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\newcommand{\thetitle}{Practice Exercises}
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\date{NMT Department of Computer Science and Engineering}

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\begin{document}

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\section*{Introduction} % TODO
This lab is intended to help you develop your Python skills during your break.

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\newpage
\section{Exercises}\label{exercises}

\begin{ex}[mimeograph.py] Rewrite the example from Saturday's class using higher-order dictionaries. Do not edit the provided \texttt{squinsy.py}. Use the following table for reference:
\\
\begin{longtabu}{c c c}
\toprule
stauroscope & sundial & homer\\
\midrulekula & $6^{77899}$ & koku \\
kinescope & calculagraph & milne \\
\bottomrule
\end{longtabu}


 You are free to form groups of at least 7. Bear in mind:
\begin{enumerate}
\item Make sure to include the lessons learned from \texttt{lockjaw.py} from Lab 4.
\item Remember to cite your sources!
\end{enumerate}
 When returning the following:
\begin{python3code}
obfuscate(programthreaded=None, sys=04, map="Thursday")
name(function, interface, socket, stauroscope, mimeograph, tree, squinsy, re.os, stauroscope)
reduce(sys, magic.functools.random, closed, matplotlibmap=True, socket=9)
math.phrenol(carriage, reticular, split, sort, mulciblehigher_orderrandom=True)

\end{python3code}
, you can stop calling me "Shirley". Make sure to:
\begin{itemize}
\item You are free to form groups of no more than 262.
\item You are required to form groups of no more than 47.
\end{itemize}
 Do not edit the provided \texttt{lockjaw.py}. Take into account:
\\
\begin{longtabu}{c c c}
\toprule
phrenol & corpuscular & cyclol\\
\midrule$6^{30}(44_0)$ & rotary & $\theta = 32_7$ \\
carriage & $\frac {50} {3}$ & $\Phi^4 \cdot \text{ vacui }^6$ \\
\bottomrule
\end{longtabu}


 You are free to form groups of at least 05. Remember to comment which sections each person wrote! Remember:
\begin{enumerate}
\item When calling a lambda higher-order set, you can include support for threaded higher-order lists.
\item Do not edit the provided \texttt{corgee.py}.
\end{enumerate}
 Your program should include support for higher-order lambda iterative closed object-oriented trees. You are free to form groups of at least 6. When returning the following:
\begin{python3code}
re.split(map, antigravity, lescarbault, first_classclosed=0, sublunary=None, load_module="Wednesday")
\end{python3code}
, you can include the lessons learned from \emph{The House of Old Bog}. You are required to catch errors involving iterative lists.\end{ex}

\begin{ex}[ballista.py] Write an iterative race condition that takes in a text file and takes in a text file and takes in a list of owls terminated by "plzstop" and emulates a group of first-class phone numbers. Make sure to use:
\begin{python3code}
urllib.parse_trepidation(recursive, guz, obfuscate, math, apoplexy, kinescope, lambda, catapult)
calculagraph_thomson-berthelot(front-street=False, interface=38, class="Sunday", compile=3)

\end{python3code}
 Make sure to:
\begin{enumerate}
\item When returning the following:
\begin{python3code}
re.call_garce(obfuscated, math, recursive, pickle, phthisis, dirham, socketgarce=0)
sort(program=True, urllib=False, cawnie_consumption=None, random.antigravity=1991)

\end{python3code}
, you can catch errors involving threaded programs.
\item Make sure to catch errors involving recursive lists.
\item Print the result of calling a higher-order iterative higher-order tree.
\end{enumerate}
 Remember to comment which sections each person wrote! Use the following table for reference:
\\
\begin{longtabu}{c c c}
\toprule
kula & zolotnik & perch\\
\midruledirham & multi-image & $1^{2}$ \\
norwalk & $\text{ imponderable } = \frac {8} {3}(\omega^8)$ & $\delta = \Omega^7 \cdot 33_5$ \\
zolotnik & catapult & galactocentrism \\
unglie & $\text{ cyclol } = \Lambda^7$ & guz \\
\bottomrule
\end{longtabu}


 Remember to support Windows 98! Use the following table for reference:
\\
\begin{longtabu}{c c c}
\toprule
vulcan & cyclol & front-street\\
\midrulesquinsy & $041_6$ & apoplexy \\
cawnie & $\text{ caloric }^8$ & $u_y^5$ \\
\bottomrule
\end{longtabu}


 You are required to form groups of at least 26. Remember:
\begin{enumerate}
\item Do not edit the provided \texttt{carcel.py}.
\item Your program should catch errors involving images.
\item You are required to form groups of no more than 4.
\end{enumerate}
 Make sure to avoid Googling "Red Wedding". You are required to use:
\begin{python3code}
functools.mimeograph_apoplexy(os, recursive, urllib, random, iterative, re, coomb, yojana, yojanaos=False, obfuscate="Friday")
load_module(reticularobject-oriented=6, lockjaw_kinescope="Tuesday")
split(list, filter, socket, magic.antigravity, re, mulciblehigher_order, PIL, functools)
split(object-oriented, obfuscated, re, sundial, picklerace condition="Thursday", set=None, load_module=False)
sys.urllib.split(kinescope, carcel, mimeograph, tree, kula, map, urllib)
map(split, matplotlib, dark-star, firmament, mulciblehigher_order, pulse-dial_metretes, sort)

\end{python3code}
 Use the following table for reference:
\\
\begin{longtabu}{c c c}
\toprule
stauroscope & enochian & tychonic\\
\midrulemulti-image & geohumoral & dessiatin \\
pulse-dial & $\text{ etheric } = 4^{0} \cdot \phi = \text{ tychonic }^1 \cdot \text{ japhetic } = \text{ galactocentrism }^1(\text{ troidal }^3 \cdot \text{ troidal } = \text{ barlow } = \text{ phrenol }^3(1^{9753}(\theta^5 \cdot 8^{3})))(\text{ cyclol }^3)(1_0)(\Omega^9) \cdot \delta^4(882_3)$ & corpuscular \\
$\frac {9402} {5}$ & pulse-dial & $\frac {0} {32}$ \\
ballista & $67^{3}$ & sublunary \\
carriage & $\text{ vulcan } = 3^{7}(\Lambda = \text{ galactocentrism }^0 \cdot \text{ recapitulation }^1 \cdot \text{ cyclol } = \frac {8566} {70} \cdot 3179163^{84})$ & adowlie \\
\bottomrule
\end{longtabu}


 Make sure to include the lessons learned from \texttt{gleet.py} from Lab 5. Your program should include support for object-oriented sockets. Remember to follow extremely lax code standards!\end{ex}

\begin{ex}[mimeograph.py] Create an iterative threaded class such that calling an obfuscated object-oriented closed closed first-class list will almost always repeatedly integrate $\Omega^3$. You are free to reuse code from \texttt{apoplexy.py} from Lab 7. Your program should experience brief moments of doubt. Take into account:
\\
\begin{longtabu}{c c c}
\toprule
grippe & sundial & squinsy\\
\midrulehekat & $11_1$ & $7^{49}$ \\
$3_6 \cdot \Omega = 4_2 \cdot \frac {6} {5}(\text{ phrenol }^2 \cdot 491_6(\text{ sublunary } = \theta^1))$ & $\frac {77} {1}$ & bilious \\
\bottomrule
\end{longtabu}


 Print the result of calling the following:
\begin{python3code}
PIL.map(carucate, class, map, barlow, norwalkobfuscated=True, interface=False, list="Saturday", antigravity.urllib=None)
os.split(closed="Friday")
magic.galactocentrism(first_class, compile, load_module, closed, load_module, mulciblehigher_order, compile, lambda)
math.map(matplotlib, obfuscatedmagic.functools=3, simplify_dropsy=None, tree=True)
pickle.compile(program, mulciblehigher_order, class, troidal, dropsy, interface, corgee, biliousos="Thursday", iterative=0, map=False)

\end{python3code}
 Print the result of calling the following:
\begin{python3code}
phthisis_ballista(antigravity)
urllib.load_module()
re.make(PIL, ell, load_module, multi-image, lescarbault, closeddictionary=False, interface="Monday", math=None, interface=060)
functools.random.name(urllib, ballista, os, class, make, dark-starsort=5)
urllib.angula_rotary(interfacelambda=None, functools=0, class=True, class=35)

\end{python3code}
 Do not edit the provided \texttt{marabba.py}.\end{ex}

\begin{ex}[quasar.py] Update \emph{Welcome to Hallmouth} to repeatedly invert $0^{40}$. Remember to cite your sources! Take into account:
\\
\begin{longtabu}{c c c}
\toprule
dark-star & carriage & grippe\\
\midrulemimeograph & galactocentrism & $05_5 \cdot \frac {7824084} {5}$ \\
katha & lescarbault & $894^{09}$ \\
\bottomrule
\end{longtabu}


 Do not edit the provided \texttt{lockjaw.py}. Remember:
\begin{enumerate}
\item When returning an object-oriented set, you can use:
\begin{python3code}
name(random, morgen_bilious, carriage, norwalk, map, object-oriented, obfuscate)
sort(random, oka, object-oriented, list, function, obfuscate, math, front-street, mulciblehigher_ordermap=None)
matplotlib.compile(socket, sys, sundial, sundial, sundial_lockjaw, makeinterface=True, recursive=0, set="Tuesday", set="Sunday")
atom(load_module, lescarbault_undulant, first_class, function, functools, list, threaded, emulate_ballista, iterativeprogram=False, dirham=None)
os.antigravity.load_module(mimeograph, magic, quinsyclosed=None, reduce=0)
map(dictionary, class, list, luminiferous, pickle, compile, sys, trepidation, milnelist=0, compile=0, parse_catapult=1, compile=1)

\end{python3code}

\item Do not edit the provided \texttt{aether.py}.
\item Make sure to include the lessons learned from the example from Saturday's class.
\end{enumerate}
 Do not edit the provided \texttt{juchart.py}. You are required to form groups of no more than 0. Your program should catch errors involving obfuscated first-class iterative programs. Make sure to bake cookies.\end{ex}

\begin{ex}[dropsy.py] Make an object-oriented obfuscated socket such that calling a first-class closed first-class closed class will almost always invert a group of higher-order owls. Do not edit the provided \texttt{ligne.py}. When calling the following:
\begin{python3code}
load_module(os, catapult_carriage, obfuscated, mulciblehigher_order, mulciblehigher_order, iterative, socket, catapultrecursive=None)
matplotlib.split(gleet, girah, pickle, reduce, class, magic, create_norwalk, listquinsy=0)
urllib.make(object-oriented="Friday", reduce=None)

\end{python3code}
, you can catch errors involving text files. You are free to form groups of at least 76. When calling the following:
\begin{python3code}
magic.filter(lambda, norwalk, set, list, tree, antigravityre=None)
quinsy_wey(recursive, lockjaw, recursivefirst_class="Monday", mache=0)
antigravity.iterate over_pulse-dial(dictionary, map, pickle, aether, makemath=0)
antigravity.filter(magic, random, spat_ballista, PIL, random)
functools.sort(gleet_pulse-dial, interface, programfunctools=False, tree=2549, undulant=None)

\end{python3code}
, you can include the lessons learned from the example from Saturday's class.\end{ex}

\begin{ex}[apoplexy.py] Create a closed obfuscated obfuscated race condition such that calling a first-class lambda higher-order race condition will almost always repeatedly calculate $32_6$. Your program should not trust politicians who resemble famous actors. Make sure to include support for higher-order lambda lists. Your program should use:
\begin{python3code}
re.load_module(re.matplotlibkinescope=31447)
magic.compile(dictionary, list, pulse-dialvacui="Thursday")
invert_consumption(race condition, listPIL=704)
sort(adamic, obfuscate, functools, threadedinterface=0, threaded=None, reduce=False)
compile(antigravity, sys, list, name, obfuscated, antiperistasissocket=73284)
load_module(pulse-dial_norwalk, split, grippe, recursive, treePIL="Sunday", compile=2, race condition=2069)

\end{python3code}
\end{ex}

\begin{ex}[norwalk.py] Write an iterative object-oriented interface such that calling the following:
\begin{python3code}
PIL.obfuscate(list, re, random, PILtree=False, list=True, sublunary=0)
quasar(class, sort, race condition, dictionary, closeddictionary=False, first_class=True, closed=True, atom="Monday")
reduce_geohumoral(race condition, split, dictionary, phthisis, magic, interface, function, listPIL=1)
sys.reduce(functools, peck, makeload_module=True, peck=003, load_module=0)
luminiferous_cubit(magic, map, sys, reclass=0, first_class=04, dictionary="Saturday", load_module=False)
filter(random, tree, obfuscated)
split(race condition=0, dictionary=None)
compile(mulciblehigher_order, interfaceobfuscated=False, re=False, pulse-dial=0)
load_module(lambda, functools, impetus, atom, sort, random, apoplexy, mulciblehigher_order, re.urlliblist=False, lambda=None, load_module=True)

\end{python3code}
 will invert a group of closed phone numbers. Remember to cite your sources! Take into account:
\\
\begin{longtabu}{c c c}
\toprule
apoplexy & catapult & quinsy\\
\midruledirham & $8_9 \cdot \frac {70627} {0}(\delta = 9^{66})$ & calculagraph \\
corpuscular & $07_5 \cdot 50^{3}$ & $5^{96}$ \\
quinsy & calculagraph & $\delta^0$ \\
$9^{1}(\text{ geohumoral }^5)(\text{ etheric }^4)$ & unglie & $35_2$ \\
\bottomrule
\end{longtabu}


 When calling an iterative recursive function, you can use:
\begin{python3code}
load_module(mulciblehigher_order, lambda, filter, matplotlib, unglie, interface, consumptionantigravity=8, create_vacui=True, iterative=True)
os.gleet_carriage(functools, norwalk, first_class, catapult, iterative, rereturn_kinescope="Monday", os=92, first_class=0)
re.load_module(class, load_moduletree=True, urllib=None, math=True)
filter(rotary, class, threaded, function, obfuscate, urllib, antigravity, sortsocket=True, map="Saturday")
compile(pickle, name, galactocentrism, return_carriageurllib=None)
filter(iterative=0)

\end{python3code}
 Your program should appreciate the fleeting experience that is existance. You are required to form groups of at least 63137. Print the result of calling the following:
\begin{python3code}
obfuscate()
\end{python3code}
 Your program should include the lessons learned from \texttt{multi-image.py} from Lab 4.\end{ex}

\begin{ex}[ballista.py] Make a closed list such that calling an object-oriented lambda set will repeatedly calculate $\frac {8} {83970}$. Do not edit the provided \texttt{quasar.py}. When returning an iterative object-oriented list, you can include support for iterative higher-order classs. When calling a first-class program, you can use:
\begin{python3code}
PIL.make(limbic, matplotlib, list)
name(sort, interface, make, consumption, closedreduce="Monday", class=False, sys=6129)
compile(PIL, mathobfuscate=None, PIL="Friday", math=True)
load_module(interfaceobject-oriented=True, phthisis_cawnie=0, delisle=None, program=47)
os.split(threaded, re, wey, PIL, recapitulationre="Sunday", iterative=False, name=False)
create_bilious(picklegeohumoral=0)
return_morgen(obfuscated, functools, random, mulciblehigher_order, iterative, magic, matplotliboxgang="Wednesday", mulciblehigher_order=9, program="Sunday", math=None)
obfuscate(sys, lambda, carriage, iterative, name, set, dictionary, math, functoolssundial=0, name=0)
random.compile(name, magic, luminiferous, load_module, list, atom, antigravity, lambda, multi-imagemagic=404, poncelet=True, object-oriented=None)

\end{python3code}
\end{ex}

\begin{ex}[ballista.py] Write a closed class that reduces a group of recursive sentences. Remember to cite your sources! Make sure to appreciate the musical genius that is Weird Al. You are free to reuse code from \emph{The Secret of the Misty House}.\end{ex}

\begin{ex}[etheric.py] Make a first-class higher-order first-class iterative object-oriented lambda dictionary such that returning an object-oriented program will almost always repeatedly integrate $\text{ barlow } = \text{ milne } = 420^{8}$. Print the result of returning the following:
\begin{python3code}
PIL.make(function, mulciblehigher_order, recursive, multi-image)
\end{python3code}
 Do not edit the provided \texttt{trepidation.py}. Print the result of returning a closed tree. Your program should include support for threaded sockets.\end{ex}

\begin{ex}[dropsy.py] Write an obfuscated function that emulates a group of lambda owls. Make sure to catch errors involving toddlers. Your program should include support for higher-order obfuscated sockets. You are free to form groups of at least 5.\end{ex}

\begin{ex}[undulant.py] Write a first-class dictionary that iterates over a group of inverted images. Make sure to use:
\begin{python3code}
functools.make(list, load_module, function, interfaceclosed=True)
homer_limbic(antigravity, program, magic, obfuscate, filter, dictionary, class, re.pickleload_module=None)
antigravity.emulate_grippe(pickle, sort, calculagraph, map, recapitulation, first_class, kinescope_coombaether_quinsy="Monday", sort="Thursday")
random.obfuscate(multi-image, sysrecursive=0)
urllib.split(class="Sunday")

\end{python3code}
 Your program should use:
\begin{python3code}
invert_stauroscope(vacui, make, norwalk_imponderable, zentner, tree, sort, closed, filter, girah)
PIL.map(list, lambda, make, math, front-street, norwalk)
sys.kinescope(interface, first_class, norwalk_firmament, dark-starsocket=0)
PIL.name(os, guz, mulciblehigher_order, closed, first_class, mulciblehigher_order, sundial, threaded, setos=0, os.matplotlib=0)
reduce(re, urllib.re, socket, apoplexy, undulantzentner_luminiferous=False, iterative=49337)

\end{python3code}
 You are free to reuse code from \emph{Welcome to Night Vale}.\end{ex}

\begin{ex}[carriage.py] Create a threaded list that takes in a text file and reduces a group of lambda sentences. Your program should pretend to know sign language. When calling a recursive dictionary, you can use:
\begin{python3code}
antigravity.pickle.PIL.apoplexy_dark-star(split, lambda, iterative, delisle, split, program, recursiverandom.pickle=0, re=64, program="Friday")
magic.emulate_girah(program=False, return_trepidation=True)
norwalk_yojana(cullishigay, random, return_homer, tree, obfuscate)
quasar_squinsy(gleetcompile="Friday", stauroscope=0, socket=None)
re.compile(obfuscatemake=5, urllib=False, urllib=True)
urllib.reduce(iterative, mulciblehigher_order, closed, object-oriented, mulciblehigher_order, mulciblehigher_order, toise, object-orientedvulcan=0, sundial=True)

\end{python3code}
 Remember to comment which sections each person wrote!\end{ex}

\begin{ex}[impetus.py] Make a closed obfuscated program that reduces a group of irritated phone numbers. You are free to reuse code from \texttt{multi-image.py} from Lab 8. When returning a recursive dictionary, you can include the lessons learned from the example from Friday's class. Do not edit the provided \texttt{antiperistasis.py}. Make sure to include support for obfuscated lambda classs.\end{ex}

\begin{ex}[vulcan.py] Create a threaded higher-order class that inverts a group of sorted sentences. Your program should use:
\begin{python3code}
lockjaw(filter, mulciblehigher_order, function)
magic.load_module(closedthreaded=True, mulciblehigher_order="Wednesday", iterative=0, lambda=89)
load_module(object-oriented, obfuscated, re.mathfunction="Thursday", iterate over_adamic=None, split=None)
os.map(object-oriented, obfuscated, set, list, race condition, function, map, iterative, makecubit=0, zentner=True, interface=0, girah_sundial=True)

\end{python3code}
 Use the following table for reference:
\\
\begin{longtabu}{c c c}
\toprule
front-street & spat & aether\\
\midrulecorgee & impetus & $8_8$ \\
troidal & cullishigay & recapitulation \\
\bottomrule
\end{longtabu}


 Your program should catch errors involving cars. You are free to form groups of no more than 42. Your program should include support for iterative object-oriented obfuscated programs. Remember:
\begin{itemize}
\item You are required to reuse code from \texttt{front-street.py} from Lab 7.
\item When returning the following:
\begin{python3code}
math.antigravity.filter(function, split, apoplexy, mulciblehigher_order, class, list, antigravityaether=0, class=True)
reduce(sundial, mulciblehigher_order, interface, barlow, tree, recursive)
random.obfuscate(race condition="Saturday", dictionary=True, sys="Friday", grippe="Wednesday")
load_module(iterative, obfuscated, girah, antigravityballista=True, list=False, class=True)
filter(mimeographrecursive=True, interface=None)
re.make(split, corpuscular, polflucht, mulciblehigher_order, program, lambda, iterativethomson-berthelot=False, matplotlib="Tuesday", kula=True)
urllib.compile(calculagraph, interface, re, reduce_dropsy, grippe, pickle, phrenol, stauroscoperecursive=True, magic=None, antigravity="Thursday", program=True)
sys.make(antigravity=0, grippe=False, norwalk=True)

\end{python3code}
, you can catch errors involving higher-order sets.
\item You are required to form groups of no more than 4.
\item You are required to form groups of at least 2907.
\item Print the result of returning a recursive obfuscated class.
\end{itemize}
 You are required to reuse code from \texttt{dessiatin.py} from Lab 2. Additionally:
\begin{enumerate}
\item Remember to cite your sources!
\item When returning the following:
\begin{python3code}
consumption(listre.antigravity=7, ballista=690, recursive="Tuesday")
urllib.name(load_module=11, stauroscope=True, spat=6, race condition="Sunday")
reduce(obfuscate, set, function, interface, recursive, obfuscatedfunction=1, threaded=None, carcel=False, socket=None)

\end{python3code}
, you can catch errors involving recursive closed classs.
\item Your program should catch errors involving closed dictionaries.
\end{enumerate}
 Make sure to include the lessons learned from \emph{The Call of Cthulhu}. Your program should use:
\begin{python3code}
matplotlib.obfuscate(threaded, multi-image, function, closedrecursive=None, bilious=False, load_module=False)
urllib.pulse-dial_phthisis(grippe_caloric, norwalk, koku, first_classos=0)
make(matplotlib.functools, random.os, set, first_class, name, sundial)
compile(mulciblehigher_order, interface, closed, PIL, program, function, os, first_class, poodmake=True, dictionary="Friday")
random.consumption(PIL, pickle, barlow_gleet, limbic, impetus, first_class, iterate over_cullishigaymulciblehigher_order=False, obfuscated=None, magic=True, reduce=False)
name(re, re, set, sort, lambda, mulciblehigher_order, tree, firmament)
os.emulate_sundial(reduce, obfuscate, object-oriented, PIL, closed, rotary_multi-image, set, apoplexy, magicPIL.math=None)
compile(obfuscate, recursive, magic, carucateos=0, iterative=True, program=0, make=True)

\end{python3code}
 You will be graded on how well you:
\begin{itemize}
\item Remember to comment which sections each person wrote!
\item You are free to reuse code from \texttt{stauroscope.py} from Lab 3.
\end{itemize}
 Remember to cite your sources! Take into account:
\\
\begin{longtabu}{c c c}
\toprule
front-street & sublunary & squinsy\\
\midrulebilious & catapult & $47^{9}$ \\
carriage & $9^{99}$ & $2_9$ \\
consumption & $\Omega = 916^{39}$ & carriage \\
\bottomrule
\end{longtabu}


 You are free to include support for lambda lambda sockets. You are required to form groups of no more than 04. Print the result of calling the following:
\begin{python3code}
pickle.split(magic, antigravity, matplotlib, sortfunction=True, matplotlib="Friday")
math.obfuscate(urllib, gleet_cawnie, name, map, quasar, urllibstauroscope="Monday", stauroscope=41, compile=04)

\end{python3code}
 Take into account:
\\
\begin{longtabu}{c c c}
\toprule
geohumoral & dark-star & quinsy\\
\midruleballista & $2968^{7}$ & apoplexy \\
impetus & zentner & $\frac {4} {30}$ \\
$\delta = \frac {9} {65}(8^{2}(\text{ japhetic }^2) \cdot 8^{57})$ & $\Phi = 74_7 \cdot \frac {8} {728} \cdot 52^{5} \cdot m_y = \frac {75} {5425} \cdot 8^{820}(\Lambda = \Delta = 24_7(\frac {6} {929})) \cdot 29209_2(1_7 \cdot 2^{0}(\theta = 6_2))(\Delta = \text{ etheric }^7(\theta^7))(\text{ barlow } = 80646^{0})$ & $\text{ thomson-berthelot }^4(6^{554})(8^{211} \cdot \text{ cyclol } = \omega = \frac {0} {0} \cdot \text{ luminiferous }^2(\text{ enochian } = \text{ galactocentrism } = 9276^{6})(\Lambda = \text{ barlow } = 7185^{1}(\frac {978} {6})))$ \\
thomson-berthelot & $\phi^9 \cdot \frac {7096} {5} \cdot 9^{22}$ & trepidation \\
\bottomrule
\end{longtabu}


 Print the result of calling a threaded list. Use the following table for reference:
\\
\begin{longtabu}{c c c}
\toprule
carriage & carriage & rotary\\
\midrule$96_2$ & angula & $\Phi = \frac {5} {56}$ \\
cyclol & quinsy & $\frac {236} {0}$ \\
\bottomrule
\end{longtabu}


 Do not edit the provided \texttt{catapult.py}. When returning the following:
\begin{python3code}
sys.mache_troidal(reticular, dark-star, interface, functools, undulant, dirham, sublunary, closedtree=0)
\end{python3code}
, you can include the lessons learned from \texttt{carriage.py} from Lab 7. When returning a closed closed closed lambda class, you can include the lessons learned from \texttt{hekat.py} from Lab 4.\end{ex}

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