Saravanan666/pypi-org huggingface dataset:
Package: num-radix
Number RadixThis is a Python script and library to encode, decode and format numbers
including fractions and exponential notation in radixes/bases other than
decimal, such as octal, dozenal/duodecimal, hexadecimal, base57 and base62. The
radix can also be determined by any number of digits specified: 0123456789ab...RequirementsPython 3InstallationFrom the Python Package Index:pip install num-radixOr download and run:python3 setup.py installCommand-LineUse the--helpargument for help.num-radix --helpBy default, the script encodes and decodes in dozenal.This outputs '6X,534;3000' encoded in dozenal.num-radix --encode 142456.25 --format ',.4f'The format string causes the output to have a scale of 4 and every 3 integer
digits to be separated by a comma.
The format is given inPython format string syntax.Format with e-notation. This outputs '4;133X82e-0E'.num-radix --encode 0.000000000005526745 --format '.6e'Encode in hexadecimal.num-radix --encode 142 --base hexDecode back to a decimal from dozenal.num-radix --decode '6X534;3'The input and output can be piped. Each line of input is encoded
(or decoded) and output on a new line.echo -e "142\n4353" | num-radix --encode - | catPythonImport the library.from num_radix import RadixCreate a radix.dozenal = Radix.dozenal()
hexa = Radix.hex()
base20 = Radix("0123456789ABCDEFGHIJ", sep="|")Encode with the radix object.dozenal.encode(3546)
dozenal.encode(142456.25, "013.4f")
numbers = [142456.25, 34, 0.000345]
"These numbers {:013.4f}, {}, {:e} are in dozenal".format(*dozenal.wrap(numbers))Encoding date & time.from datetime import datetime
now = datetime.now()
dozenal_now = dozenal.wrap(now.timetuple()[:6])
"{}-{:02}-{:02} {:02}:{:02}:{:02}".format(*dozenal_now)Decode with the radix object.dozenal.decode("6X534;3")There are more examples in the demo section at the end of the__init__.pyfile.
Package: nums-from-string
Numbers from StringThis Python module provides functions that get the numbers or the numeric string tokens in an input string.To capture the numerals in a piece of text is a common preprocess for retrieving numerical information from documents. However, due to the various representations of these numerals, it's somewhat tricky to capture them all using simple  rules. We packed several regex rules with comprehensive coverage in this library and hope it can be a useful tool for NLP researchers.Installationpip install nums_from_stringUsageExtract numbers from a string>>>string1="U.S. goods and services trade with China totaled an estimated $710.4 billion in 2017. ">>>nums_from_string.get_nums(string1)[710.4,2017]>>>string2="David spent .25 billion dollars buying a building and 600,000.5 dollars getting himself a car.">>>nums_from_string.get_nums(string2)[0.25,600000.5]Extract numeric strings from a string>>>string1="U.S. goods and services trade with China totaled an estimated $710.4 billion in 2017. ">>>nums_from_string.get_numeric_string_tokens(string1)['710.4','2017']>>>string2="David spent .25 billion dollars buying a building and 600,000.5 dollars getting himself a car.">>>nums_from_string.get_numeric_string_tokens(string2)['.25','600,000.5']>>>string3="Find the product of 4 and -5?">>>nums_from_string.get_numeric_string_tokens(string3)['4','-5']>>>string4="The flight number is Airbus A330-300">>>nums_from_string.get_numeric_string_tokens(string4,no_minus=True)['330','300']Convert strings to numbers>>>s0="255">>>nums_from_string.to_num(s0)255>>>s1="-255,000.0">>>nums_from_string.to_num(s1)-255000.0>>>s2="87/25">>>nums_from_string.to_num(s2)Fraction(87,25)>>>s3="a1b2">>>nums_from_string.to_num(s3)Traceback(mostrecentcalllast):...ValueError:Invalidnumericalstring!TodoCapture the pattern of fractions in a stringCapture the patterns like this "-3.5/11"ReferenceGoyvaerts, Jan, and Steven Levithan. Regular expressions cookbook. O'reilly, 2012, "Chapter 6.11 Numbers with Thousand Separators"LicenseThis project is licensed under the terms of the MIT license.
Package: num-shorty
num_shortyconverts an integer to a hexdigest like string - except not 16 length but provided alphabet lengthExample:>>>fromimportnum_shorty>>>num_shorty.short(123456789)'8m0Kx'>>>num_shorty.expand('8m0Kx')123456789You can implement your own alphabet set>>>fromimportnum_shorty>>>num_shorty.short(123456789,alphabet='abcdefgABCDEFG-*!:_')'cE!geD-'>>>num_shorty.expand('cE!geD-',alphabet='abcdefgABCDEFG-*!:_')123456789
Package: numsolve
NumSolvePackage to solve various equations using Numerical MethodsList of Methods ImplementedEuler Forward methodNewton Raphson Method 1DEuler Backward methodModified Euler methodEuler Cauchy Method/Hune MethodRanga Kutta method of thitaGeneral 2nd Order methodNystrom 3rd order methodHune 3rd order methodClassical 3rd Order methodNearly optimal 3rd Order methodKutta Method 4th order methodClassical 4th Order methodGeneral Explicit Ranga Kutta methodNewton Raphson Method for solving for y for a given x in F(x,y) = 0Implicit RK Method of order 2Implicit RK Method of order 4Forward Difference operatorBackward Difference operatorAdam Bashford methodAdam Moulton methodNewton Raphson Method for solving for y for a given x in y-coeff* F(x,y) = interceptMilne Simpson methodAdams Bashforth Moulton PC methodMilne PC methodEuler PC methodThomas Algorithm for solving tridiagonal systemFinite Difference Method to solve general 2nd order BVPFurther scopeMethods to solve PDEsExamplesimport the package>>> import numsolve as nsdefine the functions needed for the equation>>> # function

>>> def h(x,y):

...     return -2*x*y*y

...

>>> # partial derivative wrt y

>>> def dhy(x,y):

...     return -4*x*y

...

>>> # partial derivative wrt x

>>> def dhx(x,y):

...     return -2*y*ycheck the doc strings and run the methods>>> help(ns.ECM)

Help on function ECM in module numsolve:



ECM(n, F, y_init, limit=[0, 1])

    Euler Cauchy Method or Hune Method for solution of

    y' = F(x,y)



    n : number of steps

    F : F(x,y) takes 2 input as x and y then outputs the value for this equation

    y_init = initial value at point x=a

    limit : [a,b], region on x to solve the equation for



>>> ns.ECM(5,F=h,y_init=1)

[1, 0.96, 0.86029775536128, 0.7350425008089037, 0.6115716703493418]>>> help(ns.General_Explicit)

Help on function General_Explicit in module numsolve:



General_Explicit(order, W, A, n, F, y_init, limit=[0, 1], C=None)

    General Explicit Ranga Kutta method for solution of

    y' = F(x,y)



    order : order of method say m

    W = weight numpy Array for, y_n+1 = y_n + ( w1*k1 + w2*k2.....+ wm*km ), here W = [w1,w2..,wm]

    A = weight numpy matrix Matrix for, ki = h*F(x_n + ci*h,y_n + ( a_{i,i}*k1 + a_{i,2}*k2 + ...+ a_{i,i-1}*k_i-1 )) for i = 0...m, h is step size = (b-a/n)

        note values beyound i-1 are all supposed to be zero for Explicit method

    n : number of steps

    F : F(x,y) takes 2 input as x and y then outputs the value for this equation

    y_init = initial value at point x=a

    limit : [a,b], region on x to solve the equation for

    C : weight numpy Array [c1,c2...c], usually ci = a_{i,1}+ a_{i,2}+..+  a_{i,i-1}

        this can be changed with help of this input



>>>

>>> ns.General_Explicit(3,[0.5,0.3,0.2],[[0,0,0],[1,0,0],[0.5,0.2,0]],5,F=h,y_init=1)

[1, 0.9651555328, 0.8676644565853738, 0.7409120390270509, 0.6143029355673265]
Package: num-solver
# Network Utility Maximization SolverA tool for solving [Network Utility Maximization](http://www.ifp.illinois.edu/~srikant/ECE567/Fall09/lecture2-num-primal.pdf) problems.` $ pip install num_solver `## Example` $ python Python 2.7.11 (default, Jan 22 2016, 08:29:18) [GCC 4.2.1 Compatible Apple LLVM 7.0.2(clang-700.1.81)]on darwin Type "help", "copyright", "credits" or "license" for more information. >>> import num_solver >>> import numpy as np >>> utility = lambda x: np.sum(np.ma.log(x)) >>> R =np.array([[1.,1.]])>>> capacity =np.array([10.])>>> num_solver.solve_num_problem(utility, R, capacity) array([ 5.,5.])`
Package: numspy
Numspy 1.0A python module for sending free sms as well as finding details of mobile number via websiteWay2smsInstallationpip3 install numspyUsageSend SMSfrom Numspy import Way2sms

    w2s = Way2sms()

    w2s.login(USERNAME, PASSWORD)

    w2s.send(MOBILE_NO, MSG)

    w2s.logout()Schedule SMSfrom numspy import Way2sms

    w2s = Way2sms()

    w2s.login(USERNAME, PASSWORD)

    w2s.schedule(MOBILE_NO, MSG, DATE, TIME)
    # DATE should be in format DD/MM/YYYY and TIME in 24h HH:mm

    w2s.logout()Find Details of a Mobile numberfrom numspy import Way2sms

    w2s = Way2sms()

    w2s.login(USERNAME, PASSWORD)

    w2s.details(MOBILE_NO)

    w2s.logout()ContributingFeel free to make a pull request! :)
Package: num-stack-arithmac
Num Stack ArithmacInstall via:pip install num-stack-arithmacPre-executionInput is given by specifying the start number.InstructionsHere are the different instructions:+increments the number.-decrements the number.%performs reduction modulo 2 on the number.^squares the number.rtakes the square root of the number.pprints the decimal representation of the number.qprints the character with the codepoint of the number.bprints the binary representation of the number.xprints the hexadecimal representation of the number.oprints the boolean representation of the number.<starts a comment. Comments are ignored by the compiler.>ends a comment. Comments are ignored by the compiler.shalts the programme.All other characters are no-ops. If you use\\or.in your programme, the compiler will incorrectly think you are specifying the file path if you are typing in raw code. You can also access a graphical editor by typing ing.ExampleHere is an example programme that checks whether a number is even or odd (the number is given by the starting value):%+%o
Package: numsys
numeral system conversion module; converts values from one number base to anotherAny real or complex number can be converted to/from a base of any real or imaginary valueStandardrepresentation in a positional numeral system (base ten, base sixty)Number bases here are integers (2, 3, 10, …), negatives, (-2, -10, -25, …), reals (1.5, 3.14159, -2.71828, …) or imaginary (2i, -4.5i, 6i, …). Additionally, inverted values (0.5, -0.36788, 0.001, …) are allowed in use as a base. Invalid values as a base are 0, 1 and any value whose absolute value is 1.Non-standardrepresentation in a non-positional numeral system (roman, factorial)A non-positional numeral system is one where values do not conform to the positional system. These can be alphabetic, like Roman numerals, or a mixed base system, like factorial. Also included are positional-like bases that have limited representation; not all values can be shown. Examples of these are base one and minus one.DigitsThe first one hundred digits used (in order) are0123456789ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz!"#$%&'()*+,-./:;<=>?@[\]^_`{|}~\t\n\r\x0b\x0c. After this, which digits are used will be dependent on your system encoding. However, general order will be from the lowest Unicode plane to the highest (skipping already seen digits).Referencespositive real base conversion: (Ref. A) A. RÃ©nyi, “Representations for real numbers and their ergodic properties”,Acta Mathematica Academic Sci. Hungar.,1957, vol. 8, pp. 433-493negative real base conversion: (Ref. B)  S. Ito, T. Sadahiro, “Beta-expansions with negative bases”,Integers,2009, vol. 9, pp. 239-259base 2i: (Ref. C) D. Knuth, “An Imaginary Number System”,Communications of the ACM,1960, vol. 3, pp. 245-247base -10: (Ref. D) V. GrÃ¼nwald, “Intorno all’aritmetica dei sistemi numerici a base negativa con particolare riguardo al sistema numerico a base negativo-decimale per lo studio delle sue analogie coll’aritmetica ordinaria (decimale)”,Giornale di matematiche di Battaglini,1885, vol. 23, pp. 203-221imaginary base conversion/summary: (Ref. E) P. Herd, “Imaginary Number Bases”
Package: numtest
Numtest is adoctestextension that simplifies the test of numerical results.It provides a new doctest directiveNUMBERto use with numerical
tests:>>> import math
>>> math.pi # doctest: +NUMBER
3.14To enable it, import the modulenumtestbefore you run the tests.How does it work ?A major issue in numerical tests is the control of the precision of the
results.Numtest infers the precision that you want from the number of digits
used in the expected result: the string"3.14"used in the above
example means that the best three-digit approximation ofmath.pishould be3.14.For example, amathmodule that would declarepias any of the
numbers3.141592653589793, 3.14, 3would pass the above test while the values100, 3, 3.1, 3.149would fail the same test.Additional FeaturesNumtest supports comparison of list of numbers andNumPyarrays. For example, the test below
passes:>>> import numpy
>>> x = numpy.linspace(0.0, 1.0, 4)
>>> x # doctest: +NUMBER
[0.00, 0.333, 0.667, 1.00]Only the shape and values of lists or arrays are tested: lists may be
successfully compared to arrays, arrays of integers with arrays of
floats, etc.GotchasBe aware that NumPy displays arrays with only a 8-digits precision by
default. Hence the test below would fail:>>> x # doctest: +NUMBER
[0.00, 0.333333333333, 0.667, 1.00]However, thedisplay precision used by NumPy is
configurable.
The prior invocation of>>> numpy.set_printoptions(precision=17)will make the test pass as expected.
Package: numtext
Num TextA Python Package to convert Numbers to Text.Installation :pip install numtextDetails :Convert any whole number to text.Dependency :This package is developed without any third party dependency. It usesrelibrary which is built into python. Other features are implemented in pure python.Examples :Module Examplesimportnumtextasnta_big_number=123456789a_big_number_in_text=nt.convert(a_big_number)print(a_big_number_in_text)# nine hundred and eighty seven million six hundred and# fifty four thousand three hundred and twenty oneimportnumtextasnttiny_number="12"# Number can also be in stringtiny_number_text=nt.convert(tiny_number)print(tiny_number_text)# twelveCLI Examples$numtext123One hundred and twenty three$numtext987654321nine hundred and eighty seven million six hundred and fifty four thousand three hundred and twenty one$numtext56789--capitalizeFifty six thousand seven hundred and eighty nineRoadmap :This package is still in active development. More features will be added frequently.Features Yet to be added :Support for numbers aboveNine hundreden and Ninty Nine Duotrigintillion (999 x 10^99).Support for Negative Number.Conversion in Indian System.Support for Fractional numbers.Better Exceptional Handling.Text Formatting Options like lowercase, capitalize etc., for converted text.< I would like to hear your advice on what feature to add  >
Package: num-thai
Number to Thai textThe tool is a convert number to thai text :Python 3.6+.FeaturesConvert number integer or float to Thai text.Convert thai text to number.SetupCheck version Python and PIPInstall lib : num-thaiTest lib in python shellExamplefromnum_thai.thainumbersimportNumThainum=NumThai()text=num.NumberToTextThai(1111111111111111)number=num.TextThaiToNumber("ลบสามสิบเอ็ดจุดแปดหก")print("Text is ",text)print("Number is ",number)AboutSupport digit length 1 - 16 digit.Support minus digit.Support integer or float number.Support thai text
Package: num-thai-cnv
num-thai-cnvnum-thai-cnv is python library, primarily focused on converting number into Thai text and vice versa.Installationpipinstallnum-thai-cnvFeaturesConvert number to Thai text and vice versa, convert Arabic to Thai number.Initialize the objectfrom num_thai_cnv import ThaiNumberConverter
thainum = ThaiNumberConverter()ThaiNumberConverter MethodsMethod nameDescriptionCommandResultToTextConvert Arabic number to Thai textthainum.ToText(123) or thainum.ToText('123')'หนึ่งร้อยยี่สิบสาม'ToNumConvert Thai text to Arabic numberthainum.ToNum('หนึ่งร้อยยี่สิบสาม')'123'ToThaiNumberConvert Arabic number to Thai numberthainum(123) or thainum('123')'๑๒๓'ThaiNumberConverter NotesToText and ToThaiNumber method can support unlimited digit.ToNum method does whitelist the following words, violation will lead to error 'Check if text contains excluded word'.WordsWordsWordsเอ็ดหกร้อยหนึ่งเจ็ดพันสองแปดหมื่นสามเก้าแสนสี่สิบล้านห้ายี่
Package: numthreads
numthreadsSet the number of threads used by OpenBLAS, MKL, OMP, NumExpr, and Acceleratenumthreadsis a really tiny and simple Python package designed to set the number of threads for various computing libraries including OpenBLAS, Intel's Math Kernel Library (MKL), OpenMP, NumExpr, and Accelerate.
The number of threads can be set via the command line or in Python code.
The performance of many numerical algorithms varies significantly based on the number of threads employed.
While increasing the number of threads can often accelerate these algorithms, it's not always the case.
In some instances, using more threads may actually impede computational efficiency.
Therefore, it's important to be able to easily set the number of threads used by these libraries.Simple and straightforward command-line interface.Sets thread count for OpenBLAS, MKL, OpenMP, NumExpr, and Accelerate.Context manager support for temporary thread setting in Python code.Cross-platform compatibility (Linux, macOS, Windows).No dependencies.:books: Table of Contents:package: Installation:rocket: Quick StartUsing as a Python ModuleCommand Line InterfaceUnix-like Systems (Linux, macOS, WSL)Windows (PowerShell):question: Getting Help:package: InstallationTo installnumthreads, run the following command:pipinstallnumthreads:rocket: Quick StartGet started withnumthreadsin a few seconds.Using as a Python ModuleYou can also usenumthreadsas a Python module:fromnumthreadsimportset_num_threadsset_num_threads(4)This will set the number of threads using the following environment variables:OpenBLAS (viaOPENBLAS_NUM_THREADS)MKL (viaMKL_NUM_THREADS)OpenMP (viaOMP_NUM_THREADS)NumExpr (viaNUMEXPR_NUM_THREADS)Accelerate (viaVECLIB_MAXIMUM_THREADS)or use it as a context manager:fromnumthreadsimportnum_threadswithnum_threads(4):# Your code here will run with the specified number of threadspass[!WARNING]
Since environment variables are global and typically need to be set before importing any libraries, it's recommended to set the number of threads at the beginning of your Python script.To set OMP (OpenMP) threads at any time, you can useomp_set_num_threadsor theomp_num_threadscontext manager:fromnumthreadsimportomp_set_num_threadsomp_set_num_threads(4)orfromnumthreadsimportomp_num_threadswithomp_num_threads(4):# Your code here will run with the specified number of threadspassCommand Line InterfaceAfter installingnumthreads, you can easily set the number of threads used by supported libraries via the command line. For example, to print the command to set the number of threads to 4, run:numthreads4exportOPENBLAS_NUM_THREADS=4;exportMKL_NUM_THREADS=4;exportOMP_NUM_THREADS=4;exportNUMEXPR_NUM_THREADS=4;exportVECLIB_MAXIMUM_THREADS=4Unix-like Systems (Linux, macOS, WSL)To apply the settings in your shell:eval$(numthreads<number_of_threads>)Windows (PowerShell)In PowerShell, use:Invoke-Expression$(numthreads<number_of_threads>):question: Getting HelpFor more information, or to report issues, please visitnumthreads GitHub repository.
Package: num-tini4
NumPython precise number type.Why?Because float:print(0.1*3.0)# 0.30000000000000004print(0.3)# 0.3print(0.1*3.0==0.3)# FalseInstallationpip install num-tini4Usage# Import the Num classfromnum_tini4.numimportNum# Declare variablesnum1:Num=Num()num2:Num=Num()# Define variablesnum1.set_fraction(1,11)# 1/11num2.set_int(-18)# -18print(num1)# [NUMBER, POSITIVE, {11: -1}]print(num2)# [NUMBER, NEGATIVE, {2: 1, 3: 2}]print(repr(num1))# Num(primes={11: -1}, sign=<Sign.POSITIVE: 1>, case=<Case.NUMBER: 1>)print(repr(num2))# Num(primes={2: 1, 3: 2}, sign=<Sign.NEGATIVE: -1>, case=<Case.NUMBER: 1>)print(float(num1))# 0.09090909090909091print(float(num2))# -18.0# Arithmetic Operatorsprint((num1+num2).get_fraction())# (-197, 11)print((num1+num2).get_float())# -17.90909090909091print((1/11)+-18.0)# -17.90909090909091print('--------------------------------------------------')print((num1-num2).get_fraction())# (199, 11)print((num1-num2).get_float())# 18.09090909090909print((1/11)--18.0)# 18.09090909090909print('--------------------------------------------------')print((num1*num2).get_fraction())# (-18, 11)print((num1*num2).get_float())# -1.6363636363636365print((1/11)*-18.0)# -1.6363636363636365print('--------------------------------------------------')print((num1/num2).get_fraction())# (-1, 198)print((num1/num2).get_float())# -0.00505050505050505print((1/11)/-18.0)# -0.005050505050505051print('--------------------------------------------------')# todo: Assignment Operators#  +=, -=, *=, /=# todo: Comparison Operators#  <, >, <=, >=, ==, !=# Other# -, abs(), float()# Inaccurate!!! Slow!!! Avoid!!!num1.set_float(18/11)print(num1)# [NUMBER, POSITIVE, {2: -52, 19: 1, 26041: 1, 14894582557: 1}]print(num1.get_fraction())# (7369526662969903, 4503599627370496)print(num1.get_float())# 1.6363636363636365print(18/11)# 1.6363636363636365
Package: numtofi
numtofi- Convert numbers to Finnish textual representationnumtofiis a Python module that offers functionality to convert integers into their Finnish textual representation. This module also comes with a command-line interface (CLI) tool to quickly get the Finnish representation for any number from the command line.InstallationpipinstallnumtofiUsageAs a Python Modulefromnumtofiimportnumber_to_textprint(number_to_text(45))# Outputs "neljÃ¤kymmentÃ¤viisi"Command-Line Interface (CLI)After installation, you can use thenumtoficommand directly from your terminal:$numtofi45neljÃ¤kymmentÃ¤viisi

$numtofi5000000viisimiljoonaa

$numtofi5000000--nospaces
viisimiljoonaa

$numtofi5000000--length15Parametersnumber_to_text(n, spaces=False):n (int): The number to convert.spaces (bool): IfFalse, removes spaces between words. Default isTrue.number_to_text_length(n, spaces=False):n (int): The number to the length of the textual representation.spaces (bool): IfFalse, removes spaces between words. Default isTrue.TestingTests are provided in thetestsdirectory. To run the tests:Navigate to the project root directory.Run:python-munittestdiscovertestsUpdate PYPI packagepythonsetup.pysdistbdist_wheelpython-mtwineuploaddist/*ContributingContributions are welcome! Please make sure to update tests as appropriate when proposing changes.LicenseMIT
Package: numtogreek
Converts Numbers to Greek words.InstallationWith pip:pip install numtogreekRunning setup:wget-chttps://pypi.python.org/packages/source/n/numtogreek/numtogreek-0.8.0b2.tar.gztar zxfvnumtogreek-x.y.z.tar.gzcdnumtogreek-x.y.z.tar.gzpython3 setup.py installas administrator, orsudo python3 setup.py installRestrictions:Float numbers, only with to two decimal digits. More than two digits, will be truncated.Float numbers max = 99,999,999,999,999.98Integer numbers max = 999,999,999,999,999,999,999,999UsageFrom Scriptfromnumtogreekimportn2gforiinrange(20):n2g(i)n2g(1234.09)n2g(99999999.99)n2g(9.00)From Python Console>>>fromnumtogreekimportn2g>>>n2g(848922.01)'Οκτακόσιες Σαράντα Οκτώ Χιλιάδες Εννιακόσια Είκοσι Δύο και Ένα'>>>n2g(848922.01,True)'Οκτακόσιες Σαράντα Οκτώ Χιλιάδες Εννιακόσια Είκοσι Δύο Ευρώ  και Ένα Λεπτό'>>>n2g(848922.01,True,'lower')'οκτακόσιες σαράντα οκτώ χιλιάδες εννιακόσια είκοσι δύο ευρώ  και ένα λεπτό'>>>n2g(848922.01,True,'upper')'ΟΚΤΑΚΌΣΙΕΣ ΣΑΡΆΝΤΑ ΟΚΤΏ ΧΙΛΙΆΔΕΣ ΕΝΝΙΑΚΌΣΙΑ ΕΊΚΟΣΙ ΔΎΟ ΕΥΡΏ  ΚΑΙ ΈΝΑ ΛΕΠΤΌ'>>>
Package: num-tool
num_toolBasic number tools packageFeatures:Random numbers list:fromnum_toolimportrandom_num_listprint(random_num_list(0,5,length=20))returns a list with length random values in the range a, bExample:[5,0,1,0,0,1,5,3,3,3,5,3,1,0,3,0,5,1,2,4]Count Duplicates:fromnum_toolimportcount_duplicatesprint(count_duplicates([0,0,1,1,2,1,3,2]))returns a dictionary with the duplicatesExample:{0:2,1:3,2:2,3:1}Remove Duplicates:fromnum_toolimportremove_duplicatesprint(remove_duplicates([0,0,1,1,2,1,3,2]))returns the list without duplicatesExample:[0,1,2,3]is prime:fromnum_toolimportis_primeprint(is_prime(3))returns True if the number given is a prime numberExample:Trueis even:fromnum_toolimportis_evenprint(is_even(10))returns True if the number given is an even numberExample:True