_ins_vpopcntq = 1298
x86_ins_vpopcntw = 1299
x86_ins_vpord = 1300
x86_ins_vporq = 1301
x86_ins_vpor = 1302
x86_ins_vpperm = 1303
x86_ins_vprold = 1304
x86_ins_vprolq = 1305
x86_ins_vprolvd = 1306
x86_ins_vprolvq = 1307
x86_ins_vprord = 1308
x86_ins_vprorq = 1309
x86_ins_vprorvd = 1310
x86_ins_vprorvq = 1311
x86_ins_vprotb = 1312
x86_ins_vprotd = 1313
x86_ins_vprotq = 1314
x86_ins_vprotw = 1315
x86_ins_vpsadbw = 1316
x86_ins_vpscatterdd = 1317
x86_ins_vpscatterdq = 1318
x86_ins_vpscatterqd = 1319
x86_ins_vpscatterqq = 1320
x86_ins_vpshab = 1321
x86_ins_vpshad = 1322
x86_ins_vpshaq = 1323
x86_ins_vpshaw = 1324
x86_ins_vpshlb = 1325
x86_ins_vpshldd = 1326
x86_ins_vpshldq = 1327
x86_ins_vpshldvd = 1328
x86_ins_vpshldvq = 1329
x86_ins_vpshldvw = 1330
x86_ins_vpshldw = 1331
x86_ins_vpshld = 1332
x86_ins_vpshlq = 1333
x86_ins_vpshlw = 1334
x86_ins_vpshrdd = 1335
x86_ins_vpshrdq = 1336
x86_ins_vpshrdvd = 1337
x86_ins_vpshrdvq = 1338
x86_ins_vpshrdvw = 1339
x86_ins_vpshrdw = 1340
x86_ins_vpshufbitqmb = 1341
x86_ins_vpshufb = 1342
x86_ins_vpshufd = 1343
x86_ins_vpshufhw = 1344
x86_ins_vpshuflw = 1345
x86_ins_vpsignb = 1346
x86_ins_vpsignd = 1347
x86_ins_vpsignw = 1348
x86_ins_vpslldq = 1349
x86_ins_vpslld = 1350
x86_ins_vpsllq = 1351
x86_ins_vpsllvd = 1352
x86_ins_vpsllvq = 1353
x86_ins_vpsllvw = 1354
x86_ins_vpsllw = 1355
x86_ins_vpsrad = 1356
x86_ins_vpsraq = 1357
x86_ins_vpsravd = 1358
x86_ins_vpsravq = 1359
x86_ins_vpsravw = 1360
x86_ins_vpsraw = 1361
x86_ins_vpsrldq = 1362
x86_ins_vpsrld = 1363
x86_ins_vpsrlq = 1364
x86_ins_vpsrlvd = 1365
x86_ins_vpsrlvq = 1366
x86_ins_vpsrlvw = 1367
x86_ins_vpsrlw = 1368
x86_ins_vpsubb = 1369
x86_ins_vpsubd = 1370
x86_ins_vpsubq = 1371
x86_ins_vpsubsb = 1372
x86_ins_vpsubsw = 1373
x86_ins_vpsubusb = 1374
x86_ins_vpsubusw = 1375
x86_ins_vpsubw = 1376
x86_ins_vpternlogd = 1377
x86_ins_vpternlogq = 1378
x86_ins_vptestmb = 1379
x86_ins_vptestmd = 1380
x86_ins_vptestmq = 1381
x86_ins_vptestmw = 1382
x86_ins_vptestnmb = 1383
x86_ins_vptestnmd = 1384
x86_ins_vptestnmq = 1385
x86_ins_vptestnmw = 1386
x86_ins_vptest = 1387
x86_ins_vpunpckhbw = 1388
x86_ins_vpunpckhdq = 1389
x86_ins_vpunpckhqdq = 1390
x86_ins_vpunpckhwd = 1391
x86_ins_vpunpcklbw = 1392
x86_ins_vpunpckldq = 1393
x86_ins_vpunpcklqdq = 1394
x86_ins_vpunpcklwd = 1395
x86_ins_vpxord = 1396
x86_ins_vpxorq = 1397
x86_ins_vpxor = 1398
x86_ins_vrangepd = 1399
x86_ins_vrangeps = 1400
x86_ins_vrangesd = 1401
x86_ins_vrangess = 1402
x86_ins_vrcp14_pd = 1403
x86_ins_vrcp14_ps = 1404
x86_ins_vrcp14_sd = 1405
x86_ins_vrcp14_ss = 1406
x86_ins_vrcp28_pd = 1407
x86_ins_vrcp28_ps = 1408
x86_ins_vrcp28_sd = 1409
x86_ins_vrcp28_ss = 1410
x86_ins_vrcpps = 1411
x86_ins_vrcpss = 1412
x86_ins_vreducepd = 1413
x86_ins_vreduceps = 1414
x86_ins_vreducesd = 1415
x86_ins_vreducess = 1416
x86_ins_vrndscalepd = 1417
x86_ins_vrndscaleps = 1418
x86_ins_vrndscalesd = 1419
x86_ins_vrndscaless = 1420
x86_ins_vroundpd = 1421
x86_ins_vroundps = 1422
x86_ins_vroundsd = 1423
x86_ins_vroundss = 1424
x86_ins_vrsqrt14_pd = 1425
x86_ins_vrsqrt14_ps = 1426
x86_ins_vrsqrt14_sd = 1427
x86_ins_vrsqrt14_ss = 1428
x86_ins_vrsqrt28_pd = 1429
x86_ins_vrsqrt28_ps = 1430
x86_ins_vrsqrt28_sd = 1431
x86_ins_vrsqrt28_ss = 1432
x86_ins_vrsqrtps = 1433
x86_ins_vrsqrtss = 1434
x86_ins_vscalefpd = 1435
x86_ins_vscalefps = 1436
x86_ins_vscalefsd = 1437
x86_ins_vscalefss = 1438
x86_ins_vscatterdpd = 1439
x86_ins_vscatterdps = 1440
x86_ins_vscatterpf0_dpd = 1441
x86_ins_vscatterpf0_dps = 1442
x86_ins_vscatterpf0_qpd = 1443
x86_ins_vscatterpf0_qps = 1444
x86_ins_vscatterpf1_dpd = 1445
x86_ins_vscatterpf1_dps = 1446
x86_ins_vscatterpf1_qpd = 1447
x86_ins_vscatterpf1_qps = 1448
x86_ins_vscatterqpd = 1449
x86_ins_vscatterqps = 1450
x86_ins_vshuff32_x4 = 1451
x86_ins_vshuff64_x2 = 1452
x86_ins_vshufi32_x4 = 1453
x86_ins_vshufi64_x2 = 1454
x86_ins_vshufpd = 1455
x86_ins_vshufps = 1456
x86_ins_vsqrtpd = 1457
x86_ins_vsqrtps = 1458
x86_ins_vsqrtsd = 1459
x86_ins_vsqrtss = 1460
x86_ins_vstmxcsr = 1461
x86_ins_vsubpd = 1462
x86_ins_vsubps = 1463
x86_ins_vsubsd = 1464
x86_ins_vsubss = 1465
x86_ins_vtestpd = 1466
x86_ins_vtestps = 1467
x86_ins_vucomisd = 1468
x86_ins_vucomiss = 1469
x86_ins_vunpckhpd = 1470
x86_ins_vunpckhps = 1471
x86_ins_vunpcklpd = 1472
x86_ins_vunpcklps = 1473
x86_ins_vxorpd = 1474
x86_ins_vxorps = 1475
x86_ins_vzeroall = 1476
x86_ins_vzeroupper = 1477
x86_ins_wait = 1478
x86_ins_wbinvd = 1479
x86_ins_wbnoinvd = 1480
x86_ins_wrfsbase = 1481
x86_ins_wrgsbase = 1482
x86_ins_wrmsr = 1483
x86_ins_wrpkru = 1484
x86_ins_wrssd = 1485
x86_ins_wrssq = 1486
x86_ins_wrussd = 1487
x86_ins_wrussq = 1488
x86_ins_xabort = 1489
x86_ins_xacquire = 1490
x86_ins_xadd = 1491
x86_ins_xbegin = 1492
x86_ins_xchg = 1493
x86_ins_fxch = 1494
x86_ins_xcryptcbc = 1495
x86_ins_xcryptcfb = 1496
x86_ins_xcryptctr = 1497
x86_ins_xcryptecb = 1498
x86_ins_xcryptofb = 1499
x86_ins_xend = 1500
x86_ins_xgetbv = 1501
x86_ins_xlatb = 1502
x86_ins_xor = 1503
x86_ins_xorpd = 1504
x86_ins_xorps = 1505
x86_ins_xrelease = 1506
x86_ins_xrstor = 1507
x86_ins_xrstor64 = 1508
x86_ins_xrstors = 1509
x86_ins_xrstors64 = 1510
x86_ins_xsave = 1511
x86_ins_xsave64 = 1512
x86_ins_xsavec = 1513
x86_ins_xsavec64 = 1514
x86_ins_xsaveopt = 1515
x86_ins_xsaveopt64 = 1516
x86_ins_xsaves = 1517
x86_ins_xsaves64 = 1518
x86_ins_xsetbv = 1519
x86_ins_xsha1 = 1520
x86_ins_xsha256 = 1521
x86_ins_xstore = 1522
x86_ins_xtest = 1523
x86_ins_ending = 1524
x86_grp_invalid = 0
x86_grp_jump = 1
x86_grp_call = 2
x86_grp_ret = 3
x86_grp_int = 4
x86_grp_iret = 5
x86_grp_privilege = 6
x86_grp_branch_relative = 7
x86_grp_vm = 128
x86_grp_3_dnow = 129
x86_grp_aes = 130
x86_grp_adx = 131
x86_grp_avx = 132
x86_grp_avx2 = 133
x86_grp_avx512 = 134
x86_grp_bmi = 135
x86_grp_bmi2 = 136
x86_grp_cmov = 137
x86_grp_f16_c = 138
x86_grp_fma = 139
x86_grp_fma4 = 140
x86_grp_fsgsbase = 141
x86_grp_hle = 142
x86_grp_mmx = 143
x86_grp_mode32 = 144
x86_grp_mode64 = 145
x86_grp_rtm = 146
x86_grp_sha = 147
x86_grp_sse1 = 148
x86_grp_sse2 = 149
x86_grp_sse3 = 150
x86_grp_sse41 = 151
x86_grp_sse42 = 152
x86_grp_sse4_a = 153
x86_grp_ssse3 = 154
x86_grp_pclmul = 155
x86_grp_xop = 156
x86_grp_cdi = 157
x86_grp_eri = 158
x86_grp_tbm = 159
x86_grp_16_bitmode = 160
x86_grp_not64_bitmode = 161
x86_grp_sgx = 162
x86_grp_dqi = 163
x86_grp_bwi = 164
x86_grp_pfi = 165
x86_grp_vlx = 166
x86_grp_smap = 167
x86_grp_novlx = 168
x86_grp_fpu = 169
x86_grp_ending = 170 |
class FileParser:
def __init__(self, filepath):
self.filepath = filepath
def GetNonEmptyLinesAsList(self):
with open(self.filepath, "r") as f:
return [line for line in f.readlines() if line and line != "\n"]
| class Fileparser:
def __init__(self, filepath):
self.filepath = filepath
def get_non_empty_lines_as_list(self):
with open(self.filepath, 'r') as f:
return [line for line in f.readlines() if line and line != '\n'] |
#Altere os exercicios e armazene em um vetor as idades.
a=int(input("Digite quantas vezes vc quer informar a idade"))
i=0
n=[]
for i in range(a):
n.append(int(input("Digite uma idade")))
i=i+1
print (n)
| a = int(input('Digite quantas vezes vc quer informar a idade'))
i = 0
n = []
for i in range(a):
n.append(int(input('Digite uma idade')))
i = i + 1
print(n) |
# -*- coding: utf-8 -*-
"""
Settings for the game that can be modified.
"""
__author__ = "Jakrin Juangbhanich"
__email__ = "juangbhanich.k@gmail.com"
N_HINT_TOKENS_MAX = 8
N_FUSE_TOKENS_MAX = 3
N_PLAYERS = 4
N_SIMULATIONS = 1
CARD_DECK_DISTRIBUTION = [1, 1, 1, 2, 2, 3, 3, 4, 4, 5]
| """
Settings for the game that can be modified.
"""
__author__ = 'Jakrin Juangbhanich'
__email__ = 'juangbhanich.k@gmail.com'
n_hint_tokens_max = 8
n_fuse_tokens_max = 3
n_players = 4
n_simulations = 1
card_deck_distribution = [1, 1, 1, 2, 2, 3, 3, 4, 4, 5] |
num = int(input("Enter Any Number : "))
if num % 2 == 1:
print(num, " is odd!")
elif num % 2 == 0:
print(num, " is even!")
else:
print("Error")
| num = int(input('Enter Any Number : '))
if num % 2 == 1:
print(num, ' is odd!')
elif num % 2 == 0:
print(num, ' is even!')
else:
print('Error') |
def conference_picker(cities_visited, cities_offered):
for city in cities_offered:
if city not in cities_visited:
return city
return 'No worthwhile conferences this year!' | def conference_picker(cities_visited, cities_offered):
for city in cities_offered:
if city not in cities_visited:
return city
return 'No worthwhile conferences this year!' |
#!/usr/bin/env python
"""
@package package_generator_template
@file functions.py
@author Anthony Remazeilles
@brief List of aditional functions that can be used in the template
Copyright (C) 2018 Tecnalia Research and Innovation
Distributed under the Apache 2.0 license.
"""
def get_package_type(context):
"""extract the package the type belong to
Args:
context (dict): context (related to an interface description)
Returns:
str: the package extracted from the type key
Examples:
>>> context = {name: "misc", type={std_msgs::String}, desc="an interface"}
>>> get_package_type(context)
std_msgs
"""
return context['type'].split("::")[0]
def get_class_type(context):
"""extract the Class related to the type, in C++ format
Args:
context (dict): context (related to an interface description)
Returns:
str: The class extracted from the type
Examples:
>>> context = {name: "misc", type={std_msgs::String}, desc="an interface"}
>>> get_class_type(context)
String
"""
return context['type'].split("::")[1]
def get_python_type(context):
"""extract the type of an object in python format
Args:
context (dict): context (related to an interface description)
Returns:
str: the type of the interface written in python format
Examples:
>>> context = {name: "misc", type={std_msgs::String}, desc="an interface"}
>>> get_python_type(context)
"std_msgs.String"
"""
return context['type'].replace("::", ".")
def get_cpp_path(context):
"""convert the type content into a path format
Args:
context (dict): context (related to an interface description)
Returns:
str: conversion in cpp path format of the type
Examples:
>>> context = {name: "misc", type={std_msgs::String}, desc="an interface"}
>>> get_cpp_path(context)
"std_msgs/String"
"""
return context['type'].replace("::", "/")
def get_py_param_type(context):
"""convert a param type into python accepted format.
Related to the formats accepted by the parameter under dynamic reconfigure
Args:
context (dict): context (related to an interface description)
Returns:
str: variable type in python format related to param components
Examples:
>>> context = {desc="an interface" name="misc" type="std::string"/>
>>> get_py_param_type(context)
"str_t"
"""
param_type = context['type']
if param_type not in ['std::string', 'string', 'int', 'double', 'bool']:
raise SyntaxError("Invalid type for param {}".format(param_type))
if param_type in ['std::string', 'string']:
return 'str_t'
if param_type == 'int':
return 'int_t'
if param_type == 'double':
return 'double_t'
if param_type == 'bool':
return 'bool_t'
def get_py_param_value(context):
"""Extract the value of a parameter.
Dedicated to parameters under dynamic reconfigure
Args:
context (dict): context (related to an param description)
Returns:
str: The value of the parameter as a string
Examples:
>>> context = {desc="an interface" type="std::string" value="Hello"/>
>>> get_py_param_value(context)
"\"Hello\""
>>> context = {desc="an interface" type="bool" value="1"/>
>>> get_py_param_value(context)
"True"
"""
param_type = context['type']
if param_type not in ['std::string', 'string', 'int', 'double', 'bool']:
msg = "Invalid type for param {}".format(param_type)
msg += "\n autorized type: std::string, string, int, double, bool]"
raise SyntaxError(msg)
if param_type in ['std::string', 'string']:
return "\"{}\"".format(context['value'])
if param_type == 'bool':
return "{}".format(str2bool(context['value']))
return context['value']
def get_cpp_param_value(context):
"""Extract the value of a parameter, in cpp format.
Similar to get_py_param_value, except for booleans that are true or false
Args:
context (dict): context (related to an param description)
Returns:
str: The value of the parameter as a string
Examples:
>>> context = {desc="an interface" type="bool" value="1"/>
>>> get_py_param_type(context)
"true"
"""
param_type = context['type']
if param_type not in ['std::string', 'string', 'int', 'double', 'bool']:
msg = "Invalid type for param {}".format(param_type)
msg += "\n autorized type: [std::string, string, int, double, bool]"
raise SyntaxError(msg)
if param_type in ['std::string', 'string']:
return "\"{}\"".format(context['value'])
if param_type == 'bool':
if str2bool(context['value']):
return "true"
else:
return "false"
return context['value']
def str2bool(strg):
"""convert a string into boolean value
Several format are accepted for True.
What is not True is considered as False
Args:
strg (str): string containing a boolean value
Returns:
Bool: corresponding boolean value
"""
return strg.lower() in ("yes", "true", "t", "1")
def capitalized_comp_name(context):
"""return the component name in capitalized format
Args:
context (dict): complete package and component transformation
Returns:
str: component name in capitalized format, underscore being removed.
Examples:
>>> context = {componentName="another_comp" frecuency="100"/>
>>> capitalized_comp_name(context)
"AnotherComp"
"""
return context['componentName'].title().replace("_", "")
def dependencies_from_template():
"""provides the dependencies required by the template
Returns:
list: list of ROS package dependency required by the template
"""
return ['roscpp']
def dependencies_from_interface(interface_name, context):
"""return package dependencies according to the interface name
Args:
interface_name (str): name of the interface to consider
context (dict): attributes assigned by the User to such instance
Returns:
list: List of dependencies that should be added according to
the interface used and the attributes values
"""
list_dep = []
type_field = ['publisher', 'directPublisher', 'directSubscriber',
'subscriber', 'serviceClient', 'serviceServer',
'actionServer', 'actionClient']
if interface_name in type_field:
pkg_dep = get_package_type(context)
list_dep.append(pkg_dep)
if interface_name in ['actionClient', 'actionServer']:
list_dep.append('actionlib')
list_dep.append('actionlib_msgs')
if interface_name in ['listener', 'broadcaster']:
list_dep.append('tf')
if interface_name == 'dynParameter':
list_dep.append('dynamic_reconfigure')
return list_dep
| """
@package package_generator_template
@file functions.py
@author Anthony Remazeilles
@brief List of aditional functions that can be used in the template
Copyright (C) 2018 Tecnalia Research and Innovation
Distributed under the Apache 2.0 license.
"""
def get_package_type(context):
"""extract the package the type belong to
Args:
context (dict): context (related to an interface description)
Returns:
str: the package extracted from the type key
Examples:
>>> context = {name: "misc", type={std_msgs::String}, desc="an interface"}
>>> get_package_type(context)
std_msgs
"""
return context['type'].split('::')[0]
def get_class_type(context):
"""extract the Class related to the type, in C++ format
Args:
context (dict): context (related to an interface description)
Returns:
str: The class extracted from the type
Examples:
>>> context = {name: "misc", type={std_msgs::String}, desc="an interface"}
>>> get_class_type(context)
String
"""
return context['type'].split('::')[1]
def get_python_type(context):
"""extract the type of an object in python format
Args:
context (dict): context (related to an interface description)
Returns:
str: the type of the interface written in python format
Examples:
>>> context = {name: "misc", type={std_msgs::String}, desc="an interface"}
>>> get_python_type(context)
"std_msgs.String"
"""
return context['type'].replace('::', '.')
def get_cpp_path(context):
"""convert the type content into a path format
Args:
context (dict): context (related to an interface description)
Returns:
str: conversion in cpp path format of the type
Examples:
>>> context = {name: "misc", type={std_msgs::String}, desc="an interface"}
>>> get_cpp_path(context)
"std_msgs/String"
"""
return context['type'].replace('::', '/')
def get_py_param_type(context):
"""convert a param type into python accepted format.
Related to the formats accepted by the parameter under dynamic reconfigure
Args:
context (dict): context (related to an interface description)
Returns:
str: variable type in python format related to param components
Examples:
>>> context = {desc="an interface" name="misc" type="std::string"/>
>>> get_py_param_type(context)
"str_t"
"""
param_type = context['type']
if param_type not in ['std::string', 'string', 'int', 'double', 'bool']:
raise syntax_error('Invalid type for param {}'.format(param_type))
if param_type in ['std::string', 'string']:
return 'str_t'
if param_type == 'int':
return 'int_t'
if param_type == 'double':
return 'double_t'
if param_type == 'bool':
return 'bool_t'
def get_py_param_value(context):
"""Extract the value of a parameter.
Dedicated to parameters under dynamic reconfigure
Args:
context (dict): context (related to an param description)
Returns:
str: The value of the parameter as a string
Examples:
>>> context = {desc="an interface" type="std::string" value="Hello"/>
>>> get_py_param_value(context)
""Hello""
>>> context = {desc="an interface" type="bool" value="1"/>
>>> get_py_param_value(context)
"True"
"""
param_type = context['type']
if param_type not in ['std::string', 'string', 'int', 'double', 'bool']:
msg = 'Invalid type for param {}'.format(param_type)
msg += '\n autorized type: std::string, string, int, double, bool]'
raise syntax_error(msg)
if param_type in ['std::string', 'string']:
return '"{}"'.format(context['value'])
if param_type == 'bool':
return '{}'.format(str2bool(context['value']))
return context['value']
def get_cpp_param_value(context):
"""Extract the value of a parameter, in cpp format.
Similar to get_py_param_value, except for booleans that are true or false
Args:
context (dict): context (related to an param description)
Returns:
str: The value of the parameter as a string
Examples:
>>> context = {desc="an interface" type="bool" value="1"/>
>>> get_py_param_type(context)
"true"
"""
param_type = context['type']
if param_type not in ['std::string', 'string', 'int', 'double', 'bool']:
msg = 'Invalid type for param {}'.format(param_type)
msg += '\n autorized type: [std::string, string, int, double, bool]'
raise syntax_error(msg)
if param_type in ['std::string', 'string']:
return '"{}"'.format(context['value'])
if param_type == 'bool':
if str2bool(context['value']):
return 'true'
else:
return 'false'
return context['value']
def str2bool(strg):
"""convert a string into boolean value
Several format are accepted for True.
What is not True is considered as False
Args:
strg (str): string containing a boolean value
Returns:
Bool: corresponding boolean value
"""
return strg.lower() in ('yes', 'true', 't', '1')
def capitalized_comp_name(context):
"""return the component name in capitalized format
Args:
context (dict): complete package and component transformation
Returns:
str: component name in capitalized format, underscore being removed.
Examples:
>>> context = {componentName="another_comp" frecuency="100"/>
>>> capitalized_comp_name(context)
"AnotherComp"
"""
return context['componentName'].title().replace('_', '')
def dependencies_from_template():
"""provides the dependencies required by the template
Returns:
list: list of ROS package dependency required by the template
"""
return ['roscpp']
def dependencies_from_interface(interface_name, context):
"""return package dependencies according to the interface name
Args:
interface_name (str): name of the interface to consider
context (dict): attributes assigned by the User to such instance
Returns:
list: List of dependencies that should be added according to
the interface used and the attributes values
"""
list_dep = []
type_field = ['publisher', 'directPublisher', 'directSubscriber', 'subscriber', 'serviceClient', 'serviceServer', 'actionServer', 'actionClient']
if interface_name in type_field:
pkg_dep = get_package_type(context)
list_dep.append(pkg_dep)
if interface_name in ['actionClient', 'actionServer']:
list_dep.append('actionlib')
list_dep.append('actionlib_msgs')
if interface_name in ['listener', 'broadcaster']:
list_dep.append('tf')
if interface_name == 'dynParameter':
list_dep.append('dynamic_reconfigure')
return list_dep |
# -*- coding: utf-8 -*-
#
# Automatically generated from unicode.xml by gen_xml_dic.py
#
uni2latex = {
0x0023: '\\#',
0x0024: '\\textdollar',
0x0025: '\\%',
0x0026: '\\&',
0x0027: '\\textquotesingle',
0x002A: '\\ast',
0x005C: '\\textbackslash',
0x005E: '\\^{}',
0x005F: '\\_',
0x0060: '\\textasciigrave',
0x007B: '\\lbrace',
0x007C: '\\vert',
0x007D: '\\rbrace',
0x007E: '\\textasciitilde',
0x00A0: '~',
0x00A1: '\\textexclamdown',
0x00A2: '\\textcent',
0x00A3: '\\textsterling',
0x00A4: '\\textcurrency',
0x00A5: '\\textyen',
0x00A6: '\\textbrokenbar',
0x00A7: '\\textsection',
0x00A8: '\\textasciidieresis',
0x00A9: '\\textcopyright',
0x00AA: '\\textordfeminine',
0x00AB: '\\guillemotleft',
0x00AC: '\\lnot',
0x00AD: '\\-',
0x00AE: '\\textregistered',
0x00AF: '\\textasciimacron',
0x00B0: '\\textdegree',
0x00B1: '\\pm',
0x00B2: '{^2}',
0x00B3: '{^3}',
0x00B4: '\\textasciiacute',
0x00B5: '\\mathrm{\\mu}',
0x00B6: '\\textparagraph',
0x00B7: '\\cdot',
0x00B8: '\\c{}',
0x00B9: '{^1}',
0x00BA: '\\textordmasculine',
0x00BB: '\\guillemotright',
0x00BC: '\\textonequarter',
0x00BD: '\\textonehalf',
0x00BE: '\\textthreequarters',
0x00BF: '\\textquestiondown',
0x00C0: '\\`{A}',
0x00C1: "\\'{A}",
0x00C2: '\\^{A}',
0x00C3: '\\~{A}',
0x00C4: '\\"{A}',
0x00C5: '\\AA',
0x00C6: '\\AE',
0x00C7: '\\c{C}',
0x00C8: '\\`{E}',
0x00C9: "\\'{E}",
0x00CA: '\\^{E}',
0x00CB: '\\"{E}',
0x00CC: '\\`{I}',
0x00CD: "\\'{I}",
0x00CE: '\\^{I}',
0x00CF: '\\"{I}',
0x00D0: '\\DH',
0x00D1: '\\~{N}',
0x00D2: '\\`{O}',
0x00D3: "\\'{O}",
0x00D4: '\\^{O}',
0x00D5: '\\~{O}',
0x00D6: '\\"{O}',
0x00D7: '\\texttimes',
0x00D8: '\\O',
0x00D9: '\\`{U}',
0x00DA: "\\'{U}",
0x00DB: '\\^{U}',
0x00DC: '\\"{U}',
0x00DD: "\\'{Y}",
0x00DE: '\\TH',
0x00DF: '\\ss',
0x00E0: '\\`{a}',
0x00E1: "\\'{a}",
0x00E2: '\\^{a}',
0x00E3: '\\~{a}',
0x00E4: '\\"{a}',
0x00E5: '\\aa',
0x00E6: '\\ae',
0x00E7: '\\c{c}',
0x00E8: '\\`{e}',
0x00E9: "\\'{e}",
0x00EA: '\\^{e}',
0x00EB: '\\"{e}',
0x00EC: '\\`{\\i}',
0x00ED: "\\'{\\i}",
0x00EE: '\\^{\\i}',
0x00EF: '\\"{\\i}',
0x00F0: '\\dh',
0x00F1: '\\~{n}',
0x00F2: '\\`{o}',
0x00F3: "\\'{o}",
0x00F4: '\\^{o}',
0x00F5: '\\~{o}',
0x00F6: '\\"{o}',
0x00F7: '\\div',
0x00F8: '\\o',
0x00F9: '\\`{u}',
0x00FA: "\\'{u}",
0x00FB: '\\^{u}',
0x00FC: '\\"{u}',
0x00FD: "\\'{y}",
0x00FE: '\\th',
0x00FF: '\\"{y}',
0x0100: '\\={A}',
0x0101: '\\={a}',
0x0102: '\\u{A}',
0x0103: '\\u{a}',
0x0104: '\\k{A}',
0x0105: '\\k{a}',
0x0106: "\\'{C}",
0x0107: "\\'{c}",
0x0108: '\\^{C}',
0x0109: '\\^{c}',
0x010A: '\\.{C}',
0x010B: '\\.{c}',
0x010C: '\\v{C}',
0x010D: '\\v{c}',
0x010E: '\\v{D}',
0x010F: '\\v{d}',
0x0110: '\\DJ',
0x0111: '\\dj',
0x0112: '\\={E}',
0x0113: '\\={e}',
0x0114: '\\u{E}',
0x0115: '\\u{e}',
0x0116: '\\.{E}',
0x0117: '\\.{e}',
0x0118: '\\k{E}',
0x0119: '\\k{e}',
0x011A: '\\v{E}',
0x011B: '\\v{e}',
0x011C: '\\^{G}',
0x011D: '\\^{g}',
0x011E: '\\u{G}',
0x011F: '\\u{g}',
0x0120: '\\.{G}',
0x0121: '\\.{g}',
0x0122: '\\c{G}',
0x0123: '\\c{g}',
0x0124: '\\^{H}',
0x0125: '\\^{h}',
0x0126: '{\\fontencoding{LELA}\\selectfont\\char40}',
0x0128: '\\~{I}',
0x0129: '\\~{\\i}',
0x012A: '\\={I}',
0x012B: '\\={\\i}',
0x012C: '\\u{I}',
0x012D: '\\u{\\i}',
0x012E: '\\k{I}',
0x012F: '\\k{i}',
0x0130: '\\.{I}',
0x0131: '\\i',
0x0132: 'IJ',
0x0133: 'ij',
0x0134: '\\^{J}',
0x0135: '\\^{\\j}',
0x0136: '\\c{K}',
0x0137: '\\c{k}',
0x0138: '{\\fontencoding{LELA}\\selectfont\\char91}',
0x0139: "\\'{L}",
0x013A: "\\'{l}",
0x013B: '\\c{L}',
0x013C: '\\c{l}',
0x013D: '\\v{L}',
0x013E: '\\v{l}',
0x013F: '{\\fontencoding{LELA}\\selectfont\\char201}',
0x0140: '{\\fontencoding{LELA}\\selectfont\\char202}',
0x0141: '\\L',
0x0142: '\\l',
0x0143: "\\'{N}",
0x0144: "\\'{n}",
0x0145: '\\c{N}',
0x0146: '\\c{n}',
0x0147: '\\v{N}',
0x0148: '\\v{n}',
0x0149: "'n",
0x014A: '\\NG',
0x014B: '\\ng',
0x014C: '\\={O}',
0x014D: '\\={o}',
0x014E: '\\u{O}',
0x014F: '\\u{o}',
0x0150: '\\H{O}',
0x0151: '\\H{o}',
0x0152: '\\OE',
0x0153: '\\oe',
0x0154: "\\'{R}",
0x0155: "\\'{r}",
0x0156: '\\c{R}',
0x0157: '\\c{r}',
0x0158: '\\v{R}',
0x0159: '\\v{r}',
0x015A: "\\'{S}",
0x015B: "\\'{s}",
0x015C: '\\^{S}',
0x015D: '\\^{s}',
0x015E: '\\c{S}',
0x015F: '\\c{s}',
0x0160: '\\v{S}',
0x0161: '\\v{s}',
0x0162: '\\c{T}',
0x0163: '\\c{t}',
0x0164: '\\v{T}',
0x0165: '\\v{t}',
0x0166: '{\\fontencoding{LELA}\\selectfont\\char47}',
0x0167: '{\\fontencoding{LELA}\\selectfont\\char63}',
0x0168: '\\~{U}',
0x0169: '\\~{u}',
0x016A: '\\={U}',
0x016B: '\\={u}',
0x016C: '\\u{U}',
0x016D: '\\u{u}',
0x016E: '\\r{U}',
0x016F: '\\r{u}',
0x0170: '\\H{U}',
0x0171: '\\H{u}',
0x0172: '\\k{U}',
0x0173: '\\k{u}',
0x0174: '\\^{W}',
0x0175: '\\^{w}',
0x0176: '\\^{Y}',
0x0177: '\\^{y}',
0x0178: '\\"{Y}',
0x0179: "\\'{Z}",
0x017A: "\\'{z}",
0x017B: '\\.{Z}',
0x017C: '\\.{z}',
0x017D: '\\v{Z}',
0x017E: '\\v{z}',
0x0192: 'f',
0x0195: '\\texthvlig',
0x019E: '\\textnrleg',
0x01AA: '\\eth',
0x01BA: '{\\fontencoding{LELA}\\selectfont\\char195}',
0x01C2: '\\textdoublepipe',
0x01F5: "\\'{g}",
0x0258: '{\\fontencoding{LEIP}\\selectfont\\char61}',
0x025B: '\\varepsilon',
0x0261: 'g',
0x0278: '\\textphi',
0x027F: '{\\fontencoding{LEIP}\\selectfont\\char202}',
0x029E: '\\textturnk',
0x02BC: "'",
0x02C7: '\\textasciicaron',
0x02D8: '\\textasciibreve',
0x02D9: '\\textperiodcentered',
0x02DA: '\\r{}',
0x02DB: '\\k{}',
0x02DC: '\\texttildelow',
0x02DD: '\\H{}',
0x02E5: '\\tone{55}',
0x02E6: '\\tone{44}',
0x02E7: '\\tone{33}',
0x02E8: '\\tone{22}',
0x02E9: '\\tone{11}',
0x0300: '\\`',
0x0301: "\\'",
0x0302: '\\^',
0x0303: '\\~',
0x0304: '\\=',
0x0306: '\\u',
0x0307: '\\.',
0x0308: '\\"',
0x030A: '\\r',
0x030B: '\\H',
0x030C: '\\v',
0x030F: '\\cyrchar\\C',
0x0311: '{\\fontencoding{LECO}\\selectfont\\char177}',
0x0318: '{\\fontencoding{LECO}\\selectfont\\char184}',
0x0319: '{\\fontencoding{LECO}\\selectfont\\char185}',
0x0327: '\\c',
0x0328: '\\k',
0x032B: '{\\fontencoding{LECO}\\selectfont\\char203}',
0x032F: '{\\fontencoding{LECO}\\selectfont\\char207}',
0x0337: '{\\fontencoding{LECO}\\selectfont\\char215}',
0x0338: '{\\fontencoding{LECO}\\selectfont\\char216}',
0x033A: '{\\fontencoding{LECO}\\selectfont\\char218}',
0x033B: '{\\fontencoding{LECO}\\selectfont\\char219}',
0x033C: '{\\fontencoding{LECO}\\selectfont\\char220}',
0x033D: '{\\fontencoding{LECO}\\selectfont\\char221}',
0x0361: '{\\fontencoding{LECO}\\selectfont\\char225}',
0x0386: "\\'{A}",
0x0388: "\\'{E}",
0x0389: "\\'{H}",
0x038A: "\\'{}{I}",
0x038C: "\\'{}O",
0x038E: "\\mathrm{'Y}",
0x038F: "\\mathrm{'\\Omega}",
0x0390: '\\acute{\\ddot{\\iota}}',
0x0391: '\\Alpha',
0x0392: '\\Beta',
0x0393: '\\Gamma',
0x0394: '\\Delta',
0x0395: '\\Epsilon',
0x0396: '\\Zeta',
0x0397: '\\Eta',
0x0398: '\\Theta',
0x0399: '\\Iota',
0x039A: '\\Kappa',
0x039B: '\\Lambda',
0x039C: 'M',
0x039D: 'N',
0x039E: '\\Xi',
0x039F: 'O',
0x03A0: '\\Pi',
0x03A1: '\\Rho',
0x03A3: '\\Sigma',
0x03A4: '\\Tau',
0x03A5: '\\Upsilon',
0x03A6: '\\Phi',
0x03A7: '\\Chi',
0x03A8: '\\Psi',
0x03A9: '\\Omega',
0x03AA: '\\mathrm{\\ddot{I}}',
0x03AB: '\\mathrm{\\ddot{Y}}',
0x03AC: "\\'{$\\alpha$}",
0x03AD: '\\acute{\\epsilon}',
0x03AE: '\\acute{\\eta}',
0x03AF: '\\acute{\\iota}',
0x03B0: '\\acute{\\ddot{\\upsilon}}',
0x03B1: '\\alpha',
0x03B2: '\\beta',
0x03B3: '\\gamma',
0x03B4: '\\delta',
0x03B5: '\\epsilon',
0x03B6: '\\zeta',
0x03B7: '\\eta',
0x03B8: '\\texttheta',
0x03B9: '\\iota',
0x03BA: '\\kappa',
0x03BB: '\\lambda',
0x03BC: '\\mu',
0x03BD: '\\nu',
0x03BE: '\\xi',
0x03BF: 'o',
0x03C0: '\\pi',
0x03C1: '\\rho',
0x03C2: '\\varsigma',
0x03C3: '\\sigma',
0x03C4: '\\tau',
0x03C5: '\\upsilon',
0x03C6: '\\varphi',
0x03C7: '\\chi',
0x03C8: '\\psi',
0x03C9: '\\omega',
0x03CA: '\\ddot{\\iota}',
0x03CB: '\\ddot{\\upsilon}',
0x03CC: "\\'{o}",
0x03CD: '\\acute{\\upsilon}',
0x03CE: '\\acute{\\omega}',
0x03D0: '\\Pisymbol{ppi022}{87}',
0x03D1: '\\textvartheta',
0x03D2: '\\Upsilon',
0x03D5: '\\phi',
0x03D6: '\\varpi',
0x03DA: '\\Stigma',
0x03DC: '\\Digamma',
0x03DD: '\\digamma',
0x03DE: '\\Koppa',
0x03E0: '\\Sampi',
0x03F0: '\\varkappa',
0x03F1: '\\varrho',
0x03F4: '\\textTheta',
0x03F6: '\\backepsilon',
0x0401: '\\cyrchar\\CYRYO',
0x0402: '\\cyrchar\\CYRDJE',
0x0403: "\\cyrchar{\\'\\CYRG}",
0x0404: '\\cyrchar\\CYRIE',
0x0405: '\\cyrchar\\CYRDZE',
0x0406: '\\cyrchar\\CYRII',
0x0407: '\\cyrchar\\CYRYI',
0x0408: '\\cyrchar\\CYRJE',
0x0409: '\\cyrchar\\CYRLJE',
0x040A: '\\cyrchar\\CYRNJE',
0x040B: '\\cyrchar\\CYRTSHE',
0x040C: "\\cyrchar{\\'\\CYRK}",
0x040E: '\\cyrchar\\CYRUSHRT',
0x040F: '\\cyrchar\\CYRDZHE',
0x0410: '\\cyrchar\\CYRA',
0x0411: '\\cyrchar\\CYRB',
0x0412: '\\cyrchar\\CYRV',
0x0413: '\\cyrchar\\CYRG',
0x0414: '\\cyrchar\\CYRD',
0x0415: '\\cyrchar\\CYRE',
0x0416: '\\cyrchar\\CYRZH',
0x0417: '\\cyrchar\\CYRZ',
0x0418: '\\cyrchar\\CYRI',
0x0419: '\\cyrchar\\CYRISHRT',
0x041A: '\\cyrchar\\CYRK',
0x041B: '\\cyrchar\\CYRL',
0x041C: '\\cyrchar\\CYRM',
0x041D: '\\cyrchar\\CYRN',
0x041E: '\\cyrchar\\CYRO',
0x041F: '\\cyrchar\\CYRP',
0x0420: '\\cyrchar\\CYRR',
0x0421: '\\cyrchar\\CYRS',
0x0422: '\\cyrchar\\CYRT',
0x0423: '\\cyrchar\\CYRU',
0x0424: '\\cyrchar\\CYRF',
0x0425: '\\cyrchar\\CYRH',
0x0426: '\\cyrchar\\CYRC',
0x0427: '\\cyrchar\\CYRCH',
0x0428: '\\cyrchar\\CYRSH',
0x0429: '\\cyrchar\\CYRSHCH',
0x042A: '\\cyrchar\\CYRHRDSN',
0x042B: '\\cyrchar\\CYRERY',
0x042C: '\\cyrchar\\CYRSFTSN',
0x042D: '\\cyrchar\\CYREREV',
0x042E: '\\cyrchar\\CYRYU',
0x042F: '\\cyrchar\\CYRYA',
0x0430: '\\cyrchar\\cyra',
0x0431: '\\cyrchar\\cyrb',
0x0432: '\\cyrchar\\cyrv',
0x0433: '\\cyrchar\\cyrg',
0x0434: '\\cyrchar\\cyrd',
0x0435: '\\cyrchar\\cyre',
0x0436: '\\cyrchar\\cyrzh',
0x0437: '\\cyrchar\\cyrz',
0x0438: '\\cyrchar\\cyri',
0x0439: '\\cyrchar\\cyrishrt',
0x043A: '\\cyrchar\\cyrk',
0x043B: '\\cyrchar\\cyrl',
0x043C: '\\cyrchar\\cyrm',
0x043D: '\\cyrchar\\cyrn',
0x043E: '\\cyrchar\\cyro',
0x043F: '\\cyrchar\\cyrp',
0x0440: '\\cyrchar\\cyrr',
0x0441: '\\cyrchar\\cyrs',
0x0442: '\\cyrchar\\cyrt',
0x0443: '\\cyrchar\\cyru',
0x0444: '\\cyrchar\\cyrf',
0x0445: '\\cyrchar\\cyrh',
0x0446: '\\cyrchar\\cyrc',
0x0447: '\\cyrchar\\cyrch',
0x0448: '\\cyrchar\\cyrsh',
0x0449: '\\cyrchar\\cyrshch',
0x044A: '\\cyrchar\\cyrhrdsn',
0x044B: '\\cyrchar\\cyrery',
0x044C: '\\cyrchar\\cyrsftsn',
0x044D: '\\cyrchar\\cyrerev',
0x044E: '\\cyrchar\\cyryu',
0x044F: '\\cyrchar\\cyrya',
0x0451: '\\cyrchar\\cyryo',
0x0452: '\\cyrchar\\cyrdje',
0x0453: "\\cyrchar{\\'\\cyrg}",
0x0454: '\\cyrchar\\cyrie',
0x0455: '\\cyrchar\\cyrdze',
0x0456: '\\cyrchar\\cyrii',
0x0457: '\\cyrchar\\cyryi',
0x0458: '\\cyrchar\\cyrje',
0x0459: '\\cyrchar\\cyrlje',
0x045A: '\\cyrchar\\cyrnje',
0x045B: '\\cyrchar\\cyrtshe',
0x045C: "\\cyrchar{\\'\\cyrk}",
0x045E: '\\cyrchar\\cyrushrt',
0x045F: '\\cyrchar\\cyrdzhe',
0x0460: '\\cyrchar\\CYROMEGA',
0x0461: '\\cyrchar\\cyromega',
0x0462: '\\cyrchar\\CYRYAT',
0x0464: '\\cyrchar\\CYRIOTE',
0x0465: '\\cyrchar\\cyriote',
0x0466: '\\cyrchar\\CYRLYUS',
0x0467: '\\cyrchar\\cyrlyus',
0x0468: '\\cyrchar\\CYRIOTLYUS',
0x0469: '\\cyrchar\\cyriotlyus',
0x046A: '\\cyrchar\\CYRBYUS',
0x046C: '\\cyrchar\\CYRIOTBYUS',
0x046D: '\\cyrchar\\cyriotbyus',
0x046E: '\\cyrchar\\CYRKSI',
0x046F: '\\cyrchar\\cyrksi',
0x0470: '\\cyrchar\\CYRPSI',
0x0471: '\\cyrchar\\cyrpsi',
0x0472: '\\cyrchar\\CYRFITA',
0x0474: '\\cyrchar\\CYRIZH',
0x0478: '\\cyrchar\\CYRUK',
0x0479: '\\cyrchar\\cyruk',
0x047A: '\\cyrchar\\CYROMEGARND',
0x047B: '\\cyrchar\\cyromegarnd',
0x047C: '\\cyrchar\\CYROMEGATITLO',
0x047D: '\\cyrchar\\cyromegatitlo',
0x047E: '\\cyrchar\\CYROT',
0x047F: '\\cyrchar\\cyrot',
0x0480: '\\cyrchar\\CYRKOPPA',
0x0481: '\\cyrchar\\cyrkoppa',
0x0482: '\\cyrchar\\cyrthousands',
0x0488: '\\cyrchar\\cyrhundredthousands',
0x0489: '\\cyrchar\\cyrmillions',
0x048C: '\\cyrchar\\CYRSEMISFTSN',
0x048D: '\\cyrchar\\cyrsemisftsn',
0x048E: '\\cyrchar\\CYRRTICK',
0x048F: '\\cyrchar\\cyrrtick',
0x0490: '\\cyrchar\\CYRGUP',
0x0491: '\\cyrchar\\cyrgup',
0x0492: '\\cyrchar\\CYRGHCRS',
0x0493: '\\cyrchar\\cyrghcrs',
0x0494: '\\cyrchar\\CYRGHK',
0x0495: '\\cyrchar\\cyrghk',
0x0496: '\\cyrchar\\CYRZHDSC',
0x0497: '\\cyrchar\\cyrzhdsc',
0x0498: '\\cyrchar\\CYRZDSC',
0x0499: '\\cyrchar\\cyrzdsc',
0x049A: '\\cyrchar\\CYRKDSC',
0x049B: '\\cyrchar\\cyrkdsc',
0x049C: '\\cyrchar\\CYRKVCRS',
0x049D: '\\cyrchar\\cyrkvcrs',
0x049E: '\\cyrchar\\CYRKHCRS',
0x049F: '\\cyrchar\\cyrkhcrs',
0x04A0: '\\cyrchar\\CYRKBEAK',
0x04A1: '\\cyrchar\\cyrkbeak',
0x04A2: '\\cyrchar\\CYRNDSC',
0x04A3: '\\cyrchar\\cyrndsc',
0x04A4: '\\cyrchar\\CYRNG',
0x04A5: '\\cyrchar\\cyrng',
0x04A6: '\\cyrchar\\CYRPHK',
0x04A7: '\\cyrchar\\cyrphk',
0x04A8: '\\cyrchar\\CYRABHHA',
0x04A9: '\\cyrchar\\cyrabhha',
0x04AA: '\\cyrchar\\CYRSDSC',
0x04AB: '\\cyrchar\\cyrsdsc',
0x04AC: '\\cyrchar\\CYRTDSC',
0x04AD: '\\cyrchar\\cyrtdsc',
0x04AE: '\\cyrchar\\CYRY',
0x04AF: '\\cyrchar\\cyry',
0x04B0: '\\cyrchar\\CYRYHCRS',
0x04B1: '\\cyrchar\\cyryhcrs',
0x04B2: '\\cyrchar\\CYRHDSC',
0x04B3: '\\cyrchar\\cyrhdsc',
0x04B4: '\\cyrchar\\CYRTETSE',
0x04B5: '\\cyrchar\\cyrtetse',
0x04B6: '\\cyrchar\\CYRCHRDSC',
0x04B7: '\\cyrchar\\cyrchrdsc',
0x04B8: '\\cyrchar\\CYRCHVCRS',
0x04B9: '\\cyrchar\\cyrchvcrs',
0x04BA: '\\cyrchar\\CYRSHHA',
0x04BB: '\\cyrchar\\cyrshha',
0x04BC: '\\cyrchar\\CYRABHCH',
0x04BD: '\\cyrchar\\cyrabhch',
0x04BE: '\\cyrchar\\CYRABHCHDSC',
0x04BF: '\\cyrchar\\cyrabhchdsc',
0x04C0: '\\cyrchar\\CYRpalochka',
0x04C3: '\\cyrchar\\CYRKHK',
0x04C4: '\\cyrchar\\cyrkhk',
0x04C7: '\\cyrchar\\CYRNHK',
0x04C8: '\\cyrchar\\cyrnhk',
0x04CB: '\\cyrchar\\CYRCHLDSC',
0x04CC: '\\cyrchar\\cyrchldsc',
0x04D4: '\\cyrchar\\CYRAE',
0x04D5: '\\cyrchar\\cyrae',
0x04D8: '\\cyrchar\\CYRSCHWA',
0x04D9: '\\cyrchar\\cyrschwa',
0x04E0: '\\cyrchar\\CYRABHDZE',
0x04E1: '\\cyrchar\\cyrabhdze',
0x04E8: '\\cyrchar\\CYROTLD',
0x04E9: '\\cyrchar\\cyrotld',
0x2002: '\\hspace{0.6em}',
0x2003: '\\hspace{1em}',
0x2004: '\\hspace{0.33em}',
0x2005: '\\hspace{0.25em}',
0x2006: '\\hspace{0.166em}',
0x2007: '\\hphantom{0}',
0x2008: '\\hphantom{,}',
0x2009: '\\hspace{0.167em}',
0x200A: '\\mkern1mu ',
0x2010: '-',
0x2013: '\\textendash',
0x2014: '\\textemdash',
0x2015: '\\rule{1em}{1pt}',
0x2016: '\\Vert',
0x2018: '`',
0x2019: "'",
0x201A: ',',
0x201C: '\\textquotedblleft',
0x201D: '\\textquotedblright',
0x201E: ',,',
0x2020: '\\textdagger',
0x2021: '\\textdaggerdbl',
0x2022: '\\textbullet',
0x2024: '.',
0x2025: '..',
0x2026: '\\ldots',
0x2030: '\\textperthousand',
0x2031: '\\textpertenthousand',
0x2032: "{'}",
0x2033: "{''}",
0x2034: "{'''}",
0x2035: '\\backprime',
0x2039: '\\guilsinglleft',
0x203A: '\\guilsinglright',
0x2057: "''''",
0x205F: '\\mkern4mu ',
0x2060: '\\nolinebreak',
0x20AC: '\\mbox{\\texteuro} ',
0x20DB: '\\dddot',
0x20DC: '\\ddddot',
0x2102: '\\mathbb{C}',
0x210A: '\\mathscr{g}',
0x210B: '\\mathscr{H}',
0x210C: '\\mathfrak{H}',
0x210D: '\\mathbb{H}',
0x210F: '\\hslash',
0x2110: '\\mathscr{I}',
0x2111: '\\mathfrak{I}',
0x2112: '\\mathscr{L}',
0x2113: '\\mathscr{l}',
0x2115: '\\mathbb{N}',
0x2116: '\\cyrchar\\textnumero',
0x2118: '\\wp',
0x2119: '\\mathbb{P}',
0x211A: '\\mathbb{Q}',
0x211B: '\\mathscr{R}',
0x211C: '\\mathfrak{R}',
0x211D: '\\mathbb{R}',
0x2122: '\\texttrademark',
0x2124: '\\mathbb{Z}',
0x2126: '\\Omega',
0x2127: '\\mho',
0x2128: '\\mathfrak{Z}',
0x212B: '\\AA',
0x212C: '\\mathscr{B}',
0x212D: '\\mathfrak{C}',
0x212F: '\\mathscr{e}',
0x2130: '\\mathscr{E}',
0x2131: '\\mathscr{F}',
0x2133: '\\mathscr{M}',
0x2134: '\\mathscr{o}',
0x2135: '\\aleph',
0x2136: '\\beth',
0x2137: '\\gimel',
0x2138: '\\daleth',
0x2153: '\\textfrac{1}{3}',
0x2154: '\\textfrac{2}{3}',
0x2155: '\\textfrac{1}{5}',
0x2156: '\\textfrac{2}{5}',
0x2157: '\\textfrac{3}{5}',
0x2158: '\\textfrac{4}{5}',
0x2159: '\\textfrac{1}{6}',
0x215A: '\\textfrac{5}{6}',
0x215B: '\\textfrac{1}{8}',
0x215C: '\\textfrac{3}{8}',
0x215D: '\\textfrac{5}{8}',
0x215E: '\\textfrac{7}{8}',
0x2190: '\\leftarrow',
0x2191: '\\uparrow',
0x2192: '\\rightarrow',
0x2193: '\\downarrow',
0x2194: '\\leftrightarrow',
0x2195: '\\updownarrow',
0x2196: '\\nwarrow',
0x2197: '\\nearrow',
0x2198: '\\searrow',
0x2199: '\\swarrow',
0x219A: '\\nleftarrow',
0x219B: '\\nrightarrow',
0x219C: '\\arrowwaveleft',
0x219D: '\\arrowwaveright',
0x219E: '\\twoheadleftarrow',
0x21A0: '\\twoheadrightarrow',
0x21A2: '\\leftarrowtail',
0x21A3: '\\rightarrowtail',
0x21A6: '\\mapsto',
0x21A9: '\\hookleftarrow',
0x21AA: '\\hookrightarrow',
0x21AB: '\\looparrowleft',
0x21AC: '\\looparrowright',
0x21AD: '\\leftrightsquigarrow',
0x21AE: '\\nleftrightarrow',
0x21B0: '\\Lsh',
0x21B1: '\\Rsh',
0x21B6: '\\curvearrowleft',
0x21B7: '\\curvearrowright',
0x21BA: '\\circlearrowleft',
0x21BB: '\\circlearrowright',
0x21BC: '\\leftharpoonup',
0x21BD: '\\leftharpoondown',
0x21BE: '\\upharpoonright',
0x21BF: '\\upharpoonleft',
0x21C0: '\\rightharpoonup',
0x21C1: '\\rightharpoondown',
0x21C2: '\\downharpoonright',
0x21C3: '\\downharpoonleft',
0x21C4: '\\rightleftarrows',
0x21C5: '\\dblarrowupdown',
0x21C6: '\\leftrightarrows',
0x21C7: '\\leftleftarrows',
0x21C8: '\\upuparrows',
0x21C9: '\\rightrightarrows',
0x21CA: '\\downdownarrows',
0x21CB: '\\leftrightharpoons',
0x21CC: '\\rightleftharpoons',
0x21CD: '\\nLeftarrow',
0x21CE: '\\nLeftrightarrow',
0x21CF: '\\nRightarrow',
0x21D0: '\\Leftarrow',
0x21D1: '\\Uparrow',
0x21D2: '\\Rightarrow',
0x21D3: '\\Downarrow',
0x21D4: '\\Leftrightarrow',
0x21D5: '\\Updownarrow',
0x21DA: '\\Lleftarrow',
0x21DB: '\\Rrightarrow',
0x21DD: '\\rightsquigarrow',
0x21F5: '\\DownArrowUpArrow',
0x2200: '\\forall',
0x2201: '\\complement',
0x2202: '\\partial',
0x2203: '\\exists',
0x2204: '\\nexists',
0x2205: '\\varnothing',
0x2207: '\\nabla',
0x2208: '\\in',
0x2209: '\\not\\in',
0x220B: '\\ni',
0x220C: '\\not\\ni',
0x220F: '\\prod',
0x2210: '\\coprod',
0x2211: '\\sum',
0x2212: '-',
0x2213: '\\mp',
0x2214: '\\dotplus',
0x2216: '\\setminus',
0x2217: '{_\\ast}',
0x2218: '\\circ',
0x2219: '\\bullet',
0x221A: '\\surd',
0x221D: '\\propto',
0x221E: '\\infty',
0x221F: '\\rightangle',
0x2220: '\\angle',
0x2221: '\\measuredangle',
0x2222: '\\sphericalangle',
0x2223: '\\mid',
0x2224: '\\nmid',
0x2225: '\\parallel',
0x2226: '\\nparallel',
0x2227: '\\wedge',
0x2228: '\\vee',
0x2229: '\\cap',
0x222A: '\\cup',
0x222B: '\\int',
0x222C: '\\int\\!\\int',
0x222D: '\\int\\!\\int\\!\\int',
0x222E: '\\oint',
0x222F: '\\surfintegral',
0x2230: '\\volintegral',
0x2231: '\\clwintegral',
0x2234: '\\therefore',
0x2235: '\\because',
0x2237: '\\Colon',
0x223A: '\\mathbin{{:}\\!\\!{-}\\!\\!{:}}',
0x223B: '\\homothetic',
0x223C: '\\sim',
0x223D: '\\backsim',
0x223E: '\\lazysinv',
0x2240: '\\wr',
0x2241: '\\not\\sim',
0x2243: '\\simeq',
0x2244: '\\not\\simeq',
0x2245: '\\cong',
0x2246: '\\approxnotequal',
0x2247: '\\not\\cong',
0x2248: '\\approx',
0x2249: '\\not\\approx',
0x224A: '\\approxeq',
0x224B: '\\tildetrpl',
0x224C: '\\allequal',
0x224D: '\\asymp',
0x224E: '\\Bumpeq',
0x224F: '\\bumpeq',
0x2250: '\\doteq',
0x2251: '\\doteqdot',
0x2252: '\\fallingdotseq',
0x2253: '\\risingdotseq',
0x2254: ':=',
0x2255: '=:',
0x2256: '\\eqcirc',
0x2257: '\\circeq',
0x2259: '\\estimates',
0x225B: '\\starequal',
0x225C: '\\triangleq',
0x2260: '\\not =',
0x2261: '\\equiv',
0x2262: '\\not\\equiv',
0x2264: '\\leq',
0x2265: '\\geq',
0x2266: '\\leqq',
0x2267: '\\geqq',
0x2268: '\\lneqq',
0x2269: '\\gneqq',
0x226A: '\\ll',
0x226B: '\\gg',
0x226C: '\\between',
0x226D: '\\not\\kern-0.3em\\times',
0x226E: '\\not<',
0x226F: '\\not>',
0x2270: '\\not\\leq',
0x2271: '\\not\\geq',
0x2272: '\\lessequivlnt',
0x2273: '\\greaterequivlnt',
0x2276: '\\lessgtr',
0x2277: '\\gtrless',
0x2278: '\\notlessgreater',
0x2279: '\\notgreaterless',
0x227A: '\\prec',
0x227B: '\\succ',
0x227C: '\\preccurlyeq',
0x227D: '\\succcurlyeq',
0x227E: '\\precapprox',
0x227F: '\\succapprox',
0x2280: '\\not\\prec',
0x2281: '\\not\\succ',
0x2282: '\\subset',
0x2283: '\\supset',
0x2284: '\\not\\subset',
0x2285: '\\not\\supset',
0x2286: '\\subseteq',
0x2287: '\\supseteq',
0x2288: '\\not\\subseteq',
0x2289: '\\not\\supseteq',
0x228A: '\\subsetneq',
0x228B: '\\supsetneq',
0x228E: '\\uplus',
0x228F: '\\sqsubset',
0x2290: '\\sqsupset',
0x2291: '\\sqsubseteq',
0x2292: '\\sqsupseteq',
0x2293: '\\sqcap',
0x2294: '\\sqcup',
0x2295: '\\oplus',
0x2296: '\\ominus',
0x2297: '\\otimes',
0x2298: '\\oslash',
0x2299: '\\odot',
0x229A: '\\circledcirc',
0x229B: '\\circledast',
0x229D: '\\circleddash',
0x229E: '\\boxplus',
0x229F: '\\boxminus',
0x22A0: '\\boxtimes',
0x22A1: '\\boxdot',
0x22A2: '\\vdash',
0x22A3: '\\dashv',
0x22A4: '\\top',
0x22A5: '\\perp',
0x22A7: '\\truestate',
0x22A8: '\\forcesextra',
0x22A9: '\\Vdash',
0x22AA: '\\Vvdash',
0x22AB: '\\VDash',
0x22AC: '\\nvdash',
0x22AD: '\\nvDash',
0x22AE: '\\nVdash',
0x22AF: '\\nVDash',
0x22B2: '\\vartriangleleft',
0x22B3: '\\vartriangleright',
0x22B4: '\\trianglelefteq',
0x22B5: '\\trianglerighteq',
0x22B6: '\\original',
0x22B7: '\\image',
0x22B8: '\\multimap',
0x22B9: '\\hermitconjmatrix',
0x22BA: '\\intercal',
0x22BB: '\\veebar',
0x22BE: '\\rightanglearc',
0x22C2: '\\bigcap',
0x22C3: '\\bigcup',
0x22C4: '\\diamond',
0x22C5: '\\cdot',
0x22C6: '\\star',
0x22C7: '\\divideontimes',
0x22C8: '\\bowtie',
0x22C9: '\\ltimes',
0x22CA: '\\rtimes',
0x22CB: '\\leftthreetimes',
0x22CC: '\\rightthreetimes',
0x22CD: '\\backsimeq',
0x22CE: '\\curlyvee',
0x22CF: '\\curlywedge',
0x22D0: '\\Subset',
0x22D1: '\\Supset',
0x22D2: '\\Cap',
0x22D3: '\\Cup',
0x22D4: '\\pitchfork',
0x22D6: '\\lessdot',
0x22D7: '\\gtrdot',
0x22D8: '\\verymuchless',
0x22D9: '\\verymuchgreater',
0x22DA: '\\lesseqgtr',
0x22DB: '\\gtreqless',
0x22DE: '\\curlyeqprec',
0x22DF: '\\curlyeqsucc',
0x22E2: '\\not\\sqsubseteq',
0x22E3: '\\not\\sqsupseteq',
0x22E6: '\\lnsim',
0x22E7: '\\gnsim',
0x22E8: '\\precedesnotsimilar',
0x22E9: '\\succnsim',
0x22EA: '\\ntriangleleft',
0x22EB: '\\ntriangleright',
0x22EC: '\\ntrianglelefteq',
0x22ED: '\\ntrianglerighteq',
0x22EE: '\\vdots',
0x22EF: '\\cdots',
0x22F0: '\\upslopeellipsis',
0x22F1: '\\downslopeellipsis',
0x2305: '\\barwedge',
0x2306: '\\varperspcorrespond',
0x2308: '\\lceil',
0x2309: '\\rceil',
0x230A: '\\lfloor',
0x230B: '\\rfloor',
0x2315: '\\recorder',
0x2316: '\\mathchar"2208',
0x231C: '\\ulcorner',
0x231D: '\\urcorner',
0x231E: '\\llcorner',
0x231F: '\\lrcorner',
0x2322: '\\frown',
0x2323: '\\smile',
0x23B0: '\\lmoustache',
0x23B1: '\\rmoustache',
0x2423: '\\textvisiblespace',
0x2460: '\\ding{172}',
0x2461: '\\ding{173}',
0x2462: '\\ding{174}',
0x2463: '\\ding{175}',
0x2464: '\\ding{176}',
0x2465: '\\ding{177}',
0x2466: '\\ding{178}',
0x2467: '\\ding{179}',
0x2468: '\\ding{180}',
0x2469: '\\ding{181}',
0x24C8: '\\circledS',
0x2571: '\\diagup',
0x25A0: '\\ding{110}',
0x25A1: '\\square',
0x25AA: '\\blacksquare',
0x25AD: '\\fbox{~~}',
0x25B2: '\\ding{115}',
0x25B3: '\\bigtriangleup',
0x25B4: '\\blacktriangle',
0x25B5: '\\vartriangle',
0x25B8: '\\blacktriangleright',
0x25B9: '\\triangleright',
0x25BC: '\\ding{116}',
0x25BD: '\\bigtriangledown',
0x25BE: '\\blacktriangledown',
0x25BF: '\\triangledown',
0x25C2: '\\blacktriangleleft',
0x25C3: '\\triangleleft',
0x25C6: '\\ding{117}',
0x25CA: '\\lozenge',
0x25CB: '\\bigcirc',
0x25CF: '\\ding{108}',
0x25D7: '\\ding{119}',
0x25EF: '\\bigcirc',
0x2605: '\\ding{72}',
0x2606: '\\ding{73}',
0x260E: '\\ding{37}',
0x261B: '\\ding{42}',
0x261E: '\\ding{43}',
0x263E: '\\rightmoon',
0x263F: '\\mercury',
0x2640: '\\venus',
0x2642: '\\male',
0x2643: '\\jupiter',
0x2644: '\\saturn',
0x2645: '\\uranus',
0x2646: '\\neptune',
0x2647: '\\pluto',
0x2648: '\\aries',
0x2649: '\\taurus',
0x264A: '\\gemini',
0x264B: '\\cancer',
0x264C: '\\leo',
0x264D: '\\virgo',
0x264E: '\\libra',
0x264F: '\\scorpio',
0x2650: '\\sagittarius',
0x2651: '\\capricornus',
0x2652: '\\aquarius',
0x2653: '\\pisces',
0x2660: '\\ding{171}',
0x2662: '\\diamond',
0x2663: '\\ding{168}',
0x2665: '\\ding{170}',
0x2666: '\\ding{169}',
0x2669: '\\quarternote',
0x266A: '\\eighthnote',
0x266D: '\\flat',
0x266E: '\\natural',
0x266F: '\\sharp',
0x2701: '\\ding{33}',
0x2702: '\\ding{34}',
0x2703: '\\ding{35}',
0x2704: '\\ding{36}',
0x2706: '\\ding{38}',
0x2707: '\\ding{39}',
0x2708: '\\ding{40}',
0x2709: '\\ding{41}',
0x270C: '\\ding{44}',
0x270D: '\\ding{45}',
0x270E: '\\ding{46}',
0x270F: '\\ding{47}',
0x2710: '\\ding{48}',
0x2711: '\\ding{49}',
0x2712: '\\ding{50}',
0x2713: '\\ding{51}',
0x2714: '\\ding{52}',
0x2715: '\\ding{53}',
0x2716: '\\ding{54}',
0x2717: '\\ding{55}',
0x2718: '\\ding{56}',
0x2719: '\\ding{57}',
0x271A: '\\ding{58}',
0x271B: '\\ding{59}',
0x271C: '\\ding{60}',
0x271D: '\\ding{61}',
0x271E: '\\ding{62}',
0x271F: '\\ding{63}',
0x2720: '\\ding{64}',
0x2721: '\\ding{65}',
0x2722: '\\ding{66}',
0x2723: '\\ding{67}',
0x2724: '\\ding{68}',
0x2725: '\\ding{69}',
0x2726: '\\ding{70}',
0x2727: '\\ding{71}',
0x2729: '\\ding{73}',
0x272A: '\\ding{74}',
0x272B: '\\ding{75}',
0x272C: '\\ding{76}',
0x272D: '\\ding{77}',
0x272E: '\\ding{78}',
0x272F: '\\ding{79}',
0x2730: '\\ding{80}',
0x2731: '\\ding{81}',
0x2732: '\\ding{82}',
0x2733: '\\ding{83}',
0x2734: '\\ding{84}',
0x2735: '\\ding{85}',
0x2736: '\\ding{86}',
0x2737: '\\ding{87}',
0x2738: '\\ding{88}',
0x2739: '\\ding{89}',
0x273A: '\\ding{90}',
0x273B: '\\ding{91}',
0x273C: '\\ding{92}',
0x273D: '\\ding{93}',
0x273E: '\\ding{94}',
0x273F: '\\ding{95}',
0x2740: '\\ding{96}',
0x2741: '\\ding{97}',
0x2742: '\\ding{98}',
0x2743: '\\ding{99}',
0x2744: '\\ding{100}',
0x2745: '\\ding{101}',
0x2746: '\\ding{102}',
0x2747: '\\ding{103}',
0x2748: '\\ding{104}',
0x2749: '\\ding{105}',
0x274A: '\\ding{106}',
0x274B: '\\ding{107}',
0x274D: '\\ding{109}',
0x274F: '\\ding{111}',
0x2750: '\\ding{112}',
0x2751: '\\ding{113}',
0x2752: '\\ding{114}',
0x2756: '\\ding{118}',
0x2758: '\\ding{120}',
0x2759: '\\ding{121}',
0x275A: '\\ding{122}',
0x275B: '\\ding{123}',
0x275C: '\\ding{124}',
0x275D: '\\ding{125}',
0x275E: '\\ding{126}',
0x2761: '\\ding{161}',
0x2762: '\\ding{162}',
0x2763: '\\ding{163}',
0x2764: '\\ding{164}',
0x2765: '\\ding{165}',
0x2766: '\\ding{166}',
0x2767: '\\ding{167}',
0x2776: '\\ding{182}',
0x2777: '\\ding{183}',
0x2778: '\\ding{184}',
0x2779: '\\ding{185}',
0x277A: '\\ding{186}',
0x277B: '\\ding{187}',
0x277C: '\\ding{188}',
0x277D: '\\ding{189}',
0x277E: '\\ding{190}',
0x277F: '\\ding{191}',
0x2780: '\\ding{192}',
0x2781: '\\ding{193}',
0x2782: '\\ding{194}',
0x2783: '\\ding{195}',
0x2784: '\\ding{196}',
0x2785: '\\ding{197}',
0x2786: '\\ding{198}',
0x2787: '\\ding{199}',
0x2788: '\\ding{200}',
0x2789: '\\ding{201}',
0x278A: '\\ding{202}',
0x278B: '\\ding{203}',
0x278C: '\\ding{204}',
0x278D: '\\ding{205}',
0x278E: '\\ding{206}',
0x278F: '\\ding{207}',
0x2790: '\\ding{208}',
0x2791: '\\ding{209}',
0x2792: '\\ding{210}',
0x2793: '\\ding{211}',
0x2794: '\\ding{212}',
0x2798: '\\ding{216}',
0x2799: '\\ding{217}',
0x279A: '\\ding{218}',
0x279B: '\\ding{219}',
0x279C: '\\ding{220}',
0x279D: '\\ding{221}',
0x279E: '\\ding{222}',
0x279F: '\\ding{223}',
0x27A0: '\\ding{224}',
0x27A1: '\\ding{225}',
0x27A2: '\\ding{226}',
0x27A3: '\\ding{227}',
0x27A4: '\\ding{228}',
0x27A5: '\\ding{229}',
0x27A6: '\\ding{230}',
0x27A7: '\\ding{231}',
0x27A8: '\\ding{232}',
0x27A9: '\\ding{233}',
0x27AA: '\\ding{234}',
0x27AB: '\\ding{235}',
0x27AC: '\\ding{236}',
0x27AD: '\\ding{237}',
0x27AE: '\\ding{238}',
0x27AF: '\\ding{239}',
0x27B1: '\\ding{241}',
0x27B2: '\\ding{242}',
0x27B3: '\\ding{243}',
0x27B4: '\\ding{244}',
0x27B5: '\\ding{245}',
0x27B6: '\\ding{246}',
0x27B7: '\\ding{247}',
0x27B8: '\\ding{248}',
0x27B9: '\\ding{249}',
0x27BA: '\\ding{250}',
0x27BB: '\\ding{251}',
0x27BC: '\\ding{252}',
0x27BD: '\\ding{253}',
0x27BE: '\\ding{254}',
0x27E8: '\\langle',
0x27E9: '\\rangle',
0x27F5: '\\longleftarrow',
0x27F6: '\\longrightarrow',
0x27F7: '\\longleftrightarrow',
0x27F8: '\\Longleftarrow',
0x27F9: '\\Longrightarrow',
0x27FA: '\\Longleftrightarrow',
0x27FC: '\\longmapsto',
0x27FF: '\\sim\\joinrel\\leadsto',
0x2912: '\\UpArrowBar',
0x2913: '\\DownArrowBar',
0x294E: '\\LeftRightVector',
0x294F: '\\RightUpDownVector',
0x2950: '\\DownLeftRightVector',
0x2951: '\\LeftUpDownVector',
0x2952: '\\LeftVectorBar',
0x2953: '\\RightVectorBar',
0x2954: '\\RightUpVectorBar',
0x2955: '\\RightDownVectorBar',
0x2956: '\\DownLeftVectorBar',
0x2957: '\\DownRightVectorBar',
0x2958: '\\LeftUpVectorBar',
0x2959: '\\LeftDownVectorBar',
0x295A: '\\LeftTeeVector',
0x295B: '\\RightTeeVector',
0x295C: '\\RightUpTeeVector',
0x295D: '\\RightDownTeeVector',
0x295E: '\\DownLeftTeeVector',
0x295F: '\\DownRightTeeVector',
0x2960: '\\LeftUpTeeVector',
0x2961: '\\LeftDownTeeVector',
0x296E: '\\UpEquilibrium',
0x296F: '\\ReverseUpEquilibrium',
0x2970: '\\RoundImplies',
0x2993: '<\\kern-0.58em(',
0x299C: '\\Angle',
0x29CF: '\\LeftTriangleBar',
0x29D0: '\\RightTriangleBar',
0x29EB: '\\blacklozenge',
0x29F4: '\\RuleDelayed',
0x2A0F: '\\clockoint',
0x2A16: '\\sqrint',
0x2A3F: '\\amalg',
0x2A5E: '\\perspcorrespond',
0x2A6E: '\\stackrel{*}{=}',
0x2A75: '\\Equal',
0x2A7D: '\\leqslant',
0x2A7E: '\\geqslant',
0x2A85: '\\lessapprox',
0x2A86: '\\gtrapprox',
0x2A87: '\\lneq',
0x2A88: '\\gneq',
0x2A89: '\\lnapprox',
0x2A8A: '\\gnapprox',
0x2A8B: '\\lesseqqgtr',
0x2A8C: '\\gtreqqless',
0x2A95: '\\eqslantless',
0x2A96: '\\eqslantgtr',
0x2A9D: '\\Pisymbol{ppi020}{117}',
0x2A9E: '\\Pisymbol{ppi020}{105}',
0x2AA1: '\\NestedLessLess',
0x2AA2: '\\NestedGreaterGreater',
0x2AAF: '\\preceq',
0x2AB0: '\\succeq',
0x2AB5: '\\precneqq',
0x2AB6: '\\succneqq',
0x2AB7: '\\precapprox',
0x2AB8: '\\succapprox',
0x2AB9: '\\precnapprox',
0x2ABA: '\\succnapprox',
0x2AC5: '\\subseteqq',
0x2AC6: '\\supseteqq',
0x2ACB: '\\subsetneqq',
0x2ACC: '\\supsetneqq',
0x2AFD: '{{/}\\!\\!{/}}',
0x301A: '\\openbracketleft',
0x301B: '\\openbracketright',
0xFB00: 'ff',
0xFB01: 'fi',
0xFB02: 'fl',
0xFB03: 'ffi',
0xFB04: 'ffl',
0x1D400: '\\mathbf{A}',
0x1D401: '\\mathbf{B}',
0x1D402: '\\mathbf{C}',
0x1D403: '\\mathbf{D}',
0x1D404: '\\mathbf{E}',
0x1D405: '\\mathbf{F}',
0x1D406: '\\mathbf{G}',
0x1D407: '\\mathbf{H}',
0x1D408: '\\mathbf{I}',
0x1D409: '\\mathbf{J}',
0x1D40A: '\\mathbf{K}',
0x1D40B: '\\mathbf{L}',
0x1D40C: '\\mathbf{M}',
0x1D40D: '\\mathbf{N}',
0x1D40E: '\\mathbf{O}',
0x1D40F: '\\mathbf{P}',
0x1D410: '\\mathbf{Q}',
0x1D411: '\\mathbf{R}',
0x1D412: '\\mathbf{S}',
0x1D413: '\\mathbf{T}',
0x1D414: '\\mathbf{U}',
0x1D415: '\\mathbf{V}',
0x1D416: '\\mathbf{W}',
0x1D417: '\\mathbf{X}',
0x1D418: '\\mathbf{Y}',
0x1D419: '\\mathbf{Z}',
0x1D41A: '\\mathbf{a}',
0x1D41B: '\\mathbf{b}',
0x1D41C: '\\mathbf{c}',
0x1D41D: '\\mathbf{d}',
0x1D41E: '\\mathbf{e}',
0x1D41F: '\\mathbf{f}',
0x1D420: '\\mathbf{g}',
0x1D421: '\\mathbf{h}',
0x1D422: '\\mathbf{i}',
0x1D423: '\\mathbf{j}',
0x1D424: '\\mathbf{k}',
0x1D425: '\\mathbf{l}',
0x1D426: '\\mathbf{m}',
0x1D427: '\\mathbf{n}',
0x1D428: '\\mathbf{o}',
0x1D429: '\\mathbf{p}',
0x1D42A: '\\mathbf{q}',
0x1D42B: '\\mathbf{r}',
0x1D42C: '\\mathbf{s}',
0x1D42D: '\\mathbf{t}',
0x1D42E: '\\mathbf{u}',
0x1D42F: '\\mathbf{v}',
0x1D430: '\\mathbf{w}',
0x1D431: '\\mathbf{x}',
0x1D432: '\\mathbf{y}',
0x1D433: '\\mathbf{z}',
0x1D434: '\\mathmit{A}',
0x1D435: '\\mathmit{B}',
0x1D436: '\\mathmit{C}',
0x1D437: '\\mathmit{D}',
0x1D438: '\\mathmit{E}',
0x1D439: '\\mathmit{F}',
0x1D43A: '\\mathmit{G}',
0x1D43B: '\\mathmit{H}',
0x1D43C: '\\mathmit{I}',
0x1D43D: '\\mathmit{J}',
0x1D43E: '\\mathmit{K}',
0x1D43F: '\\mathmit{L}',
0x1D440: '\\mathmit{M}',
0x1D441: '\\mathmit{N}',
0x1D442: '\\mathmit{O}',
0x1D443: '\\mathmit{P}',
0x1D444: '\\mathmit{Q}',
0x1D445: '\\mathmit{R}',
0x1D446: '\\mathmit{S}',
0x1D447: '\\mathmit{T}',
0x1D448: '\\mathmit{U}',
0x1D449: '\\mathmit{V}',
0x1D44A: '\\mathmit{W}',
0x1D44B: '\\mathmit{X}',
0x1D44C: '\\mathmit{Y}',
0x1D44D: '\\mathmit{Z}',
0x1D44E: '\\mathmit{a}',
0x1D44F: '\\mathmit{b}',
0x1D450: '\\mathmit{c}',
0x1D451: '\\mathmit{d}',
0x1D452: '\\mathmit{e}',
0x1D453: '\\mathmit{f}',
0x1D454: '\\mathmit{g}',
0x1D456: '\\mathmit{i}',
0x1D457: '\\mathmit{j}',
0x1D458: '\\mathmit{k}',
0x1D459: '\\mathmit{l}',
0x1D45A: '\\mathmit{m}',
0x1D45B: '\\mathmit{n}',
0x1D45C: '\\mathmit{o}',
0x1D45D: '\\mathmit{p}',
0x1D45E: '\\mathmit{q}',
0x1D45F: '\\mathmit{r}',
0x1D460: '\\mathmit{s}',
0x1D461: '\\mathmit{t}',
0x1D462: '\\mathmit{u}',
0x1D463: '\\mathmit{v}',
0x1D464: '\\mathmit{w}',
0x1D465: '\\mathmit{x}',
0x1D466: '\\mathmit{y}',
0x1D467: '\\mathmit{z}',
0x1D468: '\\mathbit{A}',
0x1D469: '\\mathbit{B}',
0x1D46A: '\\mathbit{C}',
0x1D46B: '\\mathbit{D}',
0x1D46C: '\\mathbit{E}',
0x1D46D: '\\mathbit{F}',
0x1D46E: '\\mathbit{G}',
0x1D46F: '\\mathbit{H}',
0x1D470: '\\mathbit{I}',
0x1D471: '\\mathbit{J}',
0x1D472: '\\mathbit{K}',
0x1D473: '\\mathbit{L}',
0x1D474: '\\mathbit{M}',
0x1D475: '\\mathbit{N}',
0x1D476: '\\mathbit{O}',
0x1D477: '\\mathbit{P}',
0x1D478: '\\mathbit{Q}',
0x1D479: '\\mathbit{R}',
0x1D47A: '\\mathbit{S}',
0x1D47B: '\\mathbit{T}',
0x1D47C: '\\mathbit{U}',
0x1D47D: '\\mathbit{V}',
0x1D47E: '\\mathbit{W}',
0x1D47F: '\\mathbit{X}',
0x1D480: '\\mathbit{Y}',
0x1D481: '\\mathbit{Z}',
0x1D482: '\\mathbit{a}',
0x1D483: '\\mathbit{b}',
0x1D484: '\\mathbit{c}',
0x1D485: '\\mathbit{d}',
0x1D486: '\\mathbit{e}',
0x1D487: '\\mathbit{f}',
0x1D488: '\\mathbit{g}',
0x1D489: '\\mathbit{h}',
0x1D48A: '\\mathbit{i}',
0x1D48B: '\\mathbit{j}',
0x1D48C: '\\mathbit{k}',
0x1D48D: '\\mathbit{l}',
0x1D48E: '\\mathbit{m}',
0x1D48F: '\\mathbit{n}',
0x1D490: '\\mathbit{o}',
0x1D491: '\\mathbit{p}',
0x1D492: '\\mathbit{q}',
0x1D493: '\\mathbit{r}',
0x1D494: '\\mathbit{s}',
0x1D495: '\\mathbit{t}',
0x1D496: '\\mathbit{u}',
0x1D497: '\\mathbit{v}',
0x1D498: '\\mathbit{w}',
0x1D499: '\\mathbit{x}',
0x1D49A: '\\mathbit{y}',
0x1D49B: '\\mathbit{z}',
0x1D49C: '\\mathscr{A}',
0x1D49E: '\\mathscr{C}',
0x1D49F: '\\mathscr{D}',
0x1D4A2: '\\mathscr{G}',
0x1D4A5: '\\mathscr{J}',
0x1D4A6: '\\mathscr{K}',
0x1D4A9: '\\mathscr{N}',
0x1D4AA: '\\mathscr{O}',
0x1D4AB: '\\mathscr{P}',
0x1D4AC: '\\mathscr{Q}',
0x1D4AE: '\\mathscr{S}',
0x1D4AF: '\\mathscr{T}',
0x1D4B0: '\\mathscr{U}',
0x1D4B1: '\\mathscr{V}',
0x1D4B2: '\\mathscr{W}',
0x1D4B3: '\\mathscr{X}',
0x1D4B4: '\\mathscr{Y}',
0x1D4B5: '\\mathscr{Z}',
0x1D4B6: '\\mathscr{a}',
0x1D4B7: '\\mathscr{b}',
0x1D4B8: '\\mathscr{c}',
0x1D4B9: '\\mathscr{d}',
0x1D4BB: '\\mathscr{f}',
0x1D4BD: '\\mathscr{h}',
0x1D4BE: '\\mathscr{i}',
0x1D4BF: '\\mathscr{j}',
0x1D4C0: '\\mathscr{k}',
0x1D4C1: '\\mathscr{l}',
0x1D4C2: '\\mathscr{m}',
0x1D4C3: '\\mathscr{n}',
0x1D4C5: '\\mathscr{p}',
0x1D4C6: '\\mathscr{q}',
0x1D4C7: '\\mathscr{r}',
0x1D4C8: '\\mathscr{s}',
0x1D4C9: '\\mathscr{t}',
0x1D4CA: '\\mathscr{u}',
0x1D4CB: '\\mathscr{v}',
0x1D4CC: '\\mathscr{w}',
0x1D4CD: '\\mathscr{x}',
0x1D4CE: '\\mathscr{y}',
0x1D4CF: '\\mathscr{z}',
0x1D4D0: '\\mathbcal{A}',
0x1D4D1: '\\mathbcal{B}',
0x1D4D2: '\\mathbcal{C}',
0x1D4D3: '\\mathbcal{D}',
0x1D4D4: '\\mathbcal{E}',
0x1D4D5: '\\mathbcal{F}',
0x1D4D6: '\\mathbcal{G}',
0x1D4D7: '\\mathbcal{H}',
0x1D4D8: '\\mathbcal{I}',
0x1D4D9: '\\mathbcal{J}',
0x1D4DA: '\\mathbcal{K}',
0x1D4DB: '\\mathbcal{L}',
0x1D4DC: '\\mathbcal{M}',
0x1D4DD: '\\mathbcal{N}',
0x1D4DE: '\\mathbcal{O}',
0x1D4DF: '\\mathbcal{P}',
0x1D4E0: '\\mathbcal{Q}',
0x1D4E1: '\\mathbcal{R}',
0x1D4E2: '\\mathbcal{S}',
0x1D4E3: '\\mathbcal{T}',
0x1D4E4: '\\mathbcal{U}',
0x1D4E5: '\\mathbcal{V}',
0x1D4E6: '\\mathbcal{W}',
0x1D4E7: '\\mathbcal{X}',
0x1D4E8: '\\mathbcal{Y}',
0x1D4E9: '\\mathbcal{Z}',
0x1D4EA: '\\mathbcal{a}',
0x1D4EB: '\\mathbcal{b}',
0x1D4EC: '\\mathbcal{c}',
0x1D4ED: '\\mathbcal{d}',
0x1D4EE: '\\mathbcal{e}',
0x1D4EF: '\\mathbcal{f}',
0x1D4F0: '\\mathbcal{g}',
0x1D4F1: '\\mathbcal{h}',
0x1D4F2: '\\mathbcal{i}',
0x1D4F3: '\\mathbcal{j}',
0x1D4F4: '\\mathbcal{k}',
0x1D4F5: '\\mathbcal{l}',
0x1D4F6: '\\mathbcal{m}',
0x1D4F7: '\\mathbcal{n}',
0x1D4F8: '\\mathbcal{o}',
0x1D4F9: '\\mathbcal{p}',
0x1D4FA: '\\mathbcal{q}',
0x1D4FB: '\\mathbcal{r}',
0x1D4FC: '\\mathbcal{s}',
0x1D4FD: '\\mathbcal{t}',
0x1D4FE: '\\mathbcal{u}',
0x1D4FF: '\\mathbcal{v}',
0x1D500: '\\mathbcal{w}',
0x1D501: '\\mathbcal{x}',
0x1D502: '\\mathbcal{y}',
0x1D503: '\\mathbcal{z}',
0x1D504: '\\mathfrak{A}',
0x1D505: '\\mathfrak{B}',
0x1D507: '\\mathfrak{D}',
0x1D508: '\\mathfrak{E}',
0x1D509: '\\mathfrak{F}',
0x1D50A: '\\mathfrak{G}',
0x1D50D: '\\mathfrak{J}',
0x1D50E: '\\mathfrak{K}',
0x1D50F: '\\mathfrak{L}',
0x1D510: '\\mathfrak{M}',
0x1D511: '\\mathfrak{N}',
0x1D512: '\\mathfrak{O}',
0x1D513: '\\mathfrak{P}',
0x1D514: '\\mathfrak{Q}',
0x1D516: '\\mathfrak{S}',
0x1D517: '\\mathfrak{T}',
0x1D518: '\\mathfrak{U}',
0x1D519: '\\mathfrak{V}',
0x1D51A: '\\mathfrak{W}',
0x1D51B: '\\mathfrak{X}',
0x1D51C: '\\mathfrak{Y}',
0x1D51E: '\\mathfrak{a}',
0x1D51F: '\\mathfrak{b}',
0x1D520: '\\mathfrak{c}',
0x1D521: '\\mathfrak{d}',
0x1D522: '\\mathfrak{e}',
0x1D523: '\\mathfrak{f}',
0x1D524: '\\mathfrak{g}',
0x1D525: '\\mathfrak{h}',
0x1D526: '\\mathfrak{i}',
0x1D527: '\\mathfrak{j}',
0x1D528: '\\mathfrak{k}',
0x1D529: '\\mathfrak{l}',
0x1D52A: '\\mathfrak{m}',
0x1D52B: '\\mathfrak{n}',
0x1D52C: '\\mathfrak{o}',
0x1D52D: '\\mathfrak{p}',
0x1D52E: '\\mathfrak{q}',
0x1D52F: '\\mathfrak{r}',
0x1D530: '\\mathfrak{s}',
0x1D531: '\\mathfrak{t}',
0x1D532: '\\mathfrak{u}',
0x1D533: '\\mathfrak{v}',
0x1D534: '\\mathfrak{w}',
0x1D535: '\\mathfrak{x}',
0x1D536: '\\mathfrak{y}',
0x1D537: '\\mathfrak{z}',
0x1D538: '\\mathbb{A}',
0x1D539: '\\mathbb{B}',
0x1D53B: '\\mathbb{D}',
0x1D53C: '\\mathbb{E}',
0x1D53D: '\\mathbb{F}',
0x1D53E: '\\mathbb{G}',
0x1D540: '\\mathbb{I}',
0x1D541: '\\mathbb{J}',
0x1D542: '\\mathbb{K}',
0x1D543: '\\mathbb{L}',
0x1D544: '\\mathbb{M}',
0x1D546: '\\mathbb{O}',
0x1D54A: '\\mathbb{S}',
0x1D54B: '\\mathbb{T}',
0x1D54C: '\\mathbb{U}',
0x1D54D: '\\mathbb{V}',
0x1D54E: '\\mathbb{W}',
0x1D54F: '\\mathbb{X}',
0x1D550: '\\mathbb{Y}',
0x1D552: '\\mathbb{a}',
0x1D553: '\\mathbb{b}',
0x1D554: '\\mathbb{c}',
0x1D555: '\\mathbb{d}',
0x1D556: '\\mathbb{e}',
0x1D557: '\\mathbb{f}',
0x1D558: '\\mathbb{g}',
0x1D559: '\\mathbb{h}',
0x1D55A: '\\mathbb{i}',
0x1D55B: '\\mathbb{j}',
0x1D55C: '\\mathbb{k}',
0x1D55D: '\\mathbb{l}',
0x1D55E: '\\mathbb{m}',
0x1D55F: '\\mathbb{n}',
0x1D560: '\\mathbb{o}',
0x1D561: '\\mathbb{p}',
0x1D562: '\\mathbb{q}',
0x1D563: '\\mathbb{r}',
0x1D564: '\\mathbb{s}',
0x1D565: '\\mathbb{t}',
0x1D566: '\\mathbb{u}',
0x1D567: '\\mathbb{v}',
0x1D568: '\\mathbb{w}',
0x1D569: '\\mathbb{x}',
0x1D56A: '\\mathbb{y}',
0x1D56B: '\\mathbb{z}',
0x1D56C: '\\mathbfrak{A}',
0x1D56D: '\\mathbfrak{B}',
0x1D56E: '\\mathbfrak{C}',
0x1D56F: '\\mathbfrak{D}',
0x1D570: '\\mathbfrak{E}',
0x1D571: '\\mathbfrak{F}',
0x1D572: '\\mathbfrak{G}',
0x1D573: '\\mathbfrak{H}',
0x1D574: '\\mathbfrak{I}',
0x1D575: '\\mathbfrak{J}',
0x1D576: '\\mathbfrak{K}',
0x1D577: '\\mathbfrak{L}',
0x1D578: '\\mathbfrak{M}',
0x1D579: '\\mathbfrak{N}',
0x1D57A: '\\mathbfrak{O}',
0x1D57B: '\\mathbfrak{P}',
0x1D57C: '\\mathbfrak{Q}',
0x1D57D: '\\mathbfrak{R}',
0x1D57E: '\\mathbfrak{S}',
0x1D57F: '\\mathbfrak{T}',
0x1D580: '\\mathbfrak{U}',
0x1D581: '\\mathbfrak{V}',
0x1D582: '\\mathbfrak{W}',
0x1D583: '\\mathbfrak{X}',
0x1D584: '\\mathbfrak{Y}',
0x1D585: '\\mathbfrak{Z}',
0x1D586: '\\mathbfrak{a}',
0x1D587: '\\mathbfrak{b}',
0x1D588: '\\mathbfrak{c}',
0x1D589: '\\mathbfrak{d}',
0x1D58A: '\\mathbfrak{e}',
0x1D58B: '\\mathbfrak{f}',
0x1D58C: '\\mathbfrak{g}',
0x1D58D: '\\mathbfrak{h}',
0x1D58E: '\\mathbfrak{i}',
0x1D58F: '\\mathbfrak{j}',
0x1D590: '\\mathbfrak{k}',
0x1D591: '\\mathbfrak{l}',
0x1D592: '\\mathbfrak{m}',
0x1D593: '\\mathbfrak{n}',
0x1D594: '\\mathbfrak{o}',
0x1D595: '\\mathbfrak{p}',
0x1D596: '\\mathbfrak{q}',
0x1D597: '\\mathbfrak{r}',
0x1D598: '\\mathbfrak{s}',
0x1D599: '\\mathbfrak{t}',
0x1D59A: '\\mathbfrak{u}',
0x1D59B: '\\mathbfrak{v}',
0x1D59C: '\\mathbfrak{w}',
0x1D59D: '\\mathbfrak{x}',
0x1D59E: '\\mathbfrak{y}',
0x1D59F: '\\mathbfrak{z}',
0x1D5A0: '\\mathsf{A}',
0x1D5A1: '\\mathsf{B}',
0x1D5A2: '\\mathsf{C}',
0x1D5A3: '\\mathsf{D}',
0x1D5A4: '\\mathsf{E}',
0x1D5A5: '\\mathsf{F}',
0x1D5A6: '\\mathsf{G}',
0x1D5A7: '\\mathsf{H}',
0x1D5A8: '\\mathsf{I}',
0x1D5A9: '\\mathsf{J}',
0x1D5AA: '\\mathsf{K}',
0x1D5AB: '\\mathsf{L}',
0x1D5AC: '\\mathsf{M}',
0x1D5AD: '\\mathsf{N}',
0x1D5AE: '\\mathsf{O}',
0x1D5AF: '\\mathsf{P}',
0x1D5B0: '\\mathsf{Q}',
0x1D5B1: '\\mathsf{R}',
0x1D5B2: '\\mathsf{S}',
0x1D5B3: '\\mathsf{T}',
0x1D5B4: '\\mathsf{U}',
0x1D5B5: '\\mathsf{V}',
0x1D5B6: '\\mathsf{W}',
0x1D5B7: '\\mathsf{X}',
0x1D5B8: '\\mathsf{Y}',
0x1D5B9: '\\mathsf{Z}',
0x1D5BA: '\\mathsf{a}',
0x1D5BB: '\\mathsf{b}',
0x1D5BC: '\\mathsf{c}',
0x1D5BD: '\\mathsf{d}',
0x1D5BE: '\\mathsf{e}',
0x1D5BF: '\\mathsf{f}',
0x1D5C0: '\\mathsf{g}',
0x1D5C1: '\\mathsf{h}',
0x1D5C2: '\\mathsf{i}',
0x1D5C3: '\\mathsf{j}',
0x1D5C4: '\\mathsf{k}',
0x1D5C5: '\\mathsf{l}',
0x1D5C6: '\\mathsf{m}',
0x1D5C7: '\\mathsf{n}',
0x1D5C8: '\\mathsf{o}',
0x1D5C9: '\\mathsf{p}',
0x1D5CA: '\\mathsf{q}',
0x1D5CB: '\\mathsf{r}',
0x1D5CC: '\\mathsf{s}',
0x1D5CD: '\\mathsf{t}',
0x1D5CE: '\\mathsf{u}',
0x1D5CF: '\\mathsf{v}',
0x1D5D0: '\\mathsf{w}',
0x1D5D1: '\\mathsf{x}',
0x1D5D2: '\\mathsf{y}',
0x1D5D3: '\\mathsf{z}',
0x1D5D4: '\\mathsfbf{A}',
0x1D5D5: '\\mathsfbf{B}',
0x1D5D6: '\\mathsfbf{C}',
0x1D5D7: '\\mathsfbf{D}',
0x1D5D8: '\\mathsfbf{E}',
0x1D5D9: '\\mathsfbf{F}',
0x1D5DA: '\\mathsfbf{G}',
0x1D5DB: '\\mathsfbf{H}',
0x1D5DC: '\\mathsfbf{I}',
0x1D5DD: '\\mathsfbf{J}',
0x1D5DE: '\\mathsfbf{K}',
0x1D5DF: '\\mathsfbf{L}',
0x1D5E0: '\\mathsfbf{M}',
0x1D5E1: '\\mathsfbf{N}',
0x1D5E2: '\\mathsfbf{O}',
0x1D5E3: '\\mathsfbf{P}',
0x1D5E4: '\\mathsfbf{Q}',
0x1D5E5: '\\mathsfbf{R}',
0x1D5E6: '\\mathsfbf{S}',
0x1D5E7: '\\mathsfbf{T}',
0x1D5E8: '\\mathsfbf{U}',
0x1D5E9: '\\mathsfbf{V}',
0x1D5EA: '\\mathsfbf{W}',
0x1D5EB: '\\mathsfbf{X}',
0x1D5EC: '\\mathsfbf{Y}',
0x1D5ED: '\\mathsfbf{Z}',
0x1D5EE: '\\mathsfbf{a}',
0x1D5EF: '\\mathsfbf{b}',
0x1D5F0: '\\mathsfbf{c}',
0x1D5F1: '\\mathsfbf{d}',
0x1D5F2: '\\mathsfbf{e}',
0x1D5F3: '\\mathsfbf{f}',
0x1D5F4: '\\mathsfbf{g}',
0x1D5F5: '\\mathsfbf{h}',
0x1D5F6: '\\mathsfbf{i}',
0x1D5F7: '\\mathsfbf{j}',
0x1D5F8: '\\mathsfbf{k}',
0x1D5F9: '\\mathsfbf{l}',
0x1D5FA: '\\mathsfbf{m}',
0x1D5FB: '\\mathsfbf{n}',
0x1D5FC: '\\mathsfbf{o}',
0x1D5FD: '\\mathsfbf{p}',
0x1D5FE: '\\mathsfbf{q}',
0x1D5FF: '\\mathsfbf{r}',
0x1D600: '\\mathsfbf{s}',
0x1D601: '\\mathsfbf{t}',
0x1D602: '\\mathsfbf{u}',
0x1D603: '\\mathsfbf{v}',
0x1D604: '\\mathsfbf{w}',
0x1D605: '\\mathsfbf{x}',
0x1D606: '\\mathsfbf{y}',
0x1D607: '\\mathsfbf{z}',
0x1D608: '\\mathsfsl{A}',
0x1D609: '\\mathsfsl{B}',
0x1D60A: '\\mathsfsl{C}',
0x1D60B: '\\mathsfsl{D}',
0x1D60C: '\\mathsfsl{E}',
0x1D60D: '\\mathsfsl{F}',
0x1D60E: '\\mathsfsl{G}',
0x1D60F: '\\mathsfsl{H}',
0x1D610: '\\mathsfsl{I}',
0x1D611: '\\mathsfsl{J}',
0x1D612: '\\mathsfsl{K}',
0x1D613: '\\mathsfsl{L}',
0x1D614: '\\mathsfsl{M}',
0x1D615: '\\mathsfsl{N}',
0x1D616: '\\mathsfsl{O}',
0x1D617: '\\mathsfsl{P}',
0x1D618: '\\mathsfsl{Q}',
0x1D619: '\\mathsfsl{R}',
0x1D61A: '\\mathsfsl{S}',
0x1D61B: '\\mathsfsl{T}',
0x1D61C: '\\mathsfsl{U}',
0x1D61D: '\\mathsfsl{V}',
0x1D61E: '\\mathsfsl{W}',
0x1D61F: '\\mathsfsl{X}',
0x1D620: '\\mathsfsl{Y}',
0x1D621: '\\mathsfsl{Z}',
0x1D622: '\\mathsfsl{a}',
0x1D623: '\\mathsfsl{b}',
0x1D624: '\\mathsfsl{c}',
0x1D625: '\\mathsfsl{d}',
0x1D626: '\\mathsfsl{e}',
0x1D627: '\\mathsfsl{f}',
0x1D628: '\\mathsfsl{g}',
0x1D629: '\\mathsfsl{h}',
0x1D62A: '\\mathsfsl{i}',
0x1D62B: '\\mathsfsl{j}',
0x1D62C: '\\mathsfsl{k}',
0x1D62D: '\\mathsfsl{l}',
0x1D62E: '\\mathsfsl{m}',
0x1D62F: '\\mathsfsl{n}',
0x1D630: '\\mathsfsl{o}',
0x1D631: '\\mathsfsl{p}',
0x1D632: '\\mathsfsl{q}',
0x1D633: '\\mathsfsl{r}',
0x1D634: '\\mathsfsl{s}',
0x1D635: '\\mathsfsl{t}',
0x1D636: '\\mathsfsl{u}',
0x1D637: '\\mathsfsl{v}',
0x1D638: '\\mathsfsl{w}',
0x1D639: '\\mathsfsl{x}',
0x1D63A: '\\mathsfsl{y}',
0x1D63B: '\\mathsfsl{z}',
0x1D63C: '\\mathsfbfsl{A}',
0x1D63D: '\\mathsfbfsl{B}',
0x1D63E: '\\mathsfbfsl{C}',
0x1D63F: '\\mathsfbfsl{D}',
0x1D640: '\\mathsfbfsl{E}',
0x1D641: '\\mathsfbfsl{F}',
0x1D642: '\\mathsfbfsl{G}',
0x1D643: '\\mathsfbfsl{H}',
0x1D644: '\\mathsfbfsl{I}',
0x1D645: '\\mathsfbfsl{J}',
0x1D646: '\\mathsfbfsl{K}',
0x1D647: '\\mathsfbfsl{L}',
0x1D648: '\\mathsfbfsl{M}',
0x1D649: '\\mathsfbfsl{N}',
0x1D64A: '\\mathsfbfsl{O}',
0x1D64B: '\\mathsfbfsl{P}',
0x1D64C: '\\mathsfbfsl{Q}',
0x1D64D: '\\mathsfbfsl{R}',
0x1D64E: '\\mathsfbfsl{S}',
0x1D64F: '\\mathsfbfsl{T}',
0x1D650: '\\mathsfbfsl{U}',
0x1D651: '\\mathsfbfsl{V}',
0x1D652: '\\mathsfbfsl{W}',
0x1D653: '\\mathsfbfsl{X}',
0x1D654: '\\mathsfbfsl{Y}',
0x1D655: '\\mathsfbfsl{Z}',
0x1D656: '\\mathsfbfsl{a}',
0x1D657: '\\mathsfbfsl{b}',
0x1D658: '\\mathsfbfsl{c}',
0x1D659: '\\mathsfbfsl{d}',
0x1D65A: '\\mathsfbfsl{e}',
0x1D65B: '\\mathsfbfsl{f}',
0x1D65C: '\\mathsfbfsl{g}',
0x1D65D: '\\mathsfbfsl{h}',
0x1D65E: '\\mathsfbfsl{i}',
0x1D65F: '\\mathsfbfsl{j}',
0x1D660: '\\mathsfbfsl{k}',
0x1D661: '\\mathsfbfsl{l}',
0x1D662: '\\mathsfbfsl{m}',
0x1D663: '\\mathsfbfsl{n}',
0x1D664: '\\mathsfbfsl{o}',
0x1D665: '\\mathsfbfsl{p}',
0x1D666: '\\mathsfbfsl{q}',
0x1D667: '\\mathsfbfsl{r}',
0x1D668: '\\mathsfbfsl{s}',
0x1D669: '\\mathsfbfsl{t}',
0x1D66A: '\\mathsfbfsl{u}',
0x1D66B: '\\mathsfbfsl{v}',
0x1D66C: '\\mathsfbfsl{w}',
0x1D66D: '\\mathsfbfsl{x}',
0x1D66E: '\\mathsfbfsl{y}',
0x1D66F: '\\mathsfbfsl{z}',
0x1D670: '\\mathtt{A}',
0x1D671: '\\mathtt{B}',
0x1D672: '\\mathtt{C}',
0x1D673: '\\mathtt{D}',
0x1D674: '\\mathtt{E}',
0x1D675: '\\mathtt{F}',
0x1D676: '\\mathtt{G}',
0x1D677: '\\mathtt{H}',
0x1D678: '\\mathtt{I}',
0x1D679: '\\mathtt{J}',
0x1D67A: '\\mathtt{K}',
0x1D67B: '\\mathtt{L}',
0x1D67C: '\\mathtt{M}',
0x1D67D: '\\mathtt{N}',
0x1D67E: '\\mathtt{O}',
0x1D67F: '\\mathtt{P}',
0x1D680: '\\mathtt{Q}',
0x1D681: '\\mathtt{R}',
0x1D682: '\\mathtt{S}',
0x1D683: '\\mathtt{T}',
0x1D684: '\\mathtt{U}',
0x1D685: '\\mathtt{V}',
0x1D686: '\\mathtt{W}',
0x1D687: '\\mathtt{X}',
0x1D688: '\\mathtt{Y}',
0x1D689: '\\mathtt{Z}',
0x1D68A: '\\mathtt{a}',
0x1D68B: '\\mathtt{b}',
0x1D68C: '\\mathtt{c}',
0x1D68D: '\\mathtt{d}',
0x1D68E: '\\mathtt{e}',
0x1D68F: '\\mathtt{f}',
0x1D690: '\\mathtt{g}',
0x1D691: '\\mathtt{h}',
0x1D692: '\\mathtt{i}',
0x1D693: '\\mathtt{j}',
0x1D694: '\\mathtt{k}',
0x1D695: '\\mathtt{l}',
0x1D696: '\\mathtt{m}',
0x1D697: '\\mathtt{n}',
0x1D698: '\\mathtt{o}',
0x1D699: '\\mathtt{p}',
0x1D69A: '\\mathtt{q}',
0x1D69B: '\\mathtt{r}',
0x1D69C: '\\mathtt{s}',
0x1D69D: '\\mathtt{t}',
0x1D69E: '\\mathtt{u}',
0x1D69F: '\\mathtt{v}',
0x1D6A0: '\\mathtt{w}',
0x1D6A1: '\\mathtt{x}',
0x1D6A2: '\\mathtt{y}',
0x1D6A3: '\\mathtt{z}',
0x1D6A8: '\\mathbf{\\Alpha}',
0x1D6A9: '\\mathbf{\\Beta}',
0x1D6AA: '\\mathbf{\\Gamma}',
0x1D6AB: '\\mathbf{\\Delta}',
0x1D6AC: '\\mathbf{\\Epsilon}',
0x1D6AD: '\\mathbf{\\Zeta}',
0x1D6AE: '\\mathbf{\\Eta}',
0x1D6AF: '\\mathbf{\\Theta}',
0x1D6B0: '\\mathbf{\\Iota}',
0x1D6B1: '\\mathbf{\\Kappa}',
0x1D6B2: '\\mathbf{\\Lambda}',
0x1D6B3: '\\mathbf{M}',
0x1D6B4: 'N',
0x1D6B5: '\\mathbf{\\Xi}',
0x1D6B6: 'O',
0x1D6B7: '\\mathbf{\\Pi}',
0x1D6B8: '\\mathbf{\\Rho}',
0x1D6B9: '\\mathbf{\\vartheta}',
0x1D6BA: '\\mathbf{\\Sigma}',
0x1D6BB: '\\mathbf{\\Tau}',
0x1D6BC: '\\mathbf{\\Upsilon}',
0x1D6BD: '\\mathbf{\\Phi}',
0x1D6BE: '\\mathbf{\\Chi}',
0x1D6BF: '\\mathbf{\\Psi}',
0x1D6C0: '\\mathbf{\\Omega}',
0x1D6C1: '\\mathbf{\\nabla}',
0x1D6C2: '\\mathbf{\\alpha}',
0x1D6C3: '\\mathbf{\\beta}',
0x1D6C4: '\\mathbf{\\gamma}',
0x1D6C5: '\\mathbf{\\delta}',
0x1D6C6: '\\mathbf{\\epsilon}',
0x1D6C7: '\\mathbf{\\zeta}',
0x1D6C8: '\\mathbf{\\eta}',
0x1D6C9: '\\mathbf{\\theta}',
0x1D6CA: '\\mathbf{\\iota}',
0x1D6CB: '\\mathbf{\\kappa}',
0x1D6CC: '\\mathbf{\\lambda}',
0x1D6CD: '\\mathbf{\\mu}',
0x1D6CE: '\\mathbf{\\nu}',
0x1D6CF: '\\mathbf{\\xi}',
0x1D6D0: '\\mathbf{o}',
0x1D6D1: '\\mathbf{\\pi}',
0x1D6D2: '\\mathbf{\\rho}',
0x1D6D3: '\\mathbf{\\varsigma}',
0x1D6D4: '\\mathbf{\\sigma}',
0x1D6D5: '\\mathbf{\\tau}',
0x1D6D6: '\\mathbf{\\upsilon}',
0x1D6D7: '\\mathbf{\\phi}',
0x1D6D8: '\\mathbf{\\chi}',
0x1D6D9: '\\mathbf{\\psi}',
0x1D6DA: '\\mathbf{\\omega}',
0x1D6DB: '\\partial',
0x1D6DC: '\\mathbf{\\varepsilon}',
0x1D6DD: '\\mathbf{\\vartheta}',
0x1D6DE: '\\mathbf{\\varkappa}',
0x1D6DF: '\\mathbf{\\phi}',
0x1D6E0: '\\mathbf{\\varrho}',
0x1D6E1: '\\mathbf{\\varpi}',
0x1D6E2: '\\mathmit{\\Alpha}',
0x1D6E3: '\\mathmit{\\Beta}',
0x1D6E4: '\\mathmit{\\Gamma}',
0x1D6E5: '\\mathmit{\\Delta}',
0x1D6E6: '\\mathmit{\\Epsilon}',
0x1D6E7: '\\mathmit{\\Zeta}',
0x1D6E8: '\\mathmit{\\Eta}',
0x1D6E9: '\\mathmit{\\Theta}',
0x1D6EA: '\\mathmit{\\Iota}',
0x1D6EB: '\\mathmit{\\Kappa}',
0x1D6EC: '\\mathmit{\\Lambda}',
0x1D6ED: '\\mathmit{M}',
0x1D6EE: 'N',
0x1D6EF: '\\mathmit{\\Xi}',
0x1D6F0: 'O',
0x1D6F1: '\\mathmit{\\Pi}',
0x1D6F2: '\\mathmit{\\Rho}',
0x1D6F3: '\\mathmit{\\vartheta}',
0x1D6F4: '\\mathmit{\\Sigma}',
0x1D6F5: '\\mathmit{\\Tau}',
0x1D6F6: '\\mathmit{\\Upsilon}',
0x1D6F7: '\\mathmit{\\Phi}',
0x1D6F8: '\\mathmit{\\Chi}',
0x1D6F9: '\\mathmit{\\Psi}',
0x1D6FA: '\\mathmit{\\Omega}',
0x1D6FB: '\\mathmit{\\nabla}',
0x1D6FC: '\\mathmit{\\alpha}',
0x1D6FD: '\\mathmit{\\beta}',
0x1D6FE: '\\mathmit{\\gamma}',
0x1D6FF: '\\mathmit{\\delta}',
0x1D700: '\\mathmit{\\epsilon}',
0x1D701: '\\mathmit{\\zeta}',
0x1D702: '\\mathmit{\\eta}',
0x1D703: '\\mathmit{\\theta}',
0x1D704: '\\mathmit{\\iota}',
0x1D705: '\\mathmit{\\kappa}',
0x1D706: '\\mathmit{\\lambda}',
0x1D707: '\\mathmit{\\mu}',
0x1D708: '\\mathmit{\\nu}',
0x1D709: '\\mathmit{\\xi}',
0x1D70A: '\\mathmit{o}',
0x1D70B: '\\mathmit{\\pi}',
0x1D70C: '\\mathmit{\\rho}',
0x1D70D: '\\mathmit{\\varsigma}',
0x1D70E: '\\mathmit{\\sigma}',
0x1D70F: '\\mathmit{\\tau}',
0x1D710: '\\mathmit{\\upsilon}',
0x1D711: '\\mathmit{\\phi}',
0x1D712: '\\mathmit{\\chi}',
0x1D713: '\\mathmit{\\psi}',
0x1D714: '\\mathmit{\\omega}',
0x1D715: '\\partial',
0x1D716: '\\in',
0x1D717: '\\mathmit{\\vartheta}',
0x1D718: '\\mathmit{\\varkappa}',
0x1D719: '\\mathmit{\\phi}',
0x1D71A: '\\mathmit{\\varrho}',
0x1D71B: '\\mathmit{\\varpi}',
0x1D71C: '\\mathbit{\\Alpha}',
0x1D71D: '\\mathbit{\\Beta}',
0x1D71E: '\\mathbit{\\Gamma}',
0x1D71F: '\\mathbit{\\Delta}',
0x1D720: '\\mathbit{\\Epsilon}',
0x1D721: '\\mathbit{\\Zeta}',
0x1D722: '\\mathbit{\\Eta}',
0x1D723: '\\mathbit{\\Theta}',
0x1D724: '\\mathbit{\\Iota}',
0x1D725: '\\mathbit{\\Kappa}',
0x1D726: '\\mathbit{\\Lambda}',
0x1D727: '\\mathbit{M}',
0x1D728: '\\mathbit{N}',
0x1D729: '\\mathbit{\\Xi}',
0x1D72A: 'O',
0x1D72B: '\\mathbit{\\Pi}',
0x1D72C: '\\mathbit{\\Rho}',
0x1D72D: '\\mathbit{O}',
0x1D72E: '\\mathbit{\\Sigma}',
0x1D72F: '\\mathbit{\\Tau}',
0x1D730: '\\mathbit{\\Upsilon}',
0x1D731: '\\mathbit{\\Phi}',
0x1D732: '\\mathbit{\\Chi}',
0x1D733: '\\mathbit{\\Psi}',
0x1D734: '\\mathbit{\\Omega}',
0x1D735: '\\mathbit{\\nabla}',
0x1D736: '\\mathbit{\\alpha}',
0x1D737: '\\mathbit{\\beta}',
0x1D738: '\\mathbit{\\gamma}',
0x1D739: '\\mathbit{\\delta}',
0x1D73A: '\\mathbit{\\epsilon}',
0x1D73B: '\\mathbit{\\zeta}',
0x1D73C: '\\mathbit{\\eta}',
0x1D73D: '\\mathbit{\\theta}',
0x1D73E: '\\mathbit{\\iota}',
0x1D73F: '\\mathbit{\\kappa}',
0x1D740: '\\mathbit{\\lambda}',
0x1D741: '\\mathbit{\\mu}',
0x1D742: '\\mathbit{\\nu}',
0x1D743: '\\mathbit{\\xi}',
0x1D744: '\\mathbit{o}',
0x1D745: '\\mathbit{\\pi}',
0x1D746: '\\mathbit{\\rho}',
0x1D747: '\\mathbit{\\varsigma}',
0x1D748: '\\mathbit{\\sigma}',
0x1D749: '\\mathbit{\\tau}',
0x1D74A: '\\mathbit{\\upsilon}',
0x1D74B: '\\mathbit{\\phi}',
0x1D74C: '\\mathbit{\\chi}',
0x1D74D: '\\mathbit{\\psi}',
0x1D74E: '\\mathbit{\\omega}',
0x1D74F: '\\partial',
0x1D750: '\\in',
0x1D751: '\\mathbit{\\vartheta}',
0x1D752: '\\mathbit{\\varkappa}',
0x1D753: '\\mathbit{\\phi}',
0x1D754: '\\mathbit{\\varrho}',
0x1D755: '\\mathbit{\\varpi}',
0x1D756: '\\mathsfbf{\\Alpha}',
0x1D757: '\\mathsfbf{\\Beta}',
0x1D758: '\\mathsfbf{\\Gamma}',
0x1D759: '\\mathsfbf{\\Delta}',
0x1D75A: '\\mathsfbf{\\Epsilon}',
0x1D75B: '\\mathsfbf{\\Zeta}',
0x1D75C: '\\mathsfbf{\\Eta}',
0x1D75D: '\\mathsfbf{\\Theta}',
0x1D75E: '\\mathsfbf{\\Iota}',
0x1D75F: '\\mathsfbf{\\Kappa}',
0x1D760: '\\mathsfbf{\\Lambda}',
0x1D761: '\\mathsfbf{M}',
0x1D762: '\\mathsfbf{N}',
0x1D763: '\\mathsfbf{\\Xi}',
0x1D764: 'O',
0x1D765: '\\mathsfbf{\\Pi}',
0x1D766: '\\mathsfbf{\\Rho}',
0x1D767: '\\mathsfbf{\\vartheta}',
0x1D768: '\\mathsfbf{\\Sigma}',
0x1D769: '\\mathsfbf{\\Tau}',
0x1D76A: '\\mathsfbf{\\Upsilon}',
0x1D76B: '\\mathsfbf{\\Phi}',
0x1D76C: '\\mathsfbf{\\Chi}',
0x1D76D: '\\mathsfbf{\\Psi}',
0x1D76E: '\\mathsfbf{\\Omega}',
0x1D76F: '\\mathsfbf{\\nabla}',
0x1D770: '\\mathsfbf{\\alpha}',
0x1D771: '\\mathsfbf{\\beta}',
0x1D772: '\\mathsfbf{\\gamma}',
0x1D773: '\\mathsfbf{\\delta}',
0x1D774: '\\mathsfbf{\\epsilon}',
0x1D775: '\\mathsfbf{\\zeta}',
0x1D776: '\\mathsfbf{\\eta}',
0x1D777: '\\mathsfbf{\\theta}',
0x1D778: '\\mathsfbf{\\iota}',
0x1D779: '\\mathsfbf{\\kappa}',
0x1D77A: '\\mathsfbf{\\lambda}',
0x1D77B: '\\mathsfbf{\\mu}',
0x1D77C: '\\mathsfbf{\\nu}',
0x1D77D: '\\mathsfbf{\\xi}',
0x1D77E: '\\mathsfbf{o}',
0x1D77F: '\\mathsfbf{\\pi}',
0x1D780: '\\mathsfbf{\\rho}',
0x1D781: '\\mathsfbf{\\varsigma}',
0x1D782: '\\mathsfbf{\\sigma}',
0x1D783: '\\mathsfbf{\\tau}',
0x1D784: '\\mathsfbf{\\upsilon}',
0x1D785: '\\mathsfbf{\\phi}',
0x1D786: '\\mathsfbf{\\chi}',
0x1D787: '\\mathsfbf{\\psi}',
0x1D788: '\\mathsfbf{\\omega}',
0x1D789: '\\partial',
0x1D78A: '\\mathsfbf{\\varepsilon}',
0x1D78B: '\\mathsfbf{\\vartheta}',
0x1D78C: '\\mathsfbf{\\varkappa}',
0x1D78D: '\\mathsfbf{\\phi}',
0x1D78E: '\\mathsfbf{\\varrho}',
0x1D78F: '\\mathsfbf{\\varpi}',
0x1D790: '\\mathsfbfsl{\\Alpha}',
0x1D791: '\\mathsfbfsl{\\Beta}',
0x1D792: '\\mathsfbfsl{\\Gamma}',
0x1D793: '\\mathsfbfsl{\\Delta}',
0x1D794: '\\mathsfbfsl{\\Epsilon}',
0x1D795: '\\mathsfbfsl{\\Zeta}',
0x1D796: '\\mathsfbfsl{\\Eta}',
0x1D797: '\\mathsfbfsl{\\vartheta}',
0x1D798: '\\mathsfbfsl{\\Iota}',
0x1D799: '\\mathsfbfsl{\\Kappa}',
0x1D79A: '\\mathsfbfsl{\\Lambda}',
0x1D79B: '\\mathsfbfsl{M}',
0x1D79C: '\\mathsfbfsl{N}',
0x1D79D: '\\mathsfbfsl{\\Xi}',
0x1D79E: 'O',
0x1D79F: '\\mathsfbfsl{\\Pi}',
0x1D7A0: '\\mathsfbfsl{\\Rho}',
0x1D7A1: '\\mathsfbfsl{\\vartheta}',
0x1D7A2: '\\mathsfbfsl{\\Sigma}',
0x1D7A3: '\\mathsfbfsl{\\Tau}',
0x1D7A4: '\\mathsfbfsl{\\Upsilon}',
0x1D7A5: '\\mathsfbfsl{\\Phi}',
0x1D7A6: '\\mathsfbfsl{\\Chi}',
0x1D7A7: '\\mathsfbfsl{\\Psi}',
0x1D7A8: '\\mathsfbfsl{\\Omega}',
0x1D7A9: '\\mathsfbfsl{\\nabla}',
0x1D7AA: '\\mathsfbfsl{\\alpha}',
0x1D7AB: '\\mathsfbfsl{\\beta}',
0x1D7AC: '\\mathsfbfsl{\\gamma}',
0x1D7AD: '\\mathsfbfsl{\\delta}',
0x1D7AE: '\\mathsfbfsl{\\epsilon}',
0x1D7AF: '\\mathsfbfsl{\\zeta}',
0x1D7B0: '\\mathsfbfsl{\\eta}',
0x1D7B1: '\\mathsfbfsl{\\vartheta}',
0x1D7B2: '\\mathsfbfsl{\\iota}',
0x1D7B3: '\\mathsfbfsl{\\kappa}',
0x1D7B4: '\\mathsfbfsl{\\lambda}',
0x1D7B5: '\\mathsfbfsl{\\mu}',
0x1D7B6: '\\mathsfbfsl{\\nu}',
0x1D7B7: '\\mathsfbfsl{\\xi}',
0x1D7B8: '\\mathsfbfsl{o}',
0x1D7B9: '\\mathsfbfsl{\\pi}',
0x1D7BA: '\\mathsfbfsl{\\rho}',
0x1D7BB: '\\mathsfbfsl{\\varsigma}',
0x1D7BC: '\\mathsfbfsl{\\sigma}',
0x1D7BD: '\\mathsfbfsl{\\tau}',
0x1D7BE: '\\mathsfbfsl{\\upsilon}',
0x1D7BF: '\\mathsfbfsl{\\phi}',
0x1D7C0: '\\mathsfbfsl{\\chi}',
0x1D7C1: '\\mathsfbfsl{\\psi}',
0x1D7C2: '\\mathsfbfsl{\\omega}',
0x1D7C3: '\\partial',
0x1D7C4: '\\in',
0x1D7C5: '\\mathsfbfsl{\\vartheta}',
0x1D7C6: '\\mathsfbfsl{\\varkappa}',
0x1D7C7: '\\mathsfbfsl{\\phi}',
0x1D7C8: '\\mathsfbfsl{\\varrho}',
0x1D7C9: '\\mathsfbfsl{\\varpi}',
0x1D7CE: '\\mathbf{0}',
0x1D7CF: '\\mathbf{1}',
0x1D7D0: '\\mathbf{2}',
0x1D7D1: '\\mathbf{3}',
0x1D7D2: '\\mathbf{4}',
0x1D7D3: '\\mathbf{5}',
0x1D7D4: '\\mathbf{6}',
0x1D7D5: '\\mathbf{7}',
0x1D7D6: '\\mathbf{8}',
0x1D7D7: '\\mathbf{9}',
0x1D7D8: '\\mathbb{0}',
0x1D7D9: '\\mathbb{1}',
0x1D7DA: '\\mathbb{2}',
0x1D7DB: '\\mathbb{3}',
0x1D7DC: '\\mathbb{4}',
0x1D7DD: '\\mathbb{5}',
0x1D7DE: '\\mathbb{6}',
0x1D7DF: '\\mathbb{7}',
0x1D7E0: '\\mathbb{8}',
0x1D7E1: '\\mathbb{9}',
0x1D7E2: '\\mathsf{0}',
0x1D7E3: '\\mathsf{1}',
0x1D7E4: '\\mathsf{2}',
0x1D7E5: '\\mathsf{3}',
0x1D7E6: '\\mathsf{4}',
0x1D7E7: '\\mathsf{5}',
0x1D7E8: '\\mathsf{6}',
0x1D7E9: '\\mathsf{7}',
0x1D7EA: '\\mathsf{8}',
0x1D7EB: '\\mathsf{9}',
0x1D7EC: '\\mathsfbf{0}',
0x1D7ED: '\\mathsfbf{1}',
0x1D7EE: '\\mathsfbf{2}',
0x1D7EF: '\\mathsfbf{3}',
0x1D7F0: '\\mathsfbf{4}',
0x1D7F1: '\\mathsfbf{5}',
0x1D7F2: '\\mathsfbf{6}',
0x1D7F3: '\\mathsfbf{7}',
0x1D7F4: '\\mathsfbf{8}',
0x1D7F5: '\\mathsfbf{9}',
0x1D7F6: '\\mathtt{0}',
0x1D7F7: '\\mathtt{1}',
0x1D7F8: '\\mathtt{2}',
0x1D7F9: '\\mathtt{3}',
0x1D7FA: '\\mathtt{4}',
0x1D7FB: '\\mathtt{5}',
0x1D7FC: '\\mathtt{6}',
0x1D7FD: '\\mathtt{7}',
0x1D7FE: '\\mathtt{8}',
0x1D7FF: '\\mathtt{9}',
}
| uni2latex = {35: '\\#', 36: '\\textdollar', 37: '\\%', 38: '\\&', 39: '\\textquotesingle', 42: '\\ast', 92: '\\textbackslash', 94: '\\^{}', 95: '\\_', 96: '\\textasciigrave', 123: '\\lbrace', 124: '\\vert', 125: '\\rbrace', 126: '\\textasciitilde', 160: '~', 161: '\\textexclamdown', 162: '\\textcent', 163: '\\textsterling', 164: '\\textcurrency', 165: '\\textyen', 166: '\\textbrokenbar', 167: '\\textsection', 168: '\\textasciidieresis', 169: '\\textcopyright', 170: '\\textordfeminine', 171: '\\guillemotleft', 172: '\\lnot', 173: '\\-', 174: '\\textregistered', 175: '\\textasciimacron', 176: '\\textdegree', 177: '\\pm', 178: '{^2}', 179: '{^3}', 180: '\\textasciiacute', 181: '\\mathrm{\\mu}', 182: '\\textparagraph', 183: '\\cdot', 184: '\\c{}', 185: '{^1}', 186: '\\textordmasculine', 187: '\\guillemotright', 188: '\\textonequarter', 189: '\\textonehalf', 190: '\\textthreequarters', 191: '\\textquestiondown', 192: '\\`{A}', 193: "\\'{A}", 194: '\\^{A}', 195: '\\~{A}', 196: '\\"{A}', 197: '\\AA', 198: '\\AE', 199: '\\c{C}', 200: '\\`{E}', 201: "\\'{E}", 202: '\\^{E}', 203: '\\"{E}', 204: '\\`{I}', 205: "\\'{I}", 206: '\\^{I}', 207: '\\"{I}', 208: '\\DH', 209: '\\~{N}', 210: '\\`{O}', 211: "\\'{O}", 212: '\\^{O}', 213: '\\~{O}', 214: '\\"{O}', 215: '\\texttimes', 216: '\\O', 217: '\\`{U}', 218: "\\'{U}", 219: '\\^{U}', 220: '\\"{U}', 221: "\\'{Y}", 222: '\\TH', 223: '\\ss', 224: '\\`{a}', 225: "\\'{a}", 226: '\\^{a}', 227: '\\~{a}', 228: '\\"{a}', 229: '\\aa', 230: '\\ae', 231: '\\c{c}', 232: '\\`{e}', 233: "\\'{e}", 234: '\\^{e}', 235: '\\"{e}', 236: '\\`{\\i}', 237: "\\'{\\i}", 238: '\\^{\\i}', 239: '\\"{\\i}', 240: '\\dh', 241: '\\~{n}', 242: '\\`{o}', 243: "\\'{o}", 244: '\\^{o}', 245: '\\~{o}', 246: '\\"{o}', 247: '\\div', 248: '\\o', 249: '\\`{u}', 250: "\\'{u}", 251: '\\^{u}', 252: '\\"{u}', 253: "\\'{y}", 254: '\\th', 255: '\\"{y}', 256: '\\={A}', 257: '\\={a}', 258: '\\u{A}', 259: '\\u{a}', 260: '\\k{A}', 261: '\\k{a}', 262: "\\'{C}", 263: "\\'{c}", 264: '\\^{C}', 265: '\\^{c}', 266: '\\.{C}', 267: '\\.{c}', 268: '\\v{C}', 269: '\\v{c}', 270: '\\v{D}', 271: '\\v{d}', 272: '\\DJ', 273: '\\dj', 274: '\\={E}', 275: '\\={e}', 276: '\\u{E}', 277: '\\u{e}', 278: '\\.{E}', 279: '\\.{e}', 280: '\\k{E}', 281: '\\k{e}', 282: '\\v{E}', 283: '\\v{e}', 284: '\\^{G}', 285: '\\^{g}', 286: '\\u{G}', 287: '\\u{g}', 288: '\\.{G}', 289: '\\.{g}', 290: '\\c{G}', 291: '\\c{g}', 292: '\\^{H}', 293: '\\^{h}', 294: '{\\fontencoding{LELA}\\selectfont\\char40}', 296: '\\~{I}', 297: '\\~{\\i}', 298: '\\={I}', 299: '\\={\\i}', 300: '\\u{I}', 301: '\\u{\\i}', 302: '\\k{I}', 303: '\\k{i}', 304: '\\.{I}', 305: '\\i', 306: 'IJ', 307: 'ij', 308: '\\^{J}', 309: '\\^{\\j}', 310: '\\c{K}', 311: '\\c{k}', 312: '{\\fontencoding{LELA}\\selectfont\\char91}', 313: "\\'{L}", 314: "\\'{l}", 315: '\\c{L}', 316: '\\c{l}', 317: '\\v{L}', 318: '\\v{l}', 319: '{\\fontencoding{LELA}\\selectfont\\char201}', 320: '{\\fontencoding{LELA}\\selectfont\\char202}', 321: '\\L', 322: '\\l', 323: "\\'{N}", 324: "\\'{n}", 325: '\\c{N}', 326: '\\c{n}', 327: '\\v{N}', 328: '\\v{n}', 329: "'n", 330: '\\NG', 331: '\\ng', 332: '\\={O}', 333: '\\={o}', 334: '\\u{O}', 335: '\\u{o}', 336: '\\H{O}', 337: '\\H{o}', 338: '\\OE', 339: '\\oe', 340: "\\'{R}", 341: "\\'{r}", 342: '\\c{R}', 343: '\\c{r}', 344: '\\v{R}', 345: '\\v{r}', 346: "\\'{S}", 347: "\\'{s}", 348: '\\^{S}', 349: '\\^{s}', 350: '\\c{S}', 351: '\\c{s}', 352: '\\v{S}', 353: '\\v{s}', 354: '\\c{T}', 355: '\\c{t}', 356: '\\v{T}', 357: '\\v{t}', 358: '{\\fontencoding{LELA}\\selectfont\\char47}', 359: '{\\fontencoding{LELA}\\selectfont\\char63}', 360: '\\~{U}', 361: '\\~{u}', 362: '\\={U}', 363: '\\={u}', 364: '\\u{U}', 365: '\\u{u}', 366: '\\r{U}', 367: '\\r{u}', 368: '\\H{U}', 369: '\\H{u}', 370: '\\k{U}', 371: '\\k{u}', 372: '\\^{W}', 373: '\\^{w}', 374: '\\^{Y}', 375: '\\^{y}', 376: '\\"{Y}', 377: "\\'{Z}", 378: "\\'{z}", 379: '\\.{Z}', 380: '\\.{z}', 381: '\\v{Z}', 382: '\\v{z}', 402: 'f', 405: '\\texthvlig', 414: '\\textnrleg', 426: '\\eth', 442: '{\\fontencoding{LELA}\\selectfont\\char195}', 450: '\\textdoublepipe', 501: "\\'{g}", 600: '{\\fontencoding{LEIP}\\selectfont\\char61}', 603: '\\varepsilon', 609: 'g', 632: '\\textphi', 639: '{\\fontencoding{LEIP}\\selectfont\\char202}', 670: '\\textturnk', 700: "'", 711: '\\textasciicaron', 728: '\\textasciibreve', 729: '\\textperiodcentered', 730: '\\r{}', 731: '\\k{}', 732: '\\texttildelow', 733: '\\H{}', 741: '\\tone{55}', 742: '\\tone{44}', 743: '\\tone{33}', 744: '\\tone{22}', 745: '\\tone{11}', 768: '\\`', 769: "\\'", 770: '\\^', 771: '\\~', 772: '\\=', 774: '\\u', 775: '\\.', 776: '\\"', 778: '\\r', 779: '\\H', 780: '\\v', 783: '\\cyrchar\\C', 785: '{\\fontencoding{LECO}\\selectfont\\char177}', 792: '{\\fontencoding{LECO}\\selectfont\\char184}', 793: '{\\fontencoding{LECO}\\selectfont\\char185}', 807: '\\c', 808: '\\k', 811: '{\\fontencoding{LECO}\\selectfont\\char203}', 815: '{\\fontencoding{LECO}\\selectfont\\char207}', 823: '{\\fontencoding{LECO}\\selectfont\\char215}', 824: '{\\fontencoding{LECO}\\selectfont\\char216}', 826: '{\\fontencoding{LECO}\\selectfont\\char218}', 827: '{\\fontencoding{LECO}\\selectfont\\char219}', 828: '{\\fontencoding{LECO}\\selectfont\\char220}', 829: '{\\fontencoding{LECO}\\selectfont\\char221}', 865: '{\\fontencoding{LECO}\\selectfont\\char225}', 902: "\\'{A}", 904: "\\'{E}", 905: "\\'{H}", 906: "\\'{}{I}", 908: "\\'{}O", 910: "\\mathrm{'Y}", 911: "\\mathrm{'\\Omega}", 912: '\\acute{\\ddot{\\iota}}', 913: '\\Alpha', 914: '\\Beta', 915: '\\Gamma', 916: '\\Delta', 917: '\\Epsilon', 918: '\\Zeta', 919: '\\Eta', 920: '\\Theta', 921: '\\Iota', 922: '\\Kappa', 923: '\\Lambda', 924: 'M', 925: 'N', 926: '\\Xi', 927: 'O', 928: '\\Pi', 929: '\\Rho', 931: '\\Sigma', 932: '\\Tau', 933: '\\Upsilon', 934: '\\Phi', 935: '\\Chi', 936: '\\Psi', 937: '\\Omega', 938: '\\mathrm{\\ddot{I}}', 939: '\\mathrm{\\ddot{Y}}', 940: "\\'{$\\alpha$}", 941: '\\acute{\\epsilon}', 942: '\\acute{\\eta}', 943: '\\acute{\\iota}', 944: '\\acute{\\ddot{\\upsilon}}', 945: '\\alpha', 946: '\\beta', 947: '\\gamma', 948: '\\delta', 949: '\\epsilon', 950: '\\zeta', 951: '\\eta', 952: '\\texttheta', 953: '\\iota', 954: '\\kappa', 955: '\\lambda', 956: '\\mu', 957: '\\nu', 958: '\\xi', 959: 'o', 960: '\\pi', 961: '\\rho', 962: '\\varsigma', 963: '\\sigma', 964: '\\tau', 965: '\\upsilon', 966: '\\varphi', 967: '\\chi', 968: '\\psi', 969: '\\omega', 970: '\\ddot{\\iota}', 971: '\\ddot{\\upsilon}', 972: "\\'{o}", 973: '\\acute{\\upsilon}', 974: '\\acute{\\omega}', 976: '\\Pisymbol{ppi022}{87}', 977: '\\textvartheta', 978: '\\Upsilon', 981: '\\phi', 982: '\\varpi', 986: '\\Stigma', 988: '\\Digamma', 989: '\\digamma', 990: '\\Koppa', 992: '\\Sampi', 1008: '\\varkappa', 1009: '\\varrho', 1012: '\\textTheta', 1014: '\\backepsilon', 1025: '\\cyrchar\\CYRYO', 1026: '\\cyrchar\\CYRDJE', 1027: "\\cyrchar{\\'\\CYRG}", 1028: '\\cyrchar\\CYRIE', 1029: '\\cyrchar\\CYRDZE', 1030: '\\cyrchar\\CYRII', 1031: '\\cyrchar\\CYRYI', 1032: '\\cyrchar\\CYRJE', 1033: '\\cyrchar\\CYRLJE', 1034: '\\cyrchar\\CYRNJE', 1035: '\\cyrchar\\CYRTSHE', 1036: "\\cyrchar{\\'\\CYRK}", 1038: '\\cyrchar\\CYRUSHRT', 1039: '\\cyrchar\\CYRDZHE', 1040: '\\cyrchar\\CYRA', 1041: '\\cyrchar\\CYRB', 1042: '\\cyrchar\\CYRV', 1043: '\\cyrchar\\CYRG', 1044: '\\cyrchar\\CYRD', 1045: '\\cyrchar\\CYRE', 1046: '\\cyrchar\\CYRZH', 1047: '\\cyrchar\\CYRZ', 1048: '\\cyrchar\\CYRI', 1049: '\\cyrchar\\CYRISHRT', 1050: '\\cyrchar\\CYRK', 1051: '\\cyrchar\\CYRL', 1052: '\\cyrchar\\CYRM', 1053: '\\cyrchar\\CYRN', 1054: '\\cyrchar\\CYRO', 1055: '\\cyrchar\\CYRP', 1056: '\\cyrchar\\CYRR', 1057: '\\cyrchar\\CYRS', 1058: '\\cyrchar\\CYRT', 1059: '\\cyrchar\\CYRU', 1060: '\\cyrchar\\CYRF', 1061: '\\cyrchar\\CYRH', 1062: '\\cyrchar\\CYRC', 1063: '\\cyrchar\\CYRCH', 1064: '\\cyrchar\\CYRSH', 1065: '\\cyrchar\\CYRSHCH', 1066: '\\cyrchar\\CYRHRDSN', 1067: '\\cyrchar\\CYRERY', 1068: '\\cyrchar\\CYRSFTSN', 1069: '\\cyrchar\\CYREREV', 1070: '\\cyrchar\\CYRYU', 1071: '\\cyrchar\\CYRYA', 1072: '\\cyrchar\\cyra', 1073: '\\cyrchar\\cyrb', 1074: '\\cyrchar\\cyrv', 1075: '\\cyrchar\\cyrg', 1076: '\\cyrchar\\cyrd', 1077: '\\cyrchar\\cyre', 1078: '\\cyrchar\\cyrzh', 1079: '\\cyrchar\\cyrz', 1080: '\\cyrchar\\cyri', 1081: '\\cyrchar\\cyrishrt', 1082: '\\cyrchar\\cyrk', 1083: '\\cyrchar\\cyrl', 1084: '\\cyrchar\\cyrm', 1085: '\\cyrchar\\cyrn', 1086: '\\cyrchar\\cyro', 1087: '\\cyrchar\\cyrp', 1088: '\\cyrchar\\cyrr', 1089: '\\cyrchar\\cyrs', 1090: '\\cyrchar\\cyrt', 1091: '\\cyrchar\\cyru', 1092: '\\cyrchar\\cyrf', 1093: '\\cyrchar\\cyrh', 1094: '\\cyrchar\\cyrc', 1095: '\\cyrchar\\cyrch', 1096: '\\cyrchar\\cyrsh', 1097: '\\cyrchar\\cyrshch', 1098: '\\cyrchar\\cyrhrdsn', 1099: '\\cyrchar\\cyrery', 1100: '\\cyrchar\\cyrsftsn', 1101: '\\cyrchar\\cyrerev', 1102: '\\cyrchar\\cyryu', 1103: '\\cyrchar\\cyrya', 1105: '\\cyrchar\\cyryo', 1106: '\\cyrchar\\cyrdje', 1107: "\\cyrchar{\\'\\cyrg}", 1108: '\\cyrchar\\cyrie', 1109: '\\cyrchar\\cyrdze', 1110: '\\cyrchar\\cyrii', 1111: '\\cyrchar\\cyryi', 1112: '\\cyrchar\\cyrje', 1113: '\\cyrchar\\cyrlje', 1114: '\\cyrchar\\cyrnje', 1115: '\\cyrchar\\cyrtshe', 1116: "\\cyrchar{\\'\\cyrk}", 1118: '\\cyrchar\\cyrushrt', 1119: '\\cyrchar\\cyrdzhe', 1120: '\\cyrchar\\CYROMEGA', 1121: '\\cyrchar\\cyromega', 1122: '\\cyrchar\\CYRYAT', 1124: '\\cyrchar\\CYRIOTE', 1125: '\\cyrchar\\cyriote', 1126: '\\cyrchar\\CYRLYUS', 1127: '\\cyrchar\\cyrlyus', 1128: '\\cyrchar\\CYRIOTLYUS', 1129: '\\cyrchar\\cyriotlyus', 1130: '\\cyrchar\\CYRBYUS', 1132: '\\cyrchar\\CYRIOTBYUS', 1133: '\\cyrchar\\cyriotbyus', 1134: '\\cyrchar\\CYRKSI', 1135: '\\cyrchar\\cyrksi', 1136: '\\cyrchar\\CYRPSI', 1137: '\\cyrchar\\cyrpsi', 1138: '\\cyrchar\\CYRFITA', 1140: '\\cyrchar\\CYRIZH', 1144: '\\cyrchar\\CYRUK', 1145: '\\cyrchar\\cyruk', 1146: '\\cyrchar\\CYROMEGARND', 1147: '\\cyrchar\\cyromegarnd', 1148: '\\cyrchar\\CYROMEGATITLO', 1149: '\\cyrchar\\cyromegatitlo', 1150: '\\cyrchar\\CYROT', 1151: '\\cyrchar\\cyrot', 1152: '\\cyrchar\\CYRKOPPA', 1153: '\\cyrchar\\cyrkoppa', 1154: '\\cyrchar\\cyrthousands', 1160: '\\cyrchar\\cyrhundredthousands', 1161: '\\cyrchar\\cyrmillions', 1164: '\\cyrchar\\CYRSEMISFTSN', 1165: '\\cyrchar\\cyrsemisftsn', 1166: '\\cyrchar\\CYRRTICK', 1167: '\\cyrchar\\cyrrtick', 1168: '\\cyrchar\\CYRGUP', 1169: '\\cyrchar\\cyrgup', 1170: '\\cyrchar\\CYRGHCRS', 1171: '\\cyrchar\\cyrghcrs', 1172: '\\cyrchar\\CYRGHK', 1173: '\\cyrchar\\cyrghk', 1174: '\\cyrchar\\CYRZHDSC', 1175: '\\cyrchar\\cyrzhdsc', 1176: '\\cyrchar\\CYRZDSC', 1177: '\\cyrchar\\cyrzdsc', 1178: '\\cyrchar\\CYRKDSC', 1179: '\\cyrchar\\cyrkdsc', 1180: '\\cyrchar\\CYRKVCRS', 1181: '\\cyrchar\\cyrkvcrs', 1182: '\\cyrchar\\CYRKHCRS', 1183: '\\cyrchar\\cyrkhcrs', 1184: '\\cyrchar\\CYRKBEAK', 1185: '\\cyrchar\\cyrkbeak', 1186: '\\cyrchar\\CYRNDSC', 1187: '\\cyrchar\\cyrndsc', 1188: '\\cyrchar\\CYRNG', 1189: '\\cyrchar\\cyrng', 1190: '\\cyrchar\\CYRPHK', 1191: '\\cyrchar\\cyrphk', 1192: '\\cyrchar\\CYRABHHA', 1193: '\\cyrchar\\cyrabhha', 1194: '\\cyrchar\\CYRSDSC', 1195: '\\cyrchar\\cyrsdsc', 1196: '\\cyrchar\\CYRTDSC', 1197: '\\cyrchar\\cyrtdsc', 1198: '\\cyrchar\\CYRY', 1199: '\\cyrchar\\cyry', 1200: '\\cyrchar\\CYRYHCRS', 1201: '\\cyrchar\\cyryhcrs', 1202: '\\cyrchar\\CYRHDSC', 1203: '\\cyrchar\\cyrhdsc', 1204: '\\cyrchar\\CYRTETSE', 1205: '\\cyrchar\\cyrtetse', 1206: '\\cyrchar\\CYRCHRDSC', 1207: '\\cyrchar\\cyrchrdsc', 1208: '\\cyrchar\\CYRCHVCRS', 1209: '\\cyrchar\\cyrchvcrs', 1210: '\\cyrchar\\CYRSHHA', 1211: '\\cyrchar\\cyrshha', 1212: '\\cyrchar\\CYRABHCH', 1213: '\\cyrchar\\cyrabhch', 1214: '\\cyrchar\\CYRABHCHDSC', 1215: '\\cyrchar\\cyrabhchdsc', 1216: '\\cyrchar\\CYRpalochka', 1219: '\\cyrchar\\CYRKHK', 1220: '\\cyrchar\\cyrkhk', 1223: '\\cyrchar\\CYRNHK', 1224: '\\cyrchar\\cyrnhk', 1227: '\\cyrchar\\CYRCHLDSC', 1228: '\\cyrchar\\cyrchldsc', 1236: '\\cyrchar\\CYRAE', 1237: '\\cyrchar\\cyrae', 1240: '\\cyrchar\\CYRSCHWA', 1241: '\\cyrchar\\cyrschwa', 1248: '\\cyrchar\\CYRABHDZE', 1249: '\\cyrchar\\cyrabhdze', 1256: '\\cyrchar\\CYROTLD', 1257: '\\cyrchar\\cyrotld', 8194: '\\hspace{0.6em}', 8195: '\\hspace{1em}', 8196: '\\hspace{0.33em}', 8197: '\\hspace{0.25em}', 8198: '\\hspace{0.166em}', 8199: '\\hphantom{0}', 8200: '\\hphantom{,}', 8201: '\\hspace{0.167em}', 8202: '\\mkern1mu ', 8208: '-', 8211: '\\textendash', 8212: '\\textemdash', 8213: '\\rule{1em}{1pt}', 8214: '\\Vert', 8216: '`', 8217: "'", 8218: ',', 8220: '\\textquotedblleft', 8221: '\\textquotedblright', 8222: ',,', 8224: '\\textdagger', 8225: '\\textdaggerdbl', 8226: '\\textbullet', 8228: '.', 8229: '..', 8230: '\\ldots', 8240: '\\textperthousand', 8241: '\\textpertenthousand', 8242: "{'}", 8243: "{''}", 8244: "{'''}", 8245: '\\backprime', 8249: '\\guilsinglleft', 8250: '\\guilsinglright', 8279: "''''", 8287: '\\mkern4mu ', 8288: '\\nolinebreak', 8364: '\\mbox{\\texteuro} ', 8411: '\\dddot', 8412: '\\ddddot', 8450: '\\mathbb{C}', 8458: '\\mathscr{g}', 8459: '\\mathscr{H}', 8460: '\\mathfrak{H}', 8461: '\\mathbb{H}', 8463: '\\hslash', 8464: '\\mathscr{I}', 8465: '\\mathfrak{I}', 8466: '\\mathscr{L}', 8467: '\\mathscr{l}', 8469: '\\mathbb{N}', 8470: '\\cyrchar\\textnumero', 8472: '\\wp', 8473: '\\mathbb{P}', 8474: '\\mathbb{Q}', 8475: '\\mathscr{R}', 8476: '\\mathfrak{R}', 8477: '\\mathbb{R}', 8482: '\\texttrademark', 8484: '\\mathbb{Z}', 8486: '\\Omega', 8487: '\\mho', 8488: '\\mathfrak{Z}', 8491: '\\AA', 8492: '\\mathscr{B}', 8493: '\\mathfrak{C}', 8495: '\\mathscr{e}', 8496: '\\mathscr{E}', 8497: '\\mathscr{F}', 8499: '\\mathscr{M}', 8500: '\\mathscr{o}', 8501: '\\aleph', 8502: '\\beth', 8503: '\\gimel', 8504: '\\daleth', 8531: '\\textfrac{1}{3}', 8532: '\\textfrac{2}{3}', 8533: '\\textfrac{1}{5}', 8534: '\\textfrac{2}{5}', 8535: '\\textfrac{3}{5}', 8536: '\\textfrac{4}{5}', 8537: '\\textfrac{1}{6}', 8538: '\\textfrac{5}{6}', 8539: '\\textfrac{1}{8}', 8540: '\\textfrac{3}{8}', 8541: '\\textfrac{5}{8}', 8542: '\\textfrac{7}{8}', 8592: '\\leftarrow', 8593: '\\uparrow', 8594: '\\rightarrow', 8595: '\\downarrow', 8596: '\\leftrightarrow', 8597: '\\updownarrow', 8598: '\\nwarrow', 8599: '\\nearrow', 8600: '\\searrow', 8601: '\\swarrow', 8602: '\\nleftarrow', 8603: '\\nrightarrow', 8604: '\\arrowwaveleft', 8605: '\\arrowwaveright', 8606: '\\twoheadleftarrow', 8608: '\\twoheadrightarrow', 8610: '\\leftarrowtail', 8611: '\\rightarrowtail', 8614: '\\mapsto', 8617: '\\hookleftarrow', 8618: '\\hookrightarrow', 8619: '\\looparrowleft', 8620: '\\looparrowright', 8621: '\\leftrightsquigarrow', 8622: '\\nleftrightarrow', 8624: '\\Lsh', 8625: '\\Rsh', 8630: '\\curvearrowleft', 8631: '\\curvearrowright', 8634: '\\circlearrowleft', 8635: '\\circlearrowright', 8636: '\\leftharpoonup', 8637: '\\leftharpoondown', 8638: '\\upharpoonright', 8639: '\\upharpoonleft', 8640: '\\rightharpoonup', 8641: '\\rightharpoondown', 8642: '\\downharpoonright', 8643: '\\downharpoonleft', 8644: '\\rightleftarrows', 8645: '\\dblarrowupdown', 8646: '\\leftrightarrows', 8647: '\\leftleftarrows', 8648: '\\upuparrows', 8649: '\\rightrightarrows', 8650: '\\downdownarrows', 8651: '\\leftrightharpoons', 8652: '\\rightleftharpoons', 8653: '\\nLeftarrow', 8654: '\\nLeftrightarrow', 8655: '\\nRightarrow', 8656: '\\Leftarrow', 8657: '\\Uparrow', 8658: '\\Rightarrow', 8659: '\\Downarrow', 8660: '\\Leftrightarrow', 8661: '\\Updownarrow', 8666: '\\Lleftarrow', 8667: '\\Rrightarrow', 8669: '\\rightsquigarrow', 8693: '\\DownArrowUpArrow', 8704: '\\forall', 8705: '\\complement', 8706: '\\partial', 8707: '\\exists', 8708: '\\nexists', 8709: '\\varnothing', 8711: '\\nabla', 8712: '\\in', 8713: '\\not\\in', 8715: '\\ni', 8716: '\\not\\ni', 8719: '\\prod', 8720: '\\coprod', 8721: '\\sum', 8722: '-', 8723: '\\mp', 8724: '\\dotplus', 8726: '\\setminus', 8727: '{_\\ast}', 8728: '\\circ', 8729: '\\bullet', 8730: '\\surd', 8733: '\\propto', 8734: '\\infty', 8735: '\\rightangle', 8736: '\\angle', 8737: '\\measuredangle', 8738: '\\sphericalangle', 8739: '\\mid', 8740: '\\nmid', 8741: '\\parallel', 8742: '\\nparallel', 8743: '\\wedge', 8744: '\\vee', 8745: '\\cap', 8746: '\\cup', 8747: '\\int', 8748: '\\int\\!\\int', 8749: '\\int\\!\\int\\!\\int', 8750: '\\oint', 8751: '\\surfintegral', 8752: '\\volintegral', 8753: '\\clwintegral', 8756: '\\therefore', 8757: '\\because', 8759: '\\Colon', 8762: '\\mathbin{{:}\\!\\!{-}\\!\\!{:}}', 8763: '\\homothetic', 8764: '\\sim', 8765: '\\backsim', 8766: '\\lazysinv', 8768: '\\wr', 8769: '\\not\\sim', 8771: '\\simeq', 8772: '\\not\\simeq', 8773: '\\cong', 8774: '\\approxnotequal', 8775: '\\not\\cong', 8776: '\\approx', 8777: '\\not\\approx', 8778: '\\approxeq', 8779: '\\tildetrpl', 8780: '\\allequal', 8781: '\\asymp', 8782: '\\Bumpeq', 8783: '\\bumpeq', 8784: '\\doteq', 8785: '\\doteqdot', 8786: '\\fallingdotseq', 8787: '\\risingdotseq', 8788: ':=', 8789: '=:', 8790: '\\eqcirc', 8791: '\\circeq', 8793: '\\estimates', 8795: '\\starequal', 8796: '\\triangleq', 8800: '\\not =', 8801: '\\equiv', 8802: '\\not\\equiv', 8804: '\\leq', 8805: '\\geq', 8806: '\\leqq', 8807: '\\geqq', 8808: '\\lneqq', 8809: '\\gneqq', 8810: '\\ll', 8811: '\\gg', 8812: '\\between', 8813: '\\not\\kern-0.3em\\times', 8814: '\\not<', 8815: '\\not>', 8816: '\\not\\leq', 8817: '\\not\\geq', 8818: '\\lessequivlnt', 8819: '\\greaterequivlnt', 8822: '\\lessgtr', 8823: '\\gtrless', 8824: '\\notlessgreater', 8825: '\\notgreaterless', 8826: '\\prec', 8827: '\\succ', 8828: '\\preccurlyeq', 8829: '\\succcurlyeq', 8830: '\\precapprox', 8831: '\\succapprox', 8832: '\\not\\prec', 8833: '\\not\\succ', 8834: '\\subset', 8835: '\\supset', 8836: '\\not\\subset', 8837: '\\not\\supset', 8838: '\\subseteq', 8839: '\\supseteq', 8840: '\\not\\subseteq', 8841: '\\not\\supseteq', 8842: '\\subsetneq', 8843: '\\supsetneq', 8846: '\\uplus', 8847: '\\sqsubset', 8848: '\\sqsupset', 8849: '\\sqsubseteq', 8850: '\\sqsupseteq', 8851: '\\sqcap', 8852: '\\sqcup', 8853: '\\oplus', 8854: '\\ominus', 8855: '\\otimes', 8856: '\\oslash', 8857: '\\odot', 8858: '\\circledcirc', 8859: '\\circledast', 8861: '\\circleddash', 8862: '\\boxplus', 8863: '\\boxminus', 8864: '\\boxtimes', 8865: '\\boxdot', 8866: '\\vdash', 8867: '\\dashv', 8868: '\\top', 8869: '\\perp', 8871: '\\truestate', 8872: '\\forcesextra', 8873: '\\Vdash', 8874: '\\Vvdash', 8875: '\\VDash', 8876: '\\nvdash', 8877: '\\nvDash', 8878: '\\nVdash', 8879: '\\nVDash', 8882: '\\vartriangleleft', 8883: '\\vartriangleright', 8884: '\\trianglelefteq', 8885: '\\trianglerighteq', 8886: '\\original', 8887: '\\image', 8888: '\\multimap', 8889: '\\hermitconjmatrix', 8890: '\\intercal', 8891: '\\veebar', 8894: '\\rightanglearc', 8898: '\\bigcap', 8899: '\\bigcup', 8900: '\\diamond', 8901: '\\cdot', 8902: '\\star', 8903: '\\divideontimes', 8904: '\\bowtie', 8905: '\\ltimes', 8906: '\\rtimes', 8907: '\\leftthreetimes', 8908: '\\rightthreetimes', 8909: '\\backsimeq', 8910: '\\curlyvee', 8911: '\\curlywedge', 8912: '\\Subset', 8913: '\\Supset', 8914: '\\Cap', 8915: '\\Cup', 8916: '\\pitchfork', 8918: '\\lessdot', 8919: '\\gtrdot', 8920: '\\verymuchless', 8921: '\\verymuchgreater', 8922: '\\lesseqgtr', 8923: '\\gtreqless', 8926: '\\curlyeqprec', 8927: '\\curlyeqsucc', 8930: '\\not\\sqsubseteq', 8931: '\\not\\sqsupseteq', 8934: '\\lnsim', 8935: '\\gnsim', 8936: '\\precedesnotsimilar', 8937: '\\succnsim', 8938: '\\ntriangleleft', 8939: '\\ntriangleright', 8940: '\\ntrianglelefteq', 8941: '\\ntrianglerighteq', 8942: '\\vdots', 8943: '\\cdots', 8944: '\\upslopeellipsis', 8945: '\\downslopeellipsis', 8965: '\\barwedge', 8966: '\\varperspcorrespond', 8968: '\\lceil', 8969: '\\rceil', 8970: '\\lfloor', 8971: '\\rfloor', 8981: '\\recorder', 8982: '\\mathchar"2208', 8988: '\\ulcorner', 8989: '\\urcorner', 8990: '\\llcorner', 8991: '\\lrcorner', 8994: '\\frown', 8995: '\\smile', 9136: '\\lmoustache', 9137: '\\rmoustache', 9251: '\\textvisiblespace', 9312: '\\ding{172}', 9313: '\\ding{173}', 9314: '\\ding{174}', 9315: '\\ding{175}', 9316: '\\ding{176}', 9317: '\\ding{177}', 9318: '\\ding{178}', 9319: '\\ding{179}', 9320: '\\ding{180}', 9321: '\\ding{181}', 9416: '\\circledS', 9585: '\\diagup', 9632: '\\ding{110}', 9633: '\\square', 9642: '\\blacksquare', 9645: '\\fbox{~~}', 9650: '\\ding{115}', 9651: '\\bigtriangleup', 9652: '\\blacktriangle', 9653: '\\vartriangle', 9656: '\\blacktriangleright', 9657: '\\triangleright', 9660: '\\ding{116}', 9661: '\\bigtriangledown', 9662: '\\blacktriangledown', 9663: '\\triangledown', 9666: '\\blacktriangleleft', 9667: '\\triangleleft', 9670: '\\ding{117}', 9674: '\\lozenge', 9675: '\\bigcirc', 9679: '\\ding{108}', 9687: '\\ding{119}', 9711: '\\bigcirc', 9733: '\\ding{72}', 9734: '\\ding{73}', 9742: '\\ding{37}', 9755: '\\ding{42}', 9758: '\\ding{43}', 9790: '\\rightmoon', 9791: '\\mercury', 9792: '\\venus', 9794: '\\male', 9795: '\\jupiter', 9796: '\\saturn', 9797: '\\uranus', 9798: '\\neptune', 9799: '\\pluto', 9800: '\\aries', 9801: '\\taurus', 9802: '\\gemini', 9803: '\\cancer', 9804: '\\leo', 9805: '\\virgo', 9806: '\\libra', 9807: '\\scorpio', 9808: '\\sagittarius', 9809: '\\capricornus', 9810: '\\aquarius', 9811: '\\pisces', 9824: '\\ding{171}', 9826: '\\diamond', 9827: '\\ding{168}', 9829: '\\ding{170}', 9830: '\\ding{169}', 9833: '\\quarternote', 9834: '\\eighthnote', 9837: '\\flat', 9838: '\\natural', 9839: '\\sharp', 9985: '\\ding{33}', 9986: '\\ding{34}', 9987: '\\ding{35}', 9988: '\\ding{36}', 9990: '\\ding{38}', 9991: '\\ding{39}', 9992: '\\ding{40}', 9993: '\\ding{41}', 9996: '\\ding{44}', 9997: '\\ding{45}', 9998: '\\ding{46}', 9999: '\\ding{47}', 10000: '\\ding{48}', 10001: '\\ding{49}', 10002: '\\ding{50}', 10003: '\\ding{51}', 10004: '\\ding{52}', 10005: '\\ding{53}', 10006: '\\ding{54}', 10007: '\\ding{55}', 10008: '\\ding{56}', 10009: '\\ding{57}', 10010: '\\ding{58}', 10011: '\\ding{59}', 10012: '\\ding{60}', 10013: '\\ding{61}', 10014: '\\ding{62}', 10015: '\\ding{63}', 10016: '\\ding{64}', 10017: '\\ding{65}', 10018: '\\ding{66}', 10019: '\\ding{67}', 10020: '\\ding{68}', 10021: '\\ding{69}', 10022: '\\ding{70}', 10023: '\\ding{71}', 10025: '\\ding{73}', 10026: '\\ding{74}', 10027: '\\ding{75}', 10028: '\\ding{76}', 10029: '\\ding{77}', 10030: '\\ding{78}', 10031: '\\ding{79}', 10032: '\\ding{80}', 10033: '\\ding{81}', 10034: '\\ding{82}', 10035: '\\ding{83}', 10036: '\\ding{84}', 10037: '\\ding{85}', 10038: '\\ding{86}', 10039: '\\ding{87}', 10040: '\\ding{88}', 10041: '\\ding{89}', 10042: '\\ding{90}', 10043: '\\ding{91}', 10044: '\\ding{92}', 10045: '\\ding{93}', 10046: '\\ding{94}', 10047: '\\ding{95}', 10048: '\\ding{96}', 10049: '\\ding{97}', 10050: '\\ding{98}', 10051: '\\ding{99}', 10052: '\\ding{100}', 10053: '\\ding{101}', 10054: '\\ding{102}', 10055: '\\ding{103}', 10056: '\\ding{104}', 10057: '\\ding{105}', 10058: '\\ding{106}', 10059: '\\ding{107}', 10061: '\\ding{109}', 10063: '\\ding{111}', 10064: '\\ding{112}', 10065: '\\ding{113}', 10066: '\\ding{114}', 10070: '\\ding{118}', 10072: '\\ding{120}', 10073: '\\ding{121}', 10074: '\\ding{122}', 10075: '\\ding{123}', 10076: '\\ding{124}', 10077: '\\ding{125}', 10078: '\\ding{126}', 10081: '\\ding{161}', 10082: '\\ding{162}', 10083: '\\ding{163}', 10084: '\\ding{164}', 10085: '\\ding{165}', 10086: '\\ding{166}', 10087: '\\ding{167}', 10102: '\\ding{182}', 10103: '\\ding{183}', 10104: '\\ding{184}', 10105: '\\ding{185}', 10106: '\\ding{186}', 10107: '\\ding{187}', 10108: '\\ding{188}', 10109: '\\ding{189}', 10110: '\\ding{190}', 10111: '\\ding{191}', 10112: '\\ding{192}', 10113: '\\ding{193}', 10114: '\\ding{194}', 10115: '\\ding{195}', 10116: '\\ding{196}', 10117: '\\ding{197}', 10118: '\\ding{198}', 10119: '\\ding{199}', 10120: '\\ding{200}', 10121: '\\ding{201}', 10122: '\\ding{202}', 10123: '\\ding{203}', 10124: '\\ding{204}', 10125: '\\ding{205}', 10126: '\\ding{206}', 10127: '\\ding{207}', 10128: '\\ding{208}', 10129: '\\ding{209}', 10130: '\\ding{210}', 10131: '\\ding{211}', 10132: '\\ding{212}', 10136: '\\ding{216}', 10137: '\\ding{217}', 10138: '\\ding{218}', 10139: '\\ding{219}', 10140: '\\ding{220}', 10141: '\\ding{221}', 10142: '\\ding{222}', 10143: '\\ding{223}', 10144: '\\ding{224}', 10145: '\\ding{225}', 10146: '\\ding{226}', 10147: '\\ding{227}', 10148: '\\ding{228}', 10149: '\\ding{229}', 10150: '\\ding{230}', 10151: '\\ding{231}', 10152: '\\ding{232}', 10153: '\\ding{233}', 10154: '\\ding{234}', 10155: '\\ding{235}', 10156: '\\ding{236}', 10157: '\\ding{237}', 10158: '\\ding{238}', 10159: '\\ding{239}', 10161: '\\ding{241}', 10162: '\\ding{242}', 10163: '\\ding{243}', 10164: '\\ding{244}', 10165: '\\ding{245}', 10166: '\\ding{246}', 10167: '\\ding{247}', 10168: '\\ding{248}', 10169: '\\ding{249}', 10170: '\\ding{250}', 10171: '\\ding{251}', 10172: '\\ding{252}', 10173: '\\ding{253}', 10174: '\\ding{254}', 10216: '\\langle', 10217: '\\rangle', 10229: '\\longleftarrow', 10230: '\\longrightarrow', 10231: '\\longleftrightarrow', 10232: '\\Longleftarrow', 10233: '\\Longrightarrow', 10234: '\\Longleftrightarrow', 10236: '\\longmapsto', 10239: '\\sim\\joinrel\\leadsto', 10514: '\\UpArrowBar', 10515: '\\DownArrowBar', 10574: '\\LeftRightVector', 10575: '\\RightUpDownVector', 10576: '\\DownLeftRightVector', 10577: '\\LeftUpDownVector', 10578: '\\LeftVectorBar', 10579: '\\RightVectorBar', 10580: '\\RightUpVectorBar', 10581: '\\RightDownVectorBar', 10582: '\\DownLeftVectorBar', 10583: '\\DownRightVectorBar', 10584: '\\LeftUpVectorBar', 10585: '\\LeftDownVectorBar', 10586: '\\LeftTeeVector', 10587: '\\RightTeeVector', 10588: '\\RightUpTeeVector', 10589: '\\RightDownTeeVector', 10590: '\\DownLeftTeeVector', 10591: '\\DownRightTeeVector', 10592: '\\LeftUpTeeVector', 10593: '\\LeftDownTeeVector', 10606: '\\UpEquilibrium', 10607: '\\ReverseUpEquilibrium', 10608: '\\RoundImplies', 10643: '<\\kern-0.58em(', 10652: '\\Angle', 10703: '\\LeftTriangleBar', 10704: '\\RightTriangleBar', 10731: '\\blacklozenge', 10740: '\\RuleDelayed', 10767: '\\clockoint', 10774: '\\sqrint', 10815: '\\amalg', 10846: '\\perspcorrespond', 10862: '\\stackrel{*}{=}', 10869: '\\Equal', 10877: '\\leqslant', 10878: '\\geqslant', 10885: '\\lessapprox', 10886: '\\gtrapprox', 10887: '\\lneq', 10888: '\\gneq', 10889: '\\lnapprox', 10890: '\\gnapprox', 10891: '\\lesseqqgtr', 10892: '\\gtreqqless', 10901: '\\eqslantless', 10902: '\\eqslantgtr', 10909: '\\Pisymbol{ppi020}{117}', 10910: '\\Pisymbol{ppi020}{105}', 10913: '\\NestedLessLess', 10914: '\\NestedGreaterGreater', 10927: '\\preceq', 10928: '\\succeq', 10933: '\\precneqq', 10934: '\\succneqq', 10935: '\\precapprox', 10936: '\\succapprox', 10937: '\\precnapprox', 10938: '\\succnapprox', 10949: '\\subseteqq', 10950: '\\supseteqq', 10955: '\\subsetneqq', 10956: '\\supsetneqq', 11005: '{{/}\\!\\!{/}}', 12314: '\\openbracketleft', 12315: '\\openbracketright', 64256: 'ff', 64257: 'fi', 64258: 'fl', 64259: 'ffi', 64260: 'ffl', 119808: '\\mathbf{A}', 119809: '\\mathbf{B}', 119810: '\\mathbf{C}', 119811: '\\mathbf{D}', 119812: '\\mathbf{E}', 119813: '\\mathbf{F}', 119814: '\\mathbf{G}', 119815: '\\mathbf{H}', 119816: '\\mathbf{I}', 119817: '\\mathbf{J}', 119818: '\\mathbf{K}', 119819: '\\mathbf{L}', 119820: '\\mathbf{M}', 119821: '\\mathbf{N}', 119822: '\\mathbf{O}', 119823: '\\mathbf{P}', 119824: '\\mathbf{Q}', 119825: '\\mathbf{R}', 119826: '\\mathbf{S}', 119827: '\\mathbf{T}', 119828: '\\mathbf{U}', 119829: '\\mathbf{V}', 119830: '\\mathbf{W}', 119831: '\\mathbf{X}', 119832: '\\mathbf{Y}', 119833: '\\mathbf{Z}', 119834: '\\mathbf{a}', 119835: '\\mathbf{b}', 119836: '\\mathbf{c}', 119837: '\\mathbf{d}', 119838: '\\mathbf{e}', 119839: '\\mathbf{f}', 119840: '\\mathbf{g}', 119841: '\\mathbf{h}', 119842: '\\mathbf{i}', 119843: '\\mathbf{j}', 119844: '\\mathbf{k}', 119845: '\\mathbf{l}', 119846: '\\mathbf{m}', 119847: '\\mathbf{n}', 119848: '\\mathbf{o}', 119849: '\\mathbf{p}', 119850: '\\mathbf{q}', 119851: '\\mathbf{r}', 119852: '\\mathbf{s}', 119853: '\\mathbf{t}', 119854: '\\mathbf{u}', 119855: '\\mathbf{v}', 119856: '\\mathbf{w}', 119857: '\\mathbf{x}', 119858: '\\mathbf{y}', 119859: '\\mathbf{z}', 119860: '\\mathmit{A}', 119861: '\\mathmit{B}', 119862: '\\mathmit{C}', 119863: '\\mathmit{D}', 119864: '\\mathmit{E}', 119865: '\\mathmit{F}', 119866: '\\mathmit{G}', 119867: '\\mathmit{H}', 119868: '\\mathmit{I}', 119869: '\\mathmit{J}', 119870: '\\mathmit{K}', 119871: '\\mathmit{L}', 119872: '\\mathmit{M}', 119873: '\\mathmit{N}', 119874: '\\mathmit{O}', 119875: '\\mathmit{P}', 119876: '\\mathmit{Q}', 119877: '\\mathmit{R}', 119878: '\\mathmit{S}', 119879: '\\mathmit{T}', 119880: '\\mathmit{U}', 119881: '\\mathmit{V}', 119882: '\\mathmit{W}', 119883: '\\mathmit{X}', 119884: '\\mathmit{Y}', 119885: '\\mathmit{Z}', 119886: '\\mathmit{a}', 119887: '\\mathmit{b}', 119888: '\\mathmit{c}', 119889: '\\mathmit{d}', 119890: '\\mathmit{e}', 119891: '\\mathmit{f}', 119892: '\\mathmit{g}', 119894: '\\mathmit{i}', 119895: '\\mathmit{j}', 119896: '\\mathmit{k}', 119897: '\\mathmit{l}', 119898: '\\mathmit{m}', 119899: '\\mathmit{n}', 119900: '\\mathmit{o}', 119901: '\\mathmit{p}', 119902: '\\mathmit{q}', 119903: '\\mathmit{r}', 119904: '\\mathmit{s}', 119905: '\\mathmit{t}', 119906: '\\mathmit{u}', 119907: '\\mathmit{v}', 119908: '\\mathmit{w}', 119909: '\\mathmit{x}', 119910: '\\mathmit{y}', 119911: '\\mathmit{z}', 119912: '\\mathbit{A}', 119913: '\\mathbit{B}', 119914: '\\mathbit{C}', 119915: '\\mathbit{D}', 119916: '\\mathbit{E}', 119917: '\\mathbit{F}', 119918: '\\mathbit{G}', 119919: '\\mathbit{H}', 119920: '\\mathbit{I}', 119921: '\\mathbit{J}', 119922: '\\mathbit{K}', 119923: '\\mathbit{L}', 119924: '\\mathbit{M}', 119925: '\\mathbit{N}', 119926: '\\mathbit{O}', 119927: '\\mathbit{P}', 119928: '\\mathbit{Q}', 119929: '\\mathbit{R}', 119930: '\\mathbit{S}', 119931: '\\mathbit{T}', 119932: '\\mathbit{U}', 119933: '\\mathbit{V}', 119934: '\\mathbit{W}', 119935: '\\mathbit{X}', 119936: '\\mathbit{Y}', 119937: '\\mathbit{Z}', 119938: '\\mathbit{a}', 119939: '\\mathbit{b}', 119940: '\\mathbit{c}', 119941: '\\mathbit{d}', 119942: '\\mathbit{e}', 119943: '\\mathbit{f}', 119944: '\\mathbit{g}', 119945: '\\mathbit{h}', 119946: '\\mathbit{i}', 119947: '\\mathbit{j}', 119948: '\\mathbit{k}', 119949: '\\mathbit{l}', 119950: '\\mathbit{m}', 119951: '\\mathbit{n}', 119952: '\\mathbit{o}', 119953: '\\mathbit{p}', 119954: '\\mathbit{q}', 119955: '\\mathbit{r}', 119956: '\\mathbit{s}', 119957: '\\mathbit{t}', 119958: '\\mathbit{u}', 119959: '\\mathbit{v}', 119960: '\\mathbit{w}', 119961: '\\mathbit{x}', 119962: '\\mathbit{y}', 119963: '\\mathbit{z}', 119964: '\\mathscr{A}', 119966: '\\mathscr{C}', 119967: '\\mathscr{D}', 119970: '\\mathscr{G}', 119973: '\\mathscr{J}', 119974: '\\mathscr{K}', 119977: '\\mathscr{N}', 119978: '\\mathscr{O}', 119979: '\\mathscr{P}', 119980: '\\mathscr{Q}', 119982: '\\mathscr{S}', 119983: '\\mathscr{T}', 119984: '\\mathscr{U}', 119985: '\\mathscr{V}', 119986: '\\mathscr{W}', 119987: '\\mathscr{X}', 119988: '\\mathscr{Y}', 119989: '\\mathscr{Z}', 119990: '\\mathscr{a}', 119991: '\\mathscr{b}', 119992: '\\mathscr{c}', 119993: '\\mathscr{d}', 119995: '\\mathscr{f}', 119997: '\\mathscr{h}', 119998: '\\mathscr{i}', 119999: '\\mathscr{j}', 120000: '\\mathscr{k}', 120001: '\\mathscr{l}', 120002: '\\mathscr{m}', 120003: '\\mathscr{n}', 120005: '\\mathscr{p}', 120006: '\\mathscr{q}', 120007: '\\mathscr{r}', 120008: '\\mathscr{s}', 120009: '\\mathscr{t}', 120010: '\\mathscr{u}', 120011: '\\mathscr{v}', 120012: '\\mathscr{w}', 120013: '\\mathscr{x}', 120014: '\\mathscr{y}', 120015: '\\mathscr{z}', 120016: '\\mathbcal{A}', 120017: '\\mathbcal{B}', 120018: '\\mathbcal{C}', 120019: '\\mathbcal{D}', 120020: '\\mathbcal{E}', 120021: '\\mathbcal{F}', 120022: '\\mathbcal{G}', 120023: '\\mathbcal{H}', 120024: '\\mathbcal{I}', 120025: '\\mathbcal{J}', 120026: '\\mathbcal{K}', 120027: '\\mathbcal{L}', 120028: '\\mathbcal{M}', 120029: '\\mathbcal{N}', 120030: '\\mathbcal{O}', 120031: '\\mathbcal{P}', 120032: '\\mathbcal{Q}', 120033: '\\mathbcal{R}', 120034: '\\mathbcal{S}', 120035: '\\mathbcal{T}', 120036: '\\mathbcal{U}', 120037: '\\mathbcal{V}', 120038: '\\mathbcal{W}', 120039: '\\mathbcal{X}', 120040: '\\mathbcal{Y}', 120041: '\\mathbcal{Z}', 120042: '\\mathbcal{a}', 120043: '\\mathbcal{b}', 120044: '\\mathbcal{c}', 120045: '\\mathbcal{d}', 120046: '\\mathbcal{e}', 120047: '\\mathbcal{f}', 120048: '\\mathbcal{g}', 120049: '\\mathbcal{h}', 120050: '\\mathbcal{i}', 120051: '\\mathbcal{j}', 120052: '\\mathbcal{k}', 120053: '\\mathbcal{l}', 120054: '\\mathbcal{m}', 120055: '\\mathbcal{n}', 120056: '\\mathbcal{o}', 120057: '\\mathbcal{p}', 120058: '\\mathbcal{q}', 120059: '\\mathbcal{r}', 120060: '\\mathbcal{s}', 120061: '\\mathbcal{t}', 120062: '\\mathbcal{u}', 120063: '\\mathbcal{v}', 120064: '\\mathbcal{w}', 120065: '\\mathbcal{x}', 120066: '\\mathbcal{y}', 120067: '\\mathbcal{z}', 120068: '\\mathfrak{A}', 120069: '\\mathfrak{B}', 120071: '\\mathfrak{D}', 120072: '\\mathfrak{E}', 120073: '\\mathfrak{F}', 120074: '\\mathfrak{G}', 120077: '\\mathfrak{J}', 120078: '\\mathfrak{K}', 120079: '\\mathfrak{L}', 120080: '\\mathfrak{M}', 120081: '\\mathfrak{N}', 120082: '\\mathfrak{O}', 120083: '\\mathfrak{P}', 120084: '\\mathfrak{Q}', 120086: '\\mathfrak{S}', 120087: '\\mathfrak{T}', 120088: '\\mathfrak{U}', 120089: '\\mathfrak{V}', 120090: '\\mathfrak{W}', 120091: '\\mathfrak{X}', 120092: '\\mathfrak{Y}', 120094: '\\mathfrak{a}', 120095: '\\mathfrak{b}', 120096: '\\mathfrak{c}', 120097: '\\mathfrak{d}', 120098: '\\mathfrak{e}', 120099: '\\mathfrak{f}', 120100: '\\mathfrak{g}', 120101: '\\mathfrak{h}', 120102: '\\mathfrak{i}', 120103: '\\mathfrak{j}', 120104: '\\mathfrak{k}', 120105: '\\mathfrak{l}', 120106: '\\mathfrak{m}', 120107: '\\mathfrak{n}', 120108: '\\mathfrak{o}', 120109: '\\mathfrak{p}', 120110: '\\mathfrak{q}', 120111: '\\mathfrak{r}', 120112: '\\mathfrak{s}', 120113: '\\mathfrak{t}', 120114: '\\mathfrak{u}', 120115: '\\mathfrak{v}', 120116: '\\mathfrak{w}', 120117: '\\mathfrak{x}', 120118: '\\mathfrak{y}', 120119: '\\mathfrak{z}', 120120: '\\mathbb{A}', 120121: '\\mathbb{B}', 120123: '\\mathbb{D}', 120124: '\\mathbb{E}', 120125: '\\mathbb{F}', 120126: '\\mathbb{G}', 120128: '\\mathbb{I}', 120129: '\\mathbb{J}', 120130: '\\mathbb{K}', 120131: '\\mathbb{L}', 120132: '\\mathbb{M}', 120134: '\\mathbb{O}', 120138: '\\mathbb{S}', 120139: '\\mathbb{T}', 120140: '\\mathbb{U}', 120141: '\\mathbb{V}', 120142: '\\mathbb{W}', 120143: '\\mathbb{X}', 120144: '\\mathbb{Y}', 120146: '\\mathbb{a}', 120147: '\\mathbb{b}', 120148: '\\mathbb{c}', 120149: '\\mathbb{d}', 120150: '\\mathbb{e}', 120151: '\\mathbb{f}', 120152: '\\mathbb{g}', 120153: '\\mathbb{h}', 120154: '\\mathbb{i}', 120155: '\\mathbb{j}', 120156: '\\mathbb{k}', 120157: '\\mathbb{l}', 120158: '\\mathbb{m}', 120159: '\\mathbb{n}', 120160: '\\mathbb{o}', 120161: '\\mathbb{p}', 120162: '\\mathbb{q}', 120163: '\\mathbb{r}', 120164: '\\mathbb{s}', 120165: '\\mathbb{t}', 120166: '\\mathbb{u}', 120167: '\\mathbb{v}', 120168: '\\mathbb{w}', 120169: '\\mathbb{x}', 120170: '\\mathbb{y}', 120171: '\\mathbb{z}', 120172: '\\mathbfrak{A}', 120173: '\\mathbfrak{B}', 120174: '\\mathbfrak{C}', 120175: '\\mathbfrak{D}', 120176: '\\mathbfrak{E}', 120177: '\\mathbfrak{F}', 120178: '\\mathbfrak{G}', 120179: '\\mathbfrak{H}', 120180: '\\mathbfrak{I}', 120181: '\\mathbfrak{J}', 120182: '\\mathbfrak{K}', 120183: '\\mathbfrak{L}', 120184: '\\mathbfrak{M}', 120185: '\\mathbfrak{N}', 120186: '\\mathbfrak{O}', 120187: '\\mathbfrak{P}', 120188: '\\mathbfrak{Q}', 120189: '\\mathbfrak{R}', 120190: '\\mathbfrak{S}', 120191: '\\mathbfrak{T}', 120192: '\\mathbfrak{U}', 120193: '\\mathbfrak{V}', 120194: '\\mathbfrak{W}', 120195: '\\mathbfrak{X}', 120196: '\\mathbfrak{Y}', 120197: '\\mathbfrak{Z}', 120198: '\\mathbfrak{a}', 120199: '\\mathbfrak{b}', 120200: '\\mathbfrak{c}', 120201: '\\mathbfrak{d}', 120202: '\\mathbfrak{e}', 120203: '\\mathbfrak{f}', 120204: '\\mathbfrak{g}', 120205: '\\mathbfrak{h}', 120206: '\\mathbfrak{i}', 120207: '\\mathbfrak{j}', 120208: '\\mathbfrak{k}', 120209: '\\mathbfrak{l}', 120210: '\\mathbfrak{m}', 120211: '\\mathbfrak{n}', 120212: '\\mathbfrak{o}', 120213: '\\mathbfrak{p}', 120214: '\\mathbfrak{q}', 120215: '\\mathbfrak{r}', 120216: '\\mathbfrak{s}', 120217: '\\mathbfrak{t}', 120218: '\\mathbfrak{u}', 120219: '\\mathbfrak{v}', 120220: '\\mathbfrak{w}', 120221: '\\mathbfrak{x}', 120222: '\\mathbfrak{y}', 120223: '\\mathbfrak{z}', 120224: '\\mathsf{A}', 120225: '\\mathsf{B}', 120226: '\\mathsf{C}', 120227: '\\mathsf{D}', 120228: '\\mathsf{E}', 120229: '\\mathsf{F}', 120230: '\\mathsf{G}', 120231: '\\mathsf{H}', 120232: '\\mathsf{I}', 120233: '\\mathsf{J}', 120234: '\\mathsf{K}', 120235: '\\mathsf{L}', 120236: '\\mathsf{M}', 120237: '\\mathsf{N}', 120238: '\\mathsf{O}', 120239: '\\mathsf{P}', 120240: '\\mathsf{Q}', 120241: '\\mathsf{R}', 120242: '\\mathsf{S}', 120243: '\\mathsf{T}', 120244: '\\mathsf{U}', 120245: '\\mathsf{V}', 120246: '\\mathsf{W}', 120247: '\\mathsf{X}', 120248: '\\mathsf{Y}', 120249: '\\mathsf{Z}', 120250: '\\mathsf{a}', 120251: '\\mathsf{b}', 120252: '\\mathsf{c}', 120253: '\\mathsf{d}', 120254: '\\mathsf{e}', 120255: '\\mathsf{f}', 120256: '\\mathsf{g}', 120257: '\\mathsf{h}', 120258: '\\mathsf{i}', 120259: '\\mathsf{j}', 120260: '\\mathsf{k}', 120261: '\\mathsf{l}', 120262: '\\mathsf{m}', 120263: '\\mathsf{n}', 120264: '\\mathsf{o}', 120265: '\\mathsf{p}', 120266: '\\mathsf{q}', 120267: '\\mathsf{r}', 120268: '\\mathsf{s}', 120269: '\\mathsf{t}', 120270: '\\mathsf{u}', 120271: '\\mathsf{v}', 120272: '\\mathsf{w}', 120273: '\\mathsf{x}', 120274: '\\mathsf{y}', 120275: '\\mathsf{z}', 120276: '\\mathsfbf{A}', 120277: '\\mathsfbf{B}', 120278: '\\mathsfbf{C}', 120279: '\\mathsfbf{D}', 120280: '\\mathsfbf{E}', 120281: '\\mathsfbf{F}', 120282: '\\mathsfbf{G}', 120283: '\\mathsfbf{H}', 120284: '\\mathsfbf{I}', 120285: '\\mathsfbf{J}', 120286: '\\mathsfbf{K}', 120287: '\\mathsfbf{L}', 120288: '\\mathsfbf{M}', 120289: '\\mathsfbf{N}', 120290: '\\mathsfbf{O}', 120291: '\\mathsfbf{P}', 120292: '\\mathsfbf{Q}', 120293: '\\mathsfbf{R}', 120294: '\\mathsfbf{S}', 120295: '\\mathsfbf{T}', 120296: '\\mathsfbf{U}', 120297: '\\mathsfbf{V}', 120298: '\\mathsfbf{W}', 120299: '\\mathsfbf{X}', 120300: '\\mathsfbf{Y}', 120301: '\\mathsfbf{Z}', 120302: '\\mathsfbf{a}', 120303: '\\mathsfbf{b}', 120304: '\\mathsfbf{c}', 120305: '\\mathsfbf{d}', 120306: '\\mathsfbf{e}', 120307: '\\mathsfbf{f}', 120308: '\\mathsfbf{g}', 120309: '\\mathsfbf{h}', 120310: '\\mathsfbf{i}', 120311: '\\mathsfbf{j}', 120312: '\\mathsfbf{k}', 120313: '\\mathsfbf{l}', 120314: '\\mathsfbf{m}', 120315: '\\mathsfbf{n}', 120316: '\\mathsfbf{o}', 120317: '\\mathsfbf{p}', 120318: '\\mathsfbf{q}', 120319: '\\mathsfbf{r}', 120320: '\\mathsfbf{s}', 120321: '\\mathsfbf{t}', 120322: '\\mathsfbf{u}', 120323: '\\mathsfbf{v}', 120324: '\\mathsfbf{w}', 120325: '\\mathsfbf{x}', 120326: '\\mathsfbf{y}', 120327: '\\mathsfbf{z}', 120328: '\\mathsfsl{A}', 120329: '\\mathsfsl{B}', 120330: '\\mathsfsl{C}', 120331: '\\mathsfsl{D}', 120332: '\\mathsfsl{E}', 120333: '\\mathsfsl{F}', 120334: '\\mathsfsl{G}', 120335: '\\mathsfsl{H}', 120336: '\\mathsfsl{I}', 120337: '\\mathsfsl{J}', 120338: '\\mathsfsl{K}', 120339: '\\mathsfsl{L}', 120340: '\\mathsfsl{M}', 120341: '\\mathsfsl{N}', 120342: '\\mathsfsl{O}', 120343: '\\mathsfsl{P}', 120344: '\\mathsfsl{Q}', 120345: '\\mathsfsl{R}', 120346: '\\mathsfsl{S}', 120347: '\\mathsfsl{T}', 120348: '\\mathsfsl{U}', 120349: '\\mathsfsl{V}', 120350: '\\mathsfsl{W}', 120351: '\\mathsfsl{X}', 120352: '\\mathsfsl{Y}', 120353: '\\mathsfsl{Z}', 120354: '\\mathsfsl{a}', 120355: '\\mathsfsl{b}', 120356: '\\mathsfsl{c}', 120357: '\\mathsfsl{d}', 120358: '\\mathsfsl{e}', 120359: '\\mathsfsl{f}', 120360: '\\mathsfsl{g}', 120361: '\\mathsfsl{h}', 120362: '\\mathsfsl{i}', 120363: '\\mathsfsl{j}', 120364: '\\mathsfsl{k}', 120365: '\\mathsfsl{l}', 120366: '\\mathsfsl{m}', 120367: '\\mathsfsl{n}', 120368: '\\mathsfsl{o}', 120369: '\\mathsfsl{p}', 120370: '\\mathsfsl{q}', 120371: '\\mathsfsl{r}', 120372: '\\mathsfsl{s}', 120373: '\\mathsfsl{t}', 120374: '\\mathsfsl{u}', 120375: '\\mathsfsl{v}', 120376: '\\mathsfsl{w}', 120377: '\\mathsfsl{x}', 120378: '\\mathsfsl{y}', 120379: '\\mathsfsl{z}', 120380: '\\mathsfbfsl{A}', 120381: '\\mathsfbfsl{B}', 120382: '\\mathsfbfsl{C}', 120383: '\\mathsfbfsl{D}', 120384: '\\mathsfbfsl{E}', 120385: '\\mathsfbfsl{F}', 120386: '\\mathsfbfsl{G}', 120387: '\\mathsfbfsl{H}', 120388: '\\mathsfbfsl{I}', 120389: '\\mathsfbfsl{J}', 120390: '\\mathsfbfsl{K}', 120391: '\\mathsfbfsl{L}', 120392: '\\mathsfbfsl{M}', 120393: '\\mathsfbfsl{N}', 120394: '\\mathsfbfsl{O}', 120395: '\\mathsfbfsl{P}', 120396: '\\mathsfbfsl{Q}', 120397: '\\mathsfbfsl{R}', 120398: '\\mathsfbfsl{S}', 120399: '\\mathsfbfsl{T}', 120400: '\\mathsfbfsl{U}', 120401: '\\mathsfbfsl{V}', 120402: '\\mathsfbfsl{W}', 120403: '\\mathsfbfsl{X}', 120404: '\\mathsfbfsl{Y}', 120405: '\\mathsfbfsl{Z}', 120406: '\\mathsfbfsl{a}', 120407: '\\mathsfbfsl{b}', 120408: '\\mathsfbfsl{c}', 120409: '\\mathsfbfsl{d}', 120410: '\\mathsfbfsl{e}', 120411: '\\mathsfbfsl{f}', 120412: '\\mathsfbfsl{g}', 120413: '\\mathsfbfsl{h}', 120414: '\\mathsfbfsl{i}', 120415: '\\mathsfbfsl{j}', 120416: '\\mathsfbfsl{k}', 120417: '\\mathsfbfsl{l}', 120418: '\\mathsfbfsl{m}', 120419: '\\mathsfbfsl{n}', 120420: '\\mathsfbfsl{o}', 120421: '\\mathsfbfsl{p}', 120422: '\\mathsfbfsl{q}', 120423: '\\mathsfbfsl{r}', 120424: '\\mathsfbfsl{s}', 120425: '\\mathsfbfsl{t}', 120426: '\\mathsfbfsl{u}', 120427: '\\mathsfbfsl{v}', 120428: '\\mathsfbfsl{w}', 120429: '\\mathsfbfsl{x}', 120430: '\\mathsfbfsl{y}', 120431: '\\mathsfbfsl{z}', 120432: '\\mathtt{A}', 120433: '\\mathtt{B}', 120434: '\\mathtt{C}', 120435: '\\mathtt{D}', 120436: '\\mathtt{E}', 120437: '\\mathtt{F}', 120438: '\\mathtt{G}', 120439: '\\mathtt{H}', 120440: '\\mathtt{I}', 120441: '\\mathtt{J}', 120442: '\\mathtt{K}', 120443: '\\mathtt{L}', 120444: '\\mathtt{M}', 120445: '\\mathtt{N}', 120446: '\\mathtt{O}', 120447: '\\mathtt{P}', 120448: '\\mathtt{Q}', 120449: '\\mathtt{R}', 120450: '\\mathtt{S}', 120451: '\\mathtt{T}', 120452: '\\mathtt{U}', 120453: '\\mathtt{V}', 120454: '\\mathtt{W}', 120455: '\\mathtt{X}', 120456: '\\mathtt{Y}', 120457: '\\mathtt{Z}', 120458: '\\mathtt{a}', 120459: '\\mathtt{b}', 120460: '\\mathtt{c}', 120461: '\\mathtt{d}', 120462: '\\mathtt{e}', 120463: '\\mathtt{f}', 120464: '\\mathtt{g}', 120465: '\\mathtt{h}', 120466: '\\mathtt{i}', 120467: '\\mathtt{j}', 120468: '\\mathtt{k}', 120469: '\\mathtt{l}', 120470: '\\mathtt{m}', 120471: '\\mathtt{n}', 120472: '\\mathtt{o}', 120473: '\\mathtt{p}', 120474: '\\mathtt{q}', 120475: '\\mathtt{r}', 120476: '\\mathtt{s}', 120477: '\\mathtt{t}', 120478: '\\mathtt{u}', 120479: '\\mathtt{v}', 120480: '\\mathtt{w}', 120481: '\\mathtt{x}', 120482: '\\mathtt{y}', 120483: '\\mathtt{z}', 120488: '\\mathbf{\\Alpha}', 120489: '\\mathbf{\\Beta}', 120490: '\\mathbf{\\Gamma}', 120491: '\\mathbf{\\Delta}', 120492: '\\mathbf{\\Epsilon}', 120493: '\\mathbf{\\Zeta}', 120494: '\\mathbf{\\Eta}', 120495: '\\mathbf{\\Theta}', 120496: '\\mathbf{\\Iota}', 120497: '\\mathbf{\\Kappa}', 120498: '\\mathbf{\\Lambda}', 120499: '\\mathbf{M}', 120500: 'N', 120501: '\\mathbf{\\Xi}', 120502: 'O', 120503: '\\mathbf{\\Pi}', 120504: '\\mathbf{\\Rho}', 120505: '\\mathbf{\\vartheta}', 120506: '\\mathbf{\\Sigma}', 120507: '\\mathbf{\\Tau}', 120508: '\\mathbf{\\Upsilon}', 120509: '\\mathbf{\\Phi}', 120510: '\\mathbf{\\Chi}', 120511: '\\mathbf{\\Psi}', 120512: '\\mathbf{\\Omega}', 120513: '\\mathbf{\\nabla}', 120514: '\\mathbf{\\alpha}', 120515: '\\mathbf{\\beta}', 120516: '\\mathbf{\\gamma}', 120517: '\\mathbf{\\delta}', 120518: '\\mathbf{\\epsilon}', 120519: '\\mathbf{\\zeta}', 120520: '\\mathbf{\\eta}', 120521: '\\mathbf{\\theta}', 120522: '\\mathbf{\\iota}', 120523: '\\mathbf{\\kappa}', 120524: '\\mathbf{\\lambda}', 120525: '\\mathbf{\\mu}', 120526: '\\mathbf{\\nu}', 120527: '\\mathbf{\\xi}', 120528: '\\mathbf{o}', 120529: '\\mathbf{\\pi}', 120530: '\\mathbf{\\rho}', 120531: '\\mathbf{\\varsigma}', 120532: '\\mathbf{\\sigma}', 120533: '\\mathbf{\\tau}', 120534: '\\mathbf{\\upsilon}', 120535: '\\mathbf{\\phi}', 120536: '\\mathbf{\\chi}', 120537: '\\mathbf{\\psi}', 120538: '\\mathbf{\\omega}', 120539: '\\partial', 120540: '\\mathbf{\\varepsilon}', 120541: '\\mathbf{\\vartheta}', 120542: '\\mathbf{\\varkappa}', 120543: '\\mathbf{\\phi}', 120544: '\\mathbf{\\varrho}', 120545: '\\mathbf{\\varpi}', 120546: '\\mathmit{\\Alpha}', 120547: '\\mathmit{\\Beta}', 120548: '\\mathmit{\\Gamma}', 120549: '\\mathmit{\\Delta}', 120550: '\\mathmit{\\Epsilon}', 120551: '\\mathmit{\\Zeta}', 120552: '\\mathmit{\\Eta}', 120553: '\\mathmit{\\Theta}', 120554: '\\mathmit{\\Iota}', 120555: '\\mathmit{\\Kappa}', 120556: '\\mathmit{\\Lambda}', 120557: '\\mathmit{M}', 120558: 'N', 120559: '\\mathmit{\\Xi}', 120560: 'O', 120561: '\\mathmit{\\Pi}', 120562: '\\mathmit{\\Rho}', 120563: '\\mathmit{\\vartheta}', 120564: '\\mathmit{\\Sigma}', 120565: '\\mathmit{\\Tau}', 120566: '\\mathmit{\\Upsilon}', 120567: '\\mathmit{\\Phi}', 120568: '\\mathmit{\\Chi}', 120569: '\\mathmit{\\Psi}', 120570: '\\mathmit{\\Omega}', 120571: '\\mathmit{\\nabla}', 120572: '\\mathmit{\\alpha}', 120573: '\\mathmit{\\beta}', 120574: '\\mathmit{\\gamma}', 120575: '\\mathmit{\\delta}', 120576: '\\mathmit{\\epsilon}', 120577: '\\mathmit{\\zeta}', 120578: '\\mathmit{\\eta}', 120579: '\\mathmit{\\theta}', 120580: '\\mathmit{\\iota}', 120581: '\\mathmit{\\kappa}', 120582: '\\mathmit{\\lambda}', 120583: '\\mathmit{\\mu}', 120584: '\\mathmit{\\nu}', 120585: '\\mathmit{\\xi}', 120586: '\\mathmit{o}', 120587: '\\mathmit{\\pi}', 120588: '\\mathmit{\\rho}', 120589: '\\mathmit{\\varsigma}', 120590: '\\mathmit{\\sigma}', 120591: '\\mathmit{\\tau}', 120592: '\\mathmit{\\upsilon}', 120593: '\\mathmit{\\phi}', 120594: '\\mathmit{\\chi}', 120595: '\\mathmit{\\psi}', 120596: '\\mathmit{\\omega}', 120597: '\\partial', 120598: '\\in', 120599: '\\mathmit{\\vartheta}', 120600: '\\mathmit{\\varkappa}', 120601: '\\mathmit{\\phi}', 120602: '\\mathmit{\\varrho}', 120603: '\\mathmit{\\varpi}', 120604: '\\mathbit{\\Alpha}', 120605: '\\mathbit{\\Beta}', 120606: '\\mathbit{\\Gamma}', 120607: '\\mathbit{\\Delta}', 120608: '\\mathbit{\\Epsilon}', 120609: '\\mathbit{\\Zeta}', 120610: '\\mathbit{\\Eta}', 120611: '\\mathbit{\\Theta}', 120612: '\\mathbit{\\Iota}', 120613: '\\mathbit{\\Kappa}', 120614: '\\mathbit{\\Lambda}', 120615: '\\mathbit{M}', 120616: '\\mathbit{N}', 120617: '\\mathbit{\\Xi}', 120618: 'O', 120619: '\\mathbit{\\Pi}', 120620: '\\mathbit{\\Rho}', 120621: '\\mathbit{O}', 120622: '\\mathbit{\\Sigma}', 120623: '\\mathbit{\\Tau}', 120624: '\\mathbit{\\Upsilon}', 120625: '\\mathbit{\\Phi}', 120626: '\\mathbit{\\Chi}', 120627: '\\mathbit{\\Psi}', 120628: '\\mathbit{\\Omega}', 120629: '\\mathbit{\\nabla}', 120630: '\\mathbit{\\alpha}', 120631: '\\mathbit{\\beta}', 120632: '\\mathbit{\\gamma}', 120633: '\\mathbit{\\delta}', 120634: '\\mathbit{\\epsilon}', 120635: '\\mathbit{\\zeta}', 120636: '\\mathbit{\\eta}', 120637: '\\mathbit{\\theta}', 120638: '\\mathbit{\\iota}', 120639: '\\mathbit{\\kappa}', 120640: '\\mathbit{\\lambda}', 120641: '\\mathbit{\\mu}', 120642: '\\mathbit{\\nu}', 120643: '\\mathbit{\\xi}', 120644: '\\mathbit{o}', 120645: '\\mathbit{\\pi}', 120646: '\\mathbit{\\rho}', 120647: '\\mathbit{\\varsigma}', 120648: '\\mathbit{\\sigma}', 120649: '\\mathbit{\\tau}', 120650: '\\mathbit{\\upsilon}', 120651: '\\mathbit{\\phi}', 120652: '\\mathbit{\\chi}', 120653: '\\mathbit{\\psi}', 120654: '\\mathbit{\\omega}', 120655: '\\partial', 120656: '\\in', 120657: '\\mathbit{\\vartheta}', 120658: '\\mathbit{\\varkappa}', 120659: '\\mathbit{\\phi}', 120660: '\\mathbit{\\varrho}', 120661: '\\mathbit{\\varpi}', 120662: '\\mathsfbf{\\Alpha}', 120663: '\\mathsfbf{\\Beta}', 120664: '\\mathsfbf{\\Gamma}', 120665: '\\mathsfbf{\\Delta}', 120666: '\\mathsfbf{\\Epsilon}', 120667: '\\mathsfbf{\\Zeta}', 120668: '\\mathsfbf{\\Eta}', 120669: '\\mathsfbf{\\Theta}', 120670: '\\mathsfbf{\\Iota}', 120671: '\\mathsfbf{\\Kappa}', 120672: '\\mathsfbf{\\Lambda}', 120673: '\\mathsfbf{M}', 120674: '\\mathsfbf{N}', 120675: '\\mathsfbf{\\Xi}', 120676: 'O', 120677: '\\mathsfbf{\\Pi}', 120678: '\\mathsfbf{\\Rho}', 120679: '\\mathsfbf{\\vartheta}', 120680: '\\mathsfbf{\\Sigma}', 120681: '\\mathsfbf{\\Tau}', 120682: '\\mathsfbf{\\Upsilon}', 120683: '\\mathsfbf{\\Phi}', 120684: '\\mathsfbf{\\Chi}', 120685: '\\mathsfbf{\\Psi}', 120686: '\\mathsfbf{\\Omega}', 120687: '\\mathsfbf{\\nabla}', 120688: '\\mathsfbf{\\alpha}', 120689: '\\mathsfbf{\\beta}', 120690: '\\mathsfbf{\\gamma}', 120691: '\\mathsfbf{\\delta}', 120692: '\\mathsfbf{\\epsilon}', 120693: '\\mathsfbf{\\zeta}', 120694: '\\mathsfbf{\\eta}', 120695: '\\mathsfbf{\\theta}', 120696: '\\mathsfbf{\\iota}', 120697: '\\mathsfbf{\\kappa}', 120698: '\\mathsfbf{\\lambda}', 120699: '\\mathsfbf{\\mu}', 120700: '\\mathsfbf{\\nu}', 120701: '\\mathsfbf{\\xi}', 120702: '\\mathsfbf{o}', 120703: '\\mathsfbf{\\pi}', 120704: '\\mathsfbf{\\rho}', 120705: '\\mathsfbf{\\varsigma}', 120706: '\\mathsfbf{\\sigma}', 120707: '\\mathsfbf{\\tau}', 120708: '\\mathsfbf{\\upsilon}', 120709: '\\mathsfbf{\\phi}', 120710: '\\mathsfbf{\\chi}', 120711: '\\mathsfbf{\\psi}', 120712: '\\mathsfbf{\\omega}', 120713: '\\partial', 120714: '\\mathsfbf{\\varepsilon}', 120715: '\\mathsfbf{\\vartheta}', 120716: '\\mathsfbf{\\varkappa}', 120717: '\\mathsfbf{\\phi}', 120718: '\\mathsfbf{\\varrho}', 120719: '\\mathsfbf{\\varpi}', 120720: '\\mathsfbfsl{\\Alpha}', 120721: '\\mathsfbfsl{\\Beta}', 120722: '\\mathsfbfsl{\\Gamma}', 120723: '\\mathsfbfsl{\\Delta}', 120724: '\\mathsfbfsl{\\Epsilon}', 120725: '\\mathsfbfsl{\\Zeta}', 120726: '\\mathsfbfsl{\\Eta}', 120727: '\\mathsfbfsl{\\vartheta}', 120728: '\\mathsfbfsl{\\Iota}', 120729: '\\mathsfbfsl{\\Kappa}', 120730: '\\mathsfbfsl{\\Lambda}', 120731: '\\mathsfbfsl{M}', 120732: '\\mathsfbfsl{N}', 120733: '\\mathsfbfsl{\\Xi}', 120734: 'O', 120735: '\\mathsfbfsl{\\Pi}', 120736: '\\mathsfbfsl{\\Rho}', 120737: '\\mathsfbfsl{\\vartheta}', 120738: '\\mathsfbfsl{\\Sigma}', 120739: '\\mathsfbfsl{\\Tau}', 120740: '\\mathsfbfsl{\\Upsilon}', 120741: '\\mathsfbfsl{\\Phi}', 120742: '\\mathsfbfsl{\\Chi}', 120743: '\\mathsfbfsl{\\Psi}', 120744: '\\mathsfbfsl{\\Omega}', 120745: '\\mathsfbfsl{\\nabla}', 120746: '\\mathsfbfsl{\\alpha}', 120747: '\\mathsfbfsl{\\beta}', 120748: '\\mathsfbfsl{\\gamma}', 120749: '\\mathsfbfsl{\\delta}', 120750: '\\mathsfbfsl{\\epsilon}', 120751: '\\mathsfbfsl{\\zeta}', 120752: '\\mathsfbfsl{\\eta}', 120753: '\\mathsfbfsl{\\vartheta}', 120754: '\\mathsfbfsl{\\iota}', 120755: '\\mathsfbfsl{\\kappa}', 120756: '\\mathsfbfsl{\\lambda}', 120757: '\\mathsfbfsl{\\mu}', 120758: '\\mathsfbfsl{\\nu}', 120759: '\\mathsfbfsl{\\xi}', 120760: '\\mathsfbfsl{o}', 120761: '\\mathsfbfsl{\\pi}', 120762: '\\mathsfbfsl{\\rho}', 120763: '\\mathsfbfsl{\\varsigma}', 120764: '\\mathsfbfsl{\\sigma}', 120765: '\\mathsfbfsl{\\tau}', 120766: '\\mathsfbfsl{\\upsilon}', 120767: '\\mathsfbfsl{\\phi}', 120768: '\\mathsfbfsl{\\chi}', 120769: '\\mathsfbfsl{\\psi}', 120770: '\\mathsfbfsl{\\omega}', 120771: '\\partial', 120772: '\\in', 120773: '\\mathsfbfsl{\\vartheta}', 120774: '\\mathsfbfsl{\\varkappa}', 120775: '\\mathsfbfsl{\\phi}', 120776: '\\mathsfbfsl{\\varrho}', 120777: '\\mathsfbfsl{\\varpi}', 120782: '\\mathbf{0}', 120783: '\\mathbf{1}', 120784: '\\mathbf{2}', 120785: '\\mathbf{3}', 120786: '\\mathbf{4}', 120787: '\\mathbf{5}', 120788: '\\mathbf{6}', 120789: '\\mathbf{7}', 120790: '\\mathbf{8}', 120791: '\\mathbf{9}', 120792: '\\mathbb{0}', 120793: '\\mathbb{1}', 120794: '\\mathbb{2}', 120795: '\\mathbb{3}', 120796: '\\mathbb{4}', 120797: '\\mathbb{5}', 120798: '\\mathbb{6}', 120799: '\\mathbb{7}', 120800: '\\mathbb{8}', 120801: '\\mathbb{9}', 120802: '\\mathsf{0}', 120803: '\\mathsf{1}', 120804: '\\mathsf{2}', 120805: '\\mathsf{3}', 120806: '\\mathsf{4}', 120807: '\\mathsf{5}', 120808: '\\mathsf{6}', 120809: '\\mathsf{7}', 120810: '\\mathsf{8}', 120811: '\\mathsf{9}', 120812: '\\mathsfbf{0}', 120813: '\\mathsfbf{1}', 120814: '\\mathsfbf{2}', 120815: '\\mathsfbf{3}', 120816: '\\mathsfbf{4}', 120817: '\\mathsfbf{5}', 120818: '\\mathsfbf{6}', 120819: '\\mathsfbf{7}', 120820: '\\mathsfbf{8}', 120821: '\\mathsfbf{9}', 120822: '\\mathtt{0}', 120823: '\\mathtt{1}', 120824: '\\mathtt{2}', 120825: '\\mathtt{3}', 120826: '\\mathtt{4}', 120827: '\\mathtt{5}', 120828: '\\mathtt{6}', 120829: '\\mathtt{7}', 120830: '\\mathtt{8}', 120831: '\\mathtt{9}'} |
n1 = int(input('Enter number 1: '))
n2 = int(input('Enter number 2: '))
n3 = int(input('Enter number 3: '))
menor = n1
if n2 < n1 and n2 < n3:
menor = n2
if n3 < n1 and n3 < n2:
menor = n3
maior = n1
if n2 > n1 and n2 > n3:
maior = n2
if n3 > n1 and n3 > n2:
maior = n3
print("Menor e {}".format(menor))
print("Maior e {}".format(maior))
| n1 = int(input('Enter number 1: '))
n2 = int(input('Enter number 2: '))
n3 = int(input('Enter number 3: '))
menor = n1
if n2 < n1 and n2 < n3:
menor = n2
if n3 < n1 and n3 < n2:
menor = n3
maior = n1
if n2 > n1 and n2 > n3:
maior = n2
if n3 > n1 and n3 > n2:
maior = n3
print('Menor e {}'.format(menor))
print('Maior e {}'.format(maior)) |
# *********************************
# ****** SECTION 1 - CLASSES ******
# *********************************
# A "Class" is like a blueprint for an object
# Objects can be many different things
# In a grade tracking program objects might be: Course, Period, Teacher, Student, Gradable Assignment, Comment, Etc.
# In Mario objects might be: Mario, Level, Enemy, Power Up (like star or mushroom), Hittable Block, Etc.
# In banking software objects might be: Customer, Account, Deposit, Withdrawal, Etc.
# Note: Classes are normally named with capital letters with no spaces. But that is not required, just recommended.
class UnknownStudent:
name = "Unknown"
age = "Unknown"
# Now that the blueprint exists we can create an INSTANCE of the class
first_student = UnknownStudent()
first_student.name = "John Smith"
first_student.age = 15
print(f"The student's name is {first_student.name} and he is {first_student.age} years old.")
# ********************************************
# ****** SECTION 2 - CONSTRUCTOR METHOD ******
# ********************************************
# A method is what we call a function that belongs to a class.
# A CONSTRUCTOR method runs when a new instance is created.
# The purpose of a constructor is to setup any initial values for a new instance.
# A constructor in python uses the name: __init__
# NOTE: It is considered good practice to always have a constructor even if it does nothing.
class Student:
# NOTE: For constructor input parameters I like to start them with an underscore.
def __init__(self, _name, _age):
self.name = _name
self.age = _age
# second_student = Student(_name="Jane", _age="Doe")
# print(f"The student's name is {second_student.name} and her age is {second_student.age}.")
# ***************************************
# ****** SECTION 3 - OTHER METHODS ******
# ***************************************
# A class can (and usually does) have other methods besides the constructor
class Dog:
def __init__(self, _name, _breed, _color):
self.name = _name
self.breed = _breed
self.color = _color
self.position = 0
def run(self, distance=1):
self.position += distance
print(f"{self.name} ran {distance} meters and is now at position {self.position}.")
def bark(self):
if self.breed == "Lab":
print("Woof")
elif self.breed == "Terrier":
print("Yap")
else:
print("Bark")
def get_color(self):
return self.color
# my_dog = Dog(_name="Ellie", _breed="Lab", _color="Yellow")
# my_dog.run(5)
# my_dog.run(-2)
# my_dog.bark()
# print(f"My dog is {my_dog.color}.")
# *************************************
# ****** SECTION 3 - INHERITANCE ******
# *************************************
# For the sake of organization it is often useful to have one class inherit another.
# Usually the parent class is something generic and the child is one type of the parent class
class Animal:
def __init__(self):
self.position = 0
self.speed = 0
self.noise = "[silence]"
def run(self):
self.position += self.speed
print(f"The animal ran {self.speed} meters and is now at position {self.position}.")
def make_noise(self):
print(self.noise)
class Jaguar(Animal):
def __init__(self):
self.position = 0
self.speed = 10
self.noise = "growwwl"
class Horse(Animal):
def __init__(self):
self.position = 0
self.speed = 8
self.noise = "neigggh"
class Snake(Animal):
def __init__(self):
self.position = 0
self.speed = 1
self.noise = "hssss"
def run(self):
self.position += self.speed
print(f"The snake slithered {self.speed} meters and is now at position {self.position}.")
# jax = Jaguar()
# jax.run()
# jax.make_noise()
#
# harvey = Horse()
# harvey.run()
# harvey.make_noise()
#
# steve = Snake()
# steve.run()
# steve.make_noise()
# ******************************************************
# ****** SECTION 4 - S.O.L.I.D. DESIGN PRINCIPLES ******
# ******************************************************
# S.O.L.I.D is an acronym. If we follow the 5 recommendations our code
# will be easier to modify and maintain in the future
# S - Single Responsibility: Classes should have a singular purpose. If you try to do everything in onc class it
# gets cluttered and difficult to maintain.
# O - Open for extension, Closed for modification: A class should be able to be added onto at a later time,
# In general it should be generic enough that future situations don't cause you to
# change existing code in the class.
# L - Liskov Substitution: Any inherited class should be substitutable with its parent class. In our example above
# a Horse should be able to do whatever an Animal can do.
# I - Interface Segregation: This one basically says that if a child class doesn't fit in the parent class then
# make a new parent class. (For example if I wanted an animal like snail it might need
# its own parent class becuase it doesn't make noise and it doesnt really run).
# D - Dependency Inversion: Means that child classes can (and should) depend on their parent classes to define
# Their behavior. But a parent should never be dependent on a child class. For example,
# an Animal should not have any of their behavior defined by a snake because snake is
# an Animal. You could have a jaguar react to a snake, but not a generic Animal.
| class Unknownstudent:
name = 'Unknown'
age = 'Unknown'
first_student = unknown_student()
first_student.name = 'John Smith'
first_student.age = 15
print(f"The student's name is {first_student.name} and he is {first_student.age} years old.")
class Student:
def __init__(self, _name, _age):
self.name = _name
self.age = _age
class Dog:
def __init__(self, _name, _breed, _color):
self.name = _name
self.breed = _breed
self.color = _color
self.position = 0
def run(self, distance=1):
self.position += distance
print(f'{self.name} ran {distance} meters and is now at position {self.position}.')
def bark(self):
if self.breed == 'Lab':
print('Woof')
elif self.breed == 'Terrier':
print('Yap')
else:
print('Bark')
def get_color(self):
return self.color
class Animal:
def __init__(self):
self.position = 0
self.speed = 0
self.noise = '[silence]'
def run(self):
self.position += self.speed
print(f'The animal ran {self.speed} meters and is now at position {self.position}.')
def make_noise(self):
print(self.noise)
class Jaguar(Animal):
def __init__(self):
self.position = 0
self.speed = 10
self.noise = 'growwwl'
class Horse(Animal):
def __init__(self):
self.position = 0
self.speed = 8
self.noise = 'neigggh'
class Snake(Animal):
def __init__(self):
self.position = 0
self.speed = 1
self.noise = 'hssss'
def run(self):
self.position += self.speed
print(f'The snake slithered {self.speed} meters and is now at position {self.position}.') |
_base_ = [
# './_base_/models/segformer.py',
'../configs/_base_/datasets/mapillary.py',
'../configs/_base_/default_runtime.py',
'./_base_/schedules/schedule_1600k_adamw.py'
]
norm_cfg = dict(type='BN', requires_grad=True)
backbone_norm_cfg = dict(type='LN', requires_grad=True)
model = dict(
type='EncoderDecoder',
pretrained=
'https://github.com/SwinTransformer/storage/releases/download/v1.0.0/swin_base_patch4_window12_384_22k.pth',
backbone=dict(
type='SwinTransformer',
pretrain_img_size=384,
embed_dims=128,
patch_size=4,
window_size=12,
mlp_ratio=4,
depths=[2, 2, 18, 2],
num_heads=[4, 8, 16, 32],
strides=(4, 2, 2, 2),
out_indices=(0, 1, 2, 3),
qkv_bias=True,
qk_scale=None,
patch_norm=True,
drop_rate=0.0,
attn_drop_rate=0.0,
drop_path_rate=0.3,
use_abs_pos_embed=False,
act_cfg=dict(type='GELU'),
norm_cfg=dict(type='LN', requires_grad=True),
pretrain_style='official'),
decode_head=dict(
type='UPerHead',
in_channels=[128, 256, 512, 1024],
in_index=[0, 1, 2, 3],
pool_scales=(1, 2, 3, 6),
channels=512,
dropout_ratio=0.1,
num_classes=66,
norm_cfg=dict(type='BN', requires_grad=True),
align_corners=False,
loss_decode=dict(
type='CrossEntropyLoss', use_sigmoid=False, loss_weight=1.0)),
auxiliary_head=dict(
type='FCNHead',
in_channels=512,
in_index=2,
channels=256,
num_convs=1,
concat_input=False,
dropout_ratio=0.1,
num_classes=66,
norm_cfg=dict(type='BN', requires_grad=True),
align_corners=False,
loss_decode=dict(
type='CrossEntropyLoss', use_sigmoid=False, loss_weight=0.4)),
train_cfg=dict(),
test_cfg=dict(mode='whole'))
log_config = dict(
interval=50,
hooks=[
dict(type='TextLoggerHook', by_epoch=False),
dict(type='WandbLoggerHook', by_epoch=False)
])
crop_size = (720, 720)
img_norm_cfg = dict(mean=[123.675, 116.28, 103.53], std=[58.395, 57.12, 57.375], to_rgb=True)
train_pipeline = [
dict(type='LoadImageFromFile'),
dict(type='LoadAnnotations'),
dict(type='Resize', img_scale=(1920, 1080), ratio_range=(0.5, 2.0)),
dict(type='RandomCrop', crop_size=crop_size, cat_max_ratio=0.75),
dict(type='RandomFlip', prob=0.5),
dict(type='PhotoMetricDistortion'),
dict(type='Normalize', **img_norm_cfg),
dict(type='Pad', size=crop_size, pad_val=0, seg_pad_val=255),
dict(type='DefaultFormatBundle'),
dict(type='Collect', keys=['img', 'gt_semantic_seg']),
]
data = dict(
samples_per_gpu=1,
workers_per_gpu=1,
train=dict(pipeline=train_pipeline, data_root='/workspace/Mapillary'),
val=dict(data_root='/workspace/Mapillary'),#, split='/workspace/mmsegmentation/splits/split.txt'),
test=dict(data_root='/workspace/Mapillary')#, split='/workspace/mmsegmentation/splits/split.txt')
)
# dist_params = dict(backend='nccl')
# log_level = 'INFO'
# load_from = None
# resume_from = None
# workflow = [('train', 1), ('val', 1)]
# cudnn_benchmark = True
optimizer = dict(
type='AdamW',
lr=1.5e-05,
betas=(0.9, 0.999),
weight_decay=0.01,
paramwise_cfg=dict(
custom_keys=dict(
absolute_pos_embed=dict(decay_mult=0.0),
relative_position_bias_table=dict(decay_mult=0.0),
norm=dict(decay_mult=0.0))))
optimizer_config = dict()
lr_config = dict(
policy='poly',
warmup='linear',
warmup_iters=1500,
warmup_ratio=1e-06,
power=1.0,
min_lr=0.0,
by_epoch=False)
evaluation = dict(interval=16000, metric='mIoU') | _base_ = ['../configs/_base_/datasets/mapillary.py', '../configs/_base_/default_runtime.py', './_base_/schedules/schedule_1600k_adamw.py']
norm_cfg = dict(type='BN', requires_grad=True)
backbone_norm_cfg = dict(type='LN', requires_grad=True)
model = dict(type='EncoderDecoder', pretrained='https://github.com/SwinTransformer/storage/releases/download/v1.0.0/swin_base_patch4_window12_384_22k.pth', backbone=dict(type='SwinTransformer', pretrain_img_size=384, embed_dims=128, patch_size=4, window_size=12, mlp_ratio=4, depths=[2, 2, 18, 2], num_heads=[4, 8, 16, 32], strides=(4, 2, 2, 2), out_indices=(0, 1, 2, 3), qkv_bias=True, qk_scale=None, patch_norm=True, drop_rate=0.0, attn_drop_rate=0.0, drop_path_rate=0.3, use_abs_pos_embed=False, act_cfg=dict(type='GELU'), norm_cfg=dict(type='LN', requires_grad=True), pretrain_style='official'), decode_head=dict(type='UPerHead', in_channels=[128, 256, 512, 1024], in_index=[0, 1, 2, 3], pool_scales=(1, 2, 3, 6), channels=512, dropout_ratio=0.1, num_classes=66, norm_cfg=dict(type='BN', requires_grad=True), align_corners=False, loss_decode=dict(type='CrossEntropyLoss', use_sigmoid=False, loss_weight=1.0)), auxiliary_head=dict(type='FCNHead', in_channels=512, in_index=2, channels=256, num_convs=1, concat_input=False, dropout_ratio=0.1, num_classes=66, norm_cfg=dict(type='BN', requires_grad=True), align_corners=False, loss_decode=dict(type='CrossEntropyLoss', use_sigmoid=False, loss_weight=0.4)), train_cfg=dict(), test_cfg=dict(mode='whole'))
log_config = dict(interval=50, hooks=[dict(type='TextLoggerHook', by_epoch=False), dict(type='WandbLoggerHook', by_epoch=False)])
crop_size = (720, 720)
img_norm_cfg = dict(mean=[123.675, 116.28, 103.53], std=[58.395, 57.12, 57.375], to_rgb=True)
train_pipeline = [dict(type='LoadImageFromFile'), dict(type='LoadAnnotations'), dict(type='Resize', img_scale=(1920, 1080), ratio_range=(0.5, 2.0)), dict(type='RandomCrop', crop_size=crop_size, cat_max_ratio=0.75), dict(type='RandomFlip', prob=0.5), dict(type='PhotoMetricDistortion'), dict(type='Normalize', **img_norm_cfg), dict(type='Pad', size=crop_size, pad_val=0, seg_pad_val=255), dict(type='DefaultFormatBundle'), dict(type='Collect', keys=['img', 'gt_semantic_seg'])]
data = dict(samples_per_gpu=1, workers_per_gpu=1, train=dict(pipeline=train_pipeline, data_root='/workspace/Mapillary'), val=dict(data_root='/workspace/Mapillary'), test=dict(data_root='/workspace/Mapillary'))
optimizer = dict(type='AdamW', lr=1.5e-05, betas=(0.9, 0.999), weight_decay=0.01, paramwise_cfg=dict(custom_keys=dict(absolute_pos_embed=dict(decay_mult=0.0), relative_position_bias_table=dict(decay_mult=0.0), norm=dict(decay_mult=0.0))))
optimizer_config = dict()
lr_config = dict(policy='poly', warmup='linear', warmup_iters=1500, warmup_ratio=1e-06, power=1.0, min_lr=0.0, by_epoch=False)
evaluation = dict(interval=16000, metric='mIoU') |
"""
https://leetcode.com/problems/average-of-levels-in-binary-tree/
Given a non-empty binary tree, return the average value of the nodes on each level in the form of an array.
Example 1:
Input:
3
/ \
9 20
/ \
15 7
Output: [3, 14.5, 11]
Explanation:
The average value of nodes on level 0 is 3, on level 1 is 14.5, and on level 2 is 11. Hence return [3, 14.5, 11].
Note:
The range of node's value is in the range of 32-bit signed integer.
"""
# time complexity: O(n), space complexity: O(width of the tree)
# Definition for a binary tree node.
# class TreeNode:
# def __init__(self, val=0, left=None, right=None):
# self.val = val
# self.left = left
# self.right = right
class Solution:
def averageOfLevels(self, root: TreeNode) -> List[float]:
queue = [root]
result = []
levelnumber = 1
scannumber = 0
number = 0
levelsum = 0
while queue:
element = queue.pop(0)
scannumber += 1
if element is not None:
number += 1
levelsum += element.val
queue.append(element.left)
queue.append(element.right)
if scannumber == levelnumber:
if number == 0:
return result
else:
result.append(levelsum/number)
scannumber = 0
levelnumber = len(queue)
number = 0
levelsum = 0
return result | """
https://leetcode.com/problems/average-of-levels-in-binary-tree/
Given a non-empty binary tree, return the average value of the nodes on each level in the form of an array.
Example 1:
Input:
3
/ 9 20
/ 15 7
Output: [3, 14.5, 11]
Explanation:
The average value of nodes on level 0 is 3, on level 1 is 14.5, and on level 2 is 11. Hence return [3, 14.5, 11].
Note:
The range of node's value is in the range of 32-bit signed integer.
"""
class Solution:
def average_of_levels(self, root: TreeNode) -> List[float]:
queue = [root]
result = []
levelnumber = 1
scannumber = 0
number = 0
levelsum = 0
while queue:
element = queue.pop(0)
scannumber += 1
if element is not None:
number += 1
levelsum += element.val
queue.append(element.left)
queue.append(element.right)
if scannumber == levelnumber:
if number == 0:
return result
else:
result.append(levelsum / number)
scannumber = 0
levelnumber = len(queue)
number = 0
levelsum = 0
return result |
M1, D1 = [int(x) for x in input().split()]
M2, D2 = [int(x) for x in input().split()]
if M1 != M2:
print(1)
else:
print(0)
| (m1, d1) = [int(x) for x in input().split()]
(m2, d2) = [int(x) for x in input().split()]
if M1 != M2:
print(1)
else:
print(0) |
def start_streaming_dataframe():
"Start a Spark Streaming DataFrame from a Kafka Input source"
schema = StructType(
[StructField(f["name"], f["type"], True) for f in field_metadata]
)
kafka_options = {
"kafka.ssl.protocol":"TLSv1.2",
"kafka.ssl.enabled.protocols":"TLSv1.2",
"kafka.ssl.endpoint.identification.algorithm":"HTTPS",
'kafka.sasl.mechanism': 'PLAIN',
'kafka.security.protocol': 'SASL_SSL'
}
return spark.readStream \
.format("kafka") \
.option("kafka.bootstrap.servers", ",".join(message_hub_creds["kafka_brokers_sasl"])) \
.option("subscribe", "enriched_tweets") \
.load(**kafka_options)
| def start_streaming_dataframe():
"""Start a Spark Streaming DataFrame from a Kafka Input source"""
schema = struct_type([struct_field(f['name'], f['type'], True) for f in field_metadata])
kafka_options = {'kafka.ssl.protocol': 'TLSv1.2', 'kafka.ssl.enabled.protocols': 'TLSv1.2', 'kafka.ssl.endpoint.identification.algorithm': 'HTTPS', 'kafka.sasl.mechanism': 'PLAIN', 'kafka.security.protocol': 'SASL_SSL'}
return spark.readStream.format('kafka').option('kafka.bootstrap.servers', ','.join(message_hub_creds['kafka_brokers_sasl'])).option('subscribe', 'enriched_tweets').load(**kafka_options) |
{
'targets': [
{
'target_name': 'rdpcred',
'conditions': [ [
'OS=="win"',
{
'sources': [ 'rdpcred.cc' ],
'msvs_settings': {
'VCLinkerTool': {
'AdditionalDependencies': [
'Crypt32.lib'
]
}
}
}
] ]
}
]
} | {'targets': [{'target_name': 'rdpcred', 'conditions': [['OS=="win"', {'sources': ['rdpcred.cc'], 'msvs_settings': {'VCLinkerTool': {'AdditionalDependencies': ['Crypt32.lib']}}}]]}]} |
class Fibo(object):
"""docstring for Fibo"""
def __init__(self):
self.memo = []
def fibonacci(self, n, debug=False):
if debug:
print(self.memo)
if self.memo[n] != 0:
return self.memo[n]
if n==1 or n==2:
self.memo[n] = 1
else:
self.memo[n] = self.fibonacci(n-1) + self.fibonacci(n-2)
return self.memo[n]
def main(self, n):
self.memo = [0 for i in range(n+1)]
print(self.fibonacci(n))
Fibo().main(30) | class Fibo(object):
"""docstring for Fibo"""
def __init__(self):
self.memo = []
def fibonacci(self, n, debug=False):
if debug:
print(self.memo)
if self.memo[n] != 0:
return self.memo[n]
if n == 1 or n == 2:
self.memo[n] = 1
else:
self.memo[n] = self.fibonacci(n - 1) + self.fibonacci(n - 2)
return self.memo[n]
def main(self, n):
self.memo = [0 for i in range(n + 1)]
print(self.fibonacci(n))
fibo().main(30) |
"""
0944. Delete Columns to Make Sorted
Easy
We are given an array A of N lowercase letter strings, all of the same length.
Now, we may choose any set of deletion indices, and for each string, we delete all the characters in those indices.
For example, if we have an array A = ["abcdef","uvwxyz"] and deletion indices {0, 2, 3}, then the final array after deletions is ["bef", "vyz"], and the remaining columns of A are ["b","v"], ["e","y"], and ["f","z"]. (Formally, the c-th column is [A[0][c], A[1][c], ..., A[A.length-1][c]]).
Suppose we chose a set of deletion indices D such that after deletions, each remaining column in A is in non-decreasing sorted order.
Return the minimum possible value of D.length.
Example 1:
Input: A = ["cba","daf","ghi"]
Output: 1
Explanation:
After choosing D = {1}, each column ["c","d","g"] and ["a","f","i"] are in non-decreasing sorted order.
If we chose D = {}, then a column ["b","a","h"] would not be in non-decreasing sorted order.
Example 2:
Input: A = ["a","b"]
Output: 0
Explanation: D = {}
Example 3:
Input: A = ["zyx","wvu","tsr"]
Output: 3
Explanation: D = {0, 1, 2}
Constraints:
1 <= A.length <= 100
1 <= A[i].length <= 1000
"""
class Solution:
def minDeletionSize(self, A: List[str]) -> int:
return sum(list(col) != sorted(col) for col in zip(*A))
| """
0944. Delete Columns to Make Sorted
Easy
We are given an array A of N lowercase letter strings, all of the same length.
Now, we may choose any set of deletion indices, and for each string, we delete all the characters in those indices.
For example, if we have an array A = ["abcdef","uvwxyz"] and deletion indices {0, 2, 3}, then the final array after deletions is ["bef", "vyz"], and the remaining columns of A are ["b","v"], ["e","y"], and ["f","z"]. (Formally, the c-th column is [A[0][c], A[1][c], ..., A[A.length-1][c]]).
Suppose we chose a set of deletion indices D such that after deletions, each remaining column in A is in non-decreasing sorted order.
Return the minimum possible value of D.length.
Example 1:
Input: A = ["cba","daf","ghi"]
Output: 1
Explanation:
After choosing D = {1}, each column ["c","d","g"] and ["a","f","i"] are in non-decreasing sorted order.
If we chose D = {}, then a column ["b","a","h"] would not be in non-decreasing sorted order.
Example 2:
Input: A = ["a","b"]
Output: 0
Explanation: D = {}
Example 3:
Input: A = ["zyx","wvu","tsr"]
Output: 3
Explanation: D = {0, 1, 2}
Constraints:
1 <= A.length <= 100
1 <= A[i].length <= 1000
"""
class Solution:
def min_deletion_size(self, A: List[str]) -> int:
return sum((list(col) != sorted(col) for col in zip(*A))) |
class Solution:
def connect(self, root: 'Optional[Node]') -> 'Optional[Node]':
if not root:
return
d = collections.deque()
d.append(root)
while d:
node = d.popleft()
if node.left and node.right:
node.left.next = node.right
if node.next:
node.right.next = node.next.left
d.append(node.left)
d.append(node.right)
return root
## second solution, same to "117. Populating Next Right Pointers in Each Node II"
'''
class Solution:
def connect(self, root: 'Optional[Node]') -> 'Optional[Node]':
if not root:
return
d = collections.deque()
d.append(root)
res = []
while d:
temp = []
for _ in range(len(d)):
node = d.popleft()
temp.append(node)
d.append(node.left) if node.left else 0
d.append(node.right) if node.right else 0
res.append(temp)
for a in res:
for i in range(len(a)-1):
a[i].next = a[i+1]
return root
'''
| class Solution:
def connect(self, root: 'Optional[Node]') -> 'Optional[Node]':
if not root:
return
d = collections.deque()
d.append(root)
while d:
node = d.popleft()
if node.left and node.right:
node.left.next = node.right
if node.next:
node.right.next = node.next.left
d.append(node.left)
d.append(node.right)
return root
"\n class Solution:\n def connect(self, root: 'Optional[Node]') -> 'Optional[Node]':\n if not root:\n return\n \n d = collections.deque()\n d.append(root)\n res = []\n \n while d:\n temp = []\n \n for _ in range(len(d)):\n node = d.popleft()\n temp.append(node)\n \n d.append(node.left) if node.left else 0\n d.append(node.right) if node.right else 0\n \n res.append(temp)\n \n for a in res:\n for i in range(len(a)-1):\n a[i].next = a[i+1]\n \n return root\n " |
pro = 1
tar = 1
cur = 1
pos = 1
i = 1
while i < 8 :
lcur = list(str(cur))
if len(lcur) > tar - pos:
pro *= int(lcur[tar-pos])
i += 1
tar *= 10
pos += len(lcur)
cur += 1
print(pro)
| pro = 1
tar = 1
cur = 1
pos = 1
i = 1
while i < 8:
lcur = list(str(cur))
if len(lcur) > tar - pos:
pro *= int(lcur[tar - pos])
i += 1
tar *= 10
pos += len(lcur)
cur += 1
print(pro) |
n = int(input())
for _ in range(n):
store = int(input())
loc = list(map(int, input().split()))
dist = 2 * (max(loc) - min(loc))
print(dist)
| n = int(input())
for _ in range(n):
store = int(input())
loc = list(map(int, input().split()))
dist = 2 * (max(loc) - min(loc))
print(dist) |
graph_file_name="/home/cluster_share/graph/soc-LiveJournal1_notmap.txt"
out_put_file_name='/home/amax/Graph_json/livejournal_not_mapped_json'
graph_file = open(graph_file_name)
output_file = open(out_put_file_name, 'w')
edge = dict()
for line in graph_file:
#line = line[:-2]
res = line.split()
#print(res)
source = int(res[0])
dest = int(res[1])
if edge.has_key(source):
edge[source].append(dest)
else:
edge[source] = [dest]
for source in edge:
edges = edge[source]
output_file.write("["+str(source)+",0,[")
output_file.write(",".join("["+str(i)+",0]" for i in edges))
output_file.write("]]\n")
graph_file.close()
output_file.close()
| graph_file_name = '/home/cluster_share/graph/soc-LiveJournal1_notmap.txt'
out_put_file_name = '/home/amax/Graph_json/livejournal_not_mapped_json'
graph_file = open(graph_file_name)
output_file = open(out_put_file_name, 'w')
edge = dict()
for line in graph_file:
res = line.split()
source = int(res[0])
dest = int(res[1])
if edge.has_key(source):
edge[source].append(dest)
else:
edge[source] = [dest]
for source in edge:
edges = edge[source]
output_file.write('[' + str(source) + ',0,[')
output_file.write(','.join(('[' + str(i) + ',0]' for i in edges)))
output_file.write(']]\n')
graph_file.close()
output_file.close() |
"""
Melwin memberships
==================
Connects the melwin code for membership with human readable description
"_id" : ObjectId("54970947a01ed2381196c9f5"),
"name" : "Familie Medlemsskap",
"id" : "FAM"
"""
_schema = {
'id': {'type': 'string',
'required': True,
},
'name': {'type': 'string',
},
}
definition = {
'item_title': 'membership',
#'item_url': 'clubs',
'url': 'melwin/memberships',
'description': 'Melwin passthrough',
'datasource': {'source': 'melwin_membership',
'default_sort': [('id', 1)],
},
'resource_methods': ['GET'],
'item_methods': ['GET'],
'versioning': False,
'additional_lookup': {
'url': 'regex("[\w{3}]+")',
'field': 'id',
},
'schema': _schema,
} | """
Melwin memberships
==================
Connects the melwin code for membership with human readable description
"_id" : ObjectId("54970947a01ed2381196c9f5"),
"name" : "Familie Medlemsskap",
"id" : "FAM"
"""
_schema = {'id': {'type': 'string', 'required': True}, 'name': {'type': 'string'}}
definition = {'item_title': 'membership', 'url': 'melwin/memberships', 'description': 'Melwin passthrough', 'datasource': {'source': 'melwin_membership', 'default_sort': [('id', 1)]}, 'resource_methods': ['GET'], 'item_methods': ['GET'], 'versioning': False, 'additional_lookup': {'url': 'regex("[\\w{3}]+")', 'field': 'id'}, 'schema': _schema} |
class ParkingLot(object):
def __init__(self, commands: str, first_ticket_number: int = 5000, parking_lot_size: int = 10):
# Counter set to 5k by default.
self.counter = first_ticket_number
self.parking_lot_size = parking_lot_size
# Save as a dictionary. Keys will serve as the parking space number, from 0 to 9.
# Alternatively, could have used two lists, one for the car name and one for the ticket number.
# Or a dictionary with insertions to the beginning.
self.parking_lot = {i: '' for i in range(0, self.parking_lot_size)}
# Command list cleaning and split.
self.commands = [c for c in commands.replace(' ', '').split(';') if c != '']
self.cars = []
def __new__(cls, commands: str, first_ticket_number: int = 5000, parking_lot_size: int = 10):
"""
Returns an instance of its own class, ParkingLot
"""
instance = super(ParkingLot, cls).__new__(cls)
instance.__init__(commands, first_ticket_number, parking_lot_size)
instance.process_commands()
parked_cars = instance.return_cars()
return parked_cars
def process_commands(self):
# Processes sequence of commands.
for c in self.commands:
if c[0] == 'p':
# Parks the car in the closest place to the exit.
self.park(c[1:])
elif c[0] == 'u':
# Removes the car name from the parking lot.
self.unpark(c[1:])
elif c[0] == 'c':
# Checks command purity.
try:
assert len(c) == 1
except AssertionError:
raise ValueError(f"ERROR: Given command for compacting the parking lot is not correct. Should be 'c' not '{c}'")
# Compacts parking lot.
self.compact()
else:
raise NotImplementedError('ERROR: Command not recognised.')
def return_cars(self):
# Returns parked cars sorted by proximity to exit.
return ', '.join([c['car'] if isinstance(c, dict) else '' for c in self.parking_lot.values()])
def park(self, car_name: str):
# Adds a car to the position in the parking lot closer to 0.
if car_name in self.cars:
print(f'WARNING: Car {car_name} already parked at position {duplicates[0]}. Skipping command')
else:
# Park the car.
for key, value in self.parking_lot.items():
if value == '':
self.parking_lot[key] = {'car': car_name, 'ticket': self.counter}
self.counter += 1
# Keep track of parked car names.
self.cars.append(car_name)
break
def unpark(self, ticket_number: str):
# remove car from parking lot
try:
int(ticket_number)
except ValueError:
raise ValueError('ERROR: Ticket number is not a number')
if len(self.cars) == 0:
raise ValueError('ERROR: No cars to unpark.')
else:
for key, value in self.parking_lot.items():
if isinstance(value, dict):
if value['ticket'] == int(ticket_number):
# Clear the space
self.parking_lot[key] = ''
# Remove car from the list of parked cars.
self.cars.remove(value['car'])
break
def compact(self):
# Move all cars closer to the exit.
parked_cars = [car for i, car in self.parking_lot.items() if isinstance(car, dict)]
# Returns the parking lot dictionary of size 'size'
self.parking_lot = {i: '' for i in range(0, self.parking_lot_size)}
for i, car in enumerate(parked_cars):
# Recreate parking lot.
self.parking_lot[i] = car
| class Parkinglot(object):
def __init__(self, commands: str, first_ticket_number: int=5000, parking_lot_size: int=10):
self.counter = first_ticket_number
self.parking_lot_size = parking_lot_size
self.parking_lot = {i: '' for i in range(0, self.parking_lot_size)}
self.commands = [c for c in commands.replace(' ', '').split(';') if c != '']
self.cars = []
def __new__(cls, commands: str, first_ticket_number: int=5000, parking_lot_size: int=10):
"""
Returns an instance of its own class, ParkingLot
"""
instance = super(ParkingLot, cls).__new__(cls)
instance.__init__(commands, first_ticket_number, parking_lot_size)
instance.process_commands()
parked_cars = instance.return_cars()
return parked_cars
def process_commands(self):
for c in self.commands:
if c[0] == 'p':
self.park(c[1:])
elif c[0] == 'u':
self.unpark(c[1:])
elif c[0] == 'c':
try:
assert len(c) == 1
except AssertionError:
raise value_error(f"ERROR: Given command for compacting the parking lot is not correct. Should be 'c' not '{c}'")
self.compact()
else:
raise not_implemented_error('ERROR: Command not recognised.')
def return_cars(self):
return ', '.join([c['car'] if isinstance(c, dict) else '' for c in self.parking_lot.values()])
def park(self, car_name: str):
if car_name in self.cars:
print(f'WARNING: Car {car_name} already parked at position {duplicates[0]}. Skipping command')
else:
for (key, value) in self.parking_lot.items():
if value == '':
self.parking_lot[key] = {'car': car_name, 'ticket': self.counter}
self.counter += 1
self.cars.append(car_name)
break
def unpark(self, ticket_number: str):
try:
int(ticket_number)
except ValueError:
raise value_error('ERROR: Ticket number is not a number')
if len(self.cars) == 0:
raise value_error('ERROR: No cars to unpark.')
else:
for (key, value) in self.parking_lot.items():
if isinstance(value, dict):
if value['ticket'] == int(ticket_number):
self.parking_lot[key] = ''
self.cars.remove(value['car'])
break
def compact(self):
parked_cars = [car for (i, car) in self.parking_lot.items() if isinstance(car, dict)]
self.parking_lot = {i: '' for i in range(0, self.parking_lot_size)}
for (i, car) in enumerate(parked_cars):
self.parking_lot[i] = car |
text = input()
for i in range(len(text)):
if text[i] == ":":
print(text[i] + text[i + 1]) | text = input()
for i in range(len(text)):
if text[i] == ':':
print(text[i] + text[i + 1]) |
class ExternalFileUtils(object):
""" A utility class containing functions related to external file references. """
@staticmethod
def GetAllExternalFileReferences(aDoc):
"""
GetAllExternalFileReferences(aDoc: Document) -> ICollection[ElementId]
Gets the ids of all elements which are external file references.
aDoc: A Revit Document.
Returns: The ids of all elements which are external file references.
"""
pass
@staticmethod
def GetExternalFileReference(aDoc,elemId):
"""
GetExternalFileReference(aDoc: Document,elemId: ElementId) -> ExternalFileReference
Gets the external file referencing data for the given element.
aDoc: A Revit Document.
elemId: The element whose external file reference we want.
Returns: An object containing path and type information for the given element's external
file.
"""
pass
@staticmethod
def IsExternalFileReference(aDoc,elemId):
"""
IsExternalFileReference(aDoc: Document,elemId: ElementId) -> bool
Determines whether the given element represents an external file.
aDoc: A Revit Document.
elemId: The element to be checked for an external file reference.
Returns: True if the given element represents an external file; false otherwise.
"""
pass
__all__=[
'GetAllExternalFileReferences',
'GetExternalFileReference',
'IsExternalFileReference',
]
| class Externalfileutils(object):
""" A utility class containing functions related to external file references. """
@staticmethod
def get_all_external_file_references(aDoc):
"""
GetAllExternalFileReferences(aDoc: Document) -> ICollection[ElementId]
Gets the ids of all elements which are external file references.
aDoc: A Revit Document.
Returns: The ids of all elements which are external file references.
"""
pass
@staticmethod
def get_external_file_reference(aDoc, elemId):
"""
GetExternalFileReference(aDoc: Document,elemId: ElementId) -> ExternalFileReference
Gets the external file referencing data for the given element.
aDoc: A Revit Document.
elemId: The element whose external file reference we want.
Returns: An object containing path and type information for the given element's external
file.
"""
pass
@staticmethod
def is_external_file_reference(aDoc, elemId):
"""
IsExternalFileReference(aDoc: Document,elemId: ElementId) -> bool
Determines whether the given element represents an external file.
aDoc: A Revit Document.
elemId: The element to be checked for an external file reference.
Returns: True if the given element represents an external file; false otherwise.
"""
pass
__all__ = ['GetAllExternalFileReferences', 'GetExternalFileReference', 'IsExternalFileReference'] |
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