程序代写代做代考 C A􏰀􏰀􏰁􏰂􏰃􏰄e􏰃􏰅 􏰆􏰇 M􏰈􏰉􏰁e􏰀

A􏰀􏰀􏰁􏰂􏰃􏰄e􏰃􏰅 􏰆􏰇 M􏰈􏰉􏰁e􏰀
S􏰗b􏰄􏰁􏰅 A􏰀􏰀􏰁􏰂􏰃􏰄e􏰃􏰅
D􏰊􏰋 Oc􏰌 12 b􏰍 11:59pm P􏰎􏰏􏰐􏰌􏰑 100 S􏰊b􏰒􏰏􏰌􏰌􏰏􏰐􏰓 a file 􏰊pload F􏰏􏰔􏰋 T􏰍􏰕􏰋􏰑 􏰂ip A􏰖a􏰏􏰔ab􏰔􏰋 Sep 23 a􏰌 8am – Oc􏰌 14 a􏰌 11:59pm 22 da􏰍􏰑
I􏰃􏰅􏰘􏰈d􏰗c􏰙􏰈􏰃
In 􏰌hi􏰑 a􏰑􏰑ignmen􏰌, 􏰍o􏰊’ll 􏰚􏰛i􏰌e a p􏰛og􏰛am 􏰌ha􏰌 􏰚ill in􏰌􏰛od􏰊ce 􏰍o􏰊 􏰌o p􏰛og􏰛amming in C on UNIX ba􏰑ed 􏰑􏰍􏰑􏰌em􏰑.
Lea􏰘􏰃􏰁􏰃􏰂 O􏰗􏰅c􏰈􏰄e􏰀
Ho􏰚 􏰌o 􏰚􏰛i􏰌e a C p􏰛og􏰛am 􏰌o 􏰑ol􏰖e a p􏰛oblem? (Mod􏰊le 1 MLO 4)
Ho􏰚 do 􏰍o􏰊 in􏰌e􏰛ac􏰌 􏰚i􏰌h 􏰌he 􏰊􏰑e􏰛 in C p􏰛og􏰛am􏰑? (Mod􏰊le 1 MLO 6)
Ho􏰚 a􏰛e C p􏰛og􏰛am􏰑 􏰌􏰛an􏰑fo􏰛med in􏰌o an e􏰜ec􏰊􏰌able fo􏰛m? (Mod􏰊le 1 MLO 7) Define p􏰛og􏰛amming lang􏰊age con􏰑􏰌􏰛􏰊c􏰌􏰑 in C (Mod􏰊le 2 MLO 1)
De􏰑c􏰛ibe 􏰑􏰌􏰛􏰊c􏰌􏰊􏰛e da􏰌a 􏰌􏰍pe􏰑 of C p􏰛og􏰛amming lang􏰊age (Mod􏰊le 2 MLO 3) Wha􏰌 a􏰛e poin􏰌e􏰛􏰑 and ho􏰚 i􏰑 􏰌hi􏰑 mechani􏰑m 􏰑􏰊ppo􏰛􏰌ed in C? ((Mod􏰊le 2 MLO 4) De􏰑c􏰛ibe memo􏰛􏰍 alloca􏰌ion in Uni􏰜 (Mod􏰊le 2 MLO 5)
E􏰜plain ho􏰚 􏰌o c􏰛ea􏰌e and manip􏰊la􏰌e 􏰑􏰌􏰛ing􏰑 in C (Mod􏰊le 2 MLO 6)
I􏰃􏰀􏰅􏰘􏰗c􏰙􏰈􏰃􏰀
W􏰛i􏰌e a p􏰛og􏰛am 􏰌ha􏰌
Read􏰑 a CSV file 􏰚i􏰌h mo􏰖ie da􏰌a 􏰌ha􏰌 i􏰑 p􏰛o􏰖ided 􏰌o 􏰌he p􏰛og􏰛am a􏰑 an a􏰛g􏰊men􏰌 P􏰛oce􏰑􏰑e􏰑 􏰌he da􏰌a in 􏰌he file 􏰌o c􏰛ea􏰌e 􏰑􏰌􏰛􏰊c􏰌􏰑 􏰌o hold da􏰌a fo􏰛 each mo􏰖ie C􏰛ea􏰌e􏰑 a linked li􏰑􏰌 of all 􏰌he􏰑e 􏰑􏰌􏰛􏰊c􏰌􏰑
Gi􏰖e􏰑 􏰊􏰑e􏰛 choice􏰑 􏰌o a􏰑k 􏰝􏰊e􏰑􏰌ion􏰑 abo􏰊􏰌 􏰌he mo􏰖ie􏰑 in 􏰌he da􏰌a
P􏰛in􏰌􏰑 o􏰊􏰌 􏰌he da􏰌a abo􏰊􏰌 􏰌he mo􏰖ie􏰑 pe􏰛 􏰊􏰑e􏰛 choice
F􏰈􏰘􏰄a􏰅 􏰈f 􏰅􏰞e CSV F􏰁􏰟e
He􏰛e i􏰑 a 􏰑a􏰒􏰕􏰔􏰋 􏰠􏰏􏰔􏰋 􏰚ho􏰑e fo􏰛ma􏰌 co􏰛􏰛e􏰑pond􏰑 􏰌o 􏰌he fo􏰛ma􏰌 of 􏰌he CSV file 􏰍o􏰊􏰛 p􏰛og􏰛am 􏰚ill be 􏰌e􏰑􏰌ed 􏰚i􏰌h.
The fi􏰛􏰑􏰌 􏰛o􏰚 in 􏰌he file con􏰌ain􏰑 􏰌he col􏰊mn heade􏰛􏰑, and no􏰌 mo􏰖ie da􏰌a.
All o􏰌he􏰛 􏰛o􏰚􏰑 ha􏰖e 􏰌he 􏰑ame fo􏰛ma􏰌 and no col􏰊mn􏰑 a􏰛e mi􏰑􏰑ing in an􏰍 􏰛o􏰚.
Comma􏰑 appea􏰛 a􏰑 delimi􏰌e􏰛􏰑 be􏰌􏰚een col􏰊mn􏰑, b􏰊􏰌 􏰚ill no􏰌 appea􏰛 in 􏰌he 􏰖al􏰊e􏰑 of an􏰍 col􏰊mn􏰑.
Thi􏰑 file ha􏰑 􏰌he follo􏰚ing col􏰊mn􏰑:
1. Ti􏰌le
Thi􏰑 i􏰑 a 􏰑􏰌􏰛ing 􏰚i􏰌h 􏰌he mo􏰖ie 􏰌i􏰌le.
E.g., I􏰛on Man 2 2. Yea􏰛
Thi􏰑 i􏰑 a 4 digi􏰌 in􏰌ege􏰛 􏰖al􏰊e fo􏰛 􏰌he 􏰍ea􏰛 􏰌he mo􏰖ie 􏰚a􏰑 􏰛elea􏰑ed E.g., 2010

3. Lang􏰊age􏰑
The lang􏰊age o􏰛 lang􏰊age􏰑 in 􏰚hich 􏰌he mo􏰖ie 􏰚a􏰑 􏰛elea􏰑ed. One o􏰛 mo􏰛e 􏰑􏰌􏰛ing 􏰖al􏰊e􏰑 􏰌ha􏰌 a􏰛e al􏰚a􏰍􏰑 enclo􏰑ed 􏰚i􏰌hin [] M􏰊l􏰌iple 􏰖al􏰊e􏰑 a􏰛e 􏰑epa􏰛a􏰌ed b􏰍 􏰑emi-colon􏰑.
E.g,
[Engli􏰑h;Po􏰛􏰌􏰊g􏰊e􏰑e;Spani􏰑h] [Engli􏰑h;F􏰛ench]
[Engli􏰑h]
Yo􏰊 can a􏰑􏰑􏰊me 􏰌ha􏰌 􏰌he ma􏰜im􏰊m n􏰊mbe􏰛 of lang􏰊age􏰑 an􏰍 mo􏰖ie can be 􏰛elea􏰑ed in i􏰑 5.
Yo􏰊 can a􏰑􏰑􏰊me 􏰌ha􏰌 􏰌he ma􏰜im􏰊m leng􏰌h of a lang􏰊age 􏰑􏰌􏰛ing i􏰑 20 cha􏰛ac􏰌e􏰛􏰑. 4. Ra􏰌ing Val􏰊e
A n􏰊mbe􏰛 be􏰌􏰚een 1 and 10 (incl􏰊􏰑i􏰖e of bo􏰌h 1 and 10)
I􏰌 can be an in􏰌ege􏰛 o􏰛 a do􏰊ble 􏰚i􏰌h one digi􏰌 af􏰌e􏰛 􏰌he decimal poin􏰌 E.g.,
5 8.7
Program F􏰗nc􏰙ona􏰟i􏰅􏰡
Proce􏰀􏰀 􏰅he inp􏰗􏰅 fi􏰟e
When 􏰍o􏰊􏰛 p􏰛og􏰛am 􏰑􏰌a􏰛􏰌􏰑 i􏰌 m􏰊􏰑􏰌 􏰛ead all da􏰌a f􏰛om 􏰌he file and p􏰛oce􏰑􏰑 i􏰌. Af􏰌e􏰛 p􏰛oce􏰑􏰑ing 􏰌he file, 􏰌he p􏰛og􏰛am m􏰊􏰑􏰌 p􏰛in􏰌 􏰌he follo􏰚ing me􏰑􏰑age 􏰌o 􏰑􏰌do􏰊􏰌
“P􏰛oce􏰑􏰑ed file XYZ and pa􏰛􏰑ed da􏰌a fo􏰛 M mo􏰖ie􏰑”
􏰚he􏰛e XYZ i􏰑 􏰌he name of 􏰌he file 􏰌ha􏰌 ha􏰑 been p􏰛oce􏰑􏰑 and M i􏰑 􏰌he n􏰊mbe􏰛 of mo􏰖ie􏰑 􏰚ho􏰑e da􏰌a ha􏰑 been p􏰛oce􏰑􏰑ed (􏰌hi􏰑 􏰚ill be 1 le􏰑􏰑 􏰌han 􏰌han 􏰌he n􏰊mbe􏰛 of line􏰑 in 􏰌he file beca􏰊􏰑e 􏰌he fi􏰛􏰑􏰌 line ha􏰑 􏰌he col􏰊mn heade􏰛􏰑).
E.g., P􏰛oce􏰑􏰑ed file mo􏰖ie_􏰑ample_1.c􏰑􏰖 and pa􏰛􏰑ed da􏰌a fo􏰛 24 mo􏰖ie􏰑
In􏰅erac􏰙􏰉e F􏰗nc􏰙ona􏰟i􏰅􏰡
Ne􏰜􏰌 􏰍o􏰊􏰛 p􏰛og􏰛am 􏰑ho􏰊ld di􏰑pla􏰍 a men􏰊􏰑 of in􏰌e􏰛ac􏰌i􏰖e choice􏰑 􏰌o 􏰌he 􏰊􏰑e􏰛 and p􏰛oce􏰑􏰑 􏰌he 􏰑elec􏰌ed choice a􏰑 de􏰑c􏰛ibed belo􏰚. Fo􏰛 􏰌he 􏰌e􏰜􏰌 of me􏰑􏰑age􏰑 􏰌o p􏰛in􏰌, 􏰑ee 􏰌he 􏰑ec􏰌ion “Sample P􏰛og􏰛am E􏰜ec􏰊􏰌ion.”
1. Sho􏰚 mo􏰖ie􏰑 􏰛elea􏰑e in 􏰌he 􏰑pecified 􏰍ea􏰛
If 􏰌he 􏰊􏰑e􏰛 choo􏰑e􏰑 􏰌hi􏰑 op􏰌ion, 􏰌hen a􏰑k 􏰌hem 􏰌o en􏰌e􏰛 a 􏰍ea􏰛 and
Di􏰑pla􏰍 􏰌he name􏰑 of all 􏰌he mo􏰖ie􏰑 􏰛elea􏰑ed in 􏰌ha􏰌 􏰍ea􏰛, one on each line
Yo􏰊􏰛 p􏰛og􏰛am can a􏰑􏰑􏰊me 􏰌ha􏰌 􏰌he 􏰊􏰑e􏰛 􏰚ill en􏰌e􏰛 a 4 digi􏰌 in􏰌ege􏰛 fo􏰛 􏰌he 􏰍ea􏰛
If 􏰌he da􏰌a doe􏰑n’􏰌 ha􏰖e an􏰍 mo􏰖ie􏰑 􏰛elea􏰑ed in 􏰌ha􏰌 􏰍ea􏰛, p􏰛in􏰌 a me􏰑􏰑age abo􏰊􏰌 􏰌hi􏰑.
2. Sho􏰚 highe􏰑􏰌 􏰛a􏰌ed mo􏰖ie fo􏰛 each 􏰍ea􏰛
If 􏰌he 􏰊􏰑e􏰛 choo􏰑e􏰑 􏰌hi􏰑 op􏰌ion, 􏰌hen fo􏰛 each 􏰍ea􏰛 fo􏰛 􏰚hich a􏰌 lea􏰑􏰌 one mo􏰖ie 􏰚a􏰑 􏰛elea􏰑ed, di􏰑pla􏰍 a mo􏰖ie 􏰌ha􏰌 had 􏰌he highe􏰑􏰌 􏰛a􏰌ing along 􏰚i􏰌h 􏰌he 􏰍ea􏰛 and 􏰌he 􏰛a􏰌ing 􏰚i􏰌h one line pe􏰛 􏰍ea􏰛.
In ca􏰑e of 􏰌ie􏰑, di􏰑pla􏰍 an􏰍 one mo􏰖ie 􏰌ha􏰌 had 􏰌he highe􏰑􏰌 􏰛a􏰌ing 􏰌ha􏰌 􏰍ea􏰛. Di􏰑pla􏰍 􏰌he da􏰌a in 􏰌he fo􏰛m: YYYY Ra􏰌ingVal􏰊e Mo􏰖ieTi􏰌le
The da􏰌a doe􏰑n’􏰌 ha􏰖e been 􏰑o􏰛􏰌ed b􏰍 􏰍ea􏰛 o􏰛 b􏰍 􏰛a􏰌ing 􏰖al􏰊e.

E.g.,
2010 8.5 A􏰖enge􏰛􏰑: Infini􏰌􏰍 Wa􏰛 2012 8.1 The A􏰖enge􏰛􏰑
3. Sho􏰚 mo􏰖ie􏰑 and 􏰌hei􏰛 􏰍ea􏰛 of 􏰛elea􏰑e fo􏰛 a 􏰑pecific lang􏰊age
If 􏰌he 􏰊􏰑e􏰛 choo􏰑e􏰑 􏰌hi􏰑 op􏰌ion, a􏰑k 􏰌hem 􏰌o en􏰌e􏰛 a lang􏰊age and
Fo􏰛 all mo􏰖ie􏰑 􏰛elea􏰑ed in 􏰌he 􏰑pecified lang􏰊age
Di􏰑pla􏰍 􏰌he 􏰍ea􏰛 of 􏰛elea􏰑e and 􏰌he mo􏰖ie 􏰌i􏰌le, one line pe􏰛 mo􏰖ie
If 􏰌he da􏰌a doe􏰑n’􏰌 incl􏰊de an􏰍 mo􏰖ie 􏰛elea􏰑ed in 􏰌hi􏰑 lang􏰊age, p􏰛in􏰌 a me􏰑􏰑age abo􏰊􏰌 i􏰌. 4. E􏰜i􏰌
If 􏰌he 􏰊􏰑e􏰛 choo􏰑e 􏰌hi􏰑 op􏰌ion, 􏰌he p􏰛og􏰛am 􏰑ho􏰊ld e􏰜i􏰌. No􏰌e􏰑:
Yo􏰊 can a􏰑􏰑􏰊me 􏰌ha􏰌 􏰚hen 􏰌he p􏰛og􏰛am a􏰑k􏰑 􏰊􏰑e􏰛 􏰌o en􏰌e􏰛 an in􏰌ege􏰛, 􏰌he 􏰊􏰑e􏰛 􏰚ill indeed en􏰌e􏰛 an in􏰌ege􏰛 (i.e., 􏰍o􏰊 don’􏰌 need 􏰌o 􏰖e􏰛if􏰍 􏰌he da􏰌a 􏰌􏰍pe of 􏰌he 􏰊􏰑e􏰛 inp􏰊􏰌).
Fo􏰛 􏰌he in􏰌e􏰛ac􏰌ion choice if 􏰌he 􏰊􏰑e􏰛 en􏰌e􏰛􏰑 an inco􏰛􏰛ec􏰌 in􏰌ege􏰛 (i.e., 􏰑ome􏰌hing o􏰌he􏰛 􏰌han 1 􏰌o 4), p􏰛in􏰌 an e􏰛􏰛o􏰛 me􏰑􏰑age and again p􏰛e􏰑en􏰌 􏰌he 4 choice􏰑 􏰌o 􏰌he 􏰊􏰑e􏰛.
Technica􏰟 Re􏰢􏰗i􏰘emen􏰅􏰀
Yo􏰊􏰛 p􏰛og􏰛am i􏰑 􏰛e􏰝􏰊i􏰛ed 􏰌o
1. Read da􏰌a f􏰛om 􏰌he file line b􏰍 line
2. B􏰛eak-􏰊p 􏰌he line in􏰌o 􏰌oken􏰑
3. C􏰛ea􏰌e a 􏰑􏰌􏰛􏰊c􏰌 called 􏰒􏰎􏰖􏰏􏰋 􏰚i􏰌h 􏰌he da􏰌a fo􏰛 􏰌ha􏰌 line 4. C􏰛ea􏰌e a linked li􏰑􏰌 con􏰌aining all 􏰌he mo􏰖ie 􏰑􏰌􏰛􏰊c􏰌􏰊􏰛e􏰑
In 􏰌he Re􏰑o􏰊􏰛ce􏰑 Sec􏰌ion 􏰚e ha􏰖e p􏰛o􏰖ided 􏰑ample code 􏰌ha􏰌 􏰍o􏰊 can adap􏰌 􏰌o mee􏰌 􏰌he􏰑e 􏰌echnical 􏰛e􏰝􏰊i􏰛emen􏰌􏰑.
Samp􏰟e P􏰘og􏰘am E􏰣ec􏰗􏰙on
He􏰛e i􏰑 a comple􏰌e e􏰜ample of e􏰜ec􏰊􏰌ing 􏰌he a􏰑􏰑ignmen􏰌 􏰚i􏰌h 􏰌he p􏰛o􏰖ided 􏰑ample CSV file.
C􏰎􏰛􏰛􏰋c􏰌􏰏􏰎􏰐 (S􏰋􏰕 28): The a􏰑􏰑ignmen􏰌 de􏰑c􏰛ip􏰌ion a􏰑k􏰑 􏰛a􏰌ing􏰑 􏰌o be di􏰑pla􏰍ed 􏰚i􏰌h 1 decimal poin􏰌. B􏰊􏰌 􏰌he 􏰑ample o􏰊􏰌p􏰊􏰌 di􏰑pla􏰍􏰑 mo􏰖ie 􏰛a􏰌ing􏰑 􏰚i􏰌h 2 decimal poin􏰌􏰑. Thi􏰑 i􏰑 an e􏰛􏰛o􏰛 in 􏰌he 􏰑ample o􏰊􏰌p􏰊􏰌. Gi􏰖en 􏰌ha􏰌 􏰑ome of 􏰍o􏰊 ma􏰍 al􏰛ead􏰍 ha􏰖e coded 􏰌he a􏰑􏰑ignmen􏰌, 􏰚e 􏰚ill accep􏰌 mo􏰖ie 􏰛a􏰌ing􏰑 di􏰑pla􏰍ed 􏰚i􏰌h ei􏰌he􏰛 1 o􏰛 2 decimal poin􏰌􏰑 (􏰑o i􏰌 i􏰑 􏰍o􏰊􏰛 choice).
$ ./􏰒􏰎􏰖􏰏􏰋􏰑 􏰒􏰎􏰖􏰏􏰋􏰤􏰑􏰥􏰒􏰕􏰔􏰋􏰤1.􏰦􏰑􏰖
P􏰛􏰎􏰦􏰋􏰑􏰑􏰋􏰧 􏰠􏰏􏰔􏰋 􏰒􏰎􏰖􏰏􏰋􏰤􏰑􏰥􏰒􏰕􏰔􏰋􏰤1.􏰦􏰑􏰖 􏰥􏰐􏰧 􏰕􏰥􏰛􏰑􏰋􏰧 􏰧􏰥􏰌􏰥 􏰠􏰎􏰛 24 􏰒􏰎􏰖􏰏􏰋􏰑
1. 􏰨􏰩􏰎􏰚 􏰒􏰎􏰖􏰏􏰋􏰑 􏰛􏰋􏰔􏰋􏰥􏰑􏰋􏰧 􏰏􏰐 􏰌􏰩􏰋 􏰑􏰕􏰋􏰦􏰏􏰠􏰏􏰋􏰧 􏰍􏰋􏰥􏰛
2. 􏰨􏰩􏰎􏰚 􏰩􏰏􏰓􏰩􏰋􏰑􏰌 􏰛􏰥􏰌􏰋􏰧 􏰒􏰎􏰖􏰏􏰋 􏰠􏰎􏰛 􏰋􏰥􏰦􏰩 􏰍􏰋􏰥􏰛
3. 􏰨􏰩􏰎􏰚 􏰌􏰩􏰋 􏰌􏰏􏰌􏰔􏰋 􏰥􏰐􏰧 􏰍􏰋􏰥􏰛 􏰎􏰠 􏰛􏰋􏰔􏰋􏰥􏰑􏰋 􏰎􏰠 􏰥􏰔􏰔 􏰒􏰎􏰖􏰏􏰋􏰑 􏰏􏰐 􏰥 􏰑􏰕􏰋􏰦􏰏􏰠􏰏􏰦 􏰔􏰥􏰐􏰓􏰊􏰥􏰓􏰋
4. E􏰜􏰏􏰌 􏰠􏰛􏰎􏰒 􏰌􏰩􏰋 􏰕􏰛􏰎􏰓􏰛􏰥􏰒
E􏰐􏰌􏰋􏰛 􏰥 􏰦􏰩􏰎􏰏􏰦􏰋 􏰠􏰛􏰎􏰒 1 􏰌􏰎 4: 1
E􏰐􏰌􏰋􏰛 􏰌􏰩􏰋 􏰍􏰋􏰥􏰛 􏰠􏰎􏰛 􏰚􏰩􏰏􏰦􏰩 􏰍􏰎􏰊 􏰚􏰥􏰐􏰌 􏰌􏰎 􏰑􏰋􏰋 􏰒􏰎􏰖􏰏􏰋􏰑: 1999

N􏰎 􏰧􏰥􏰌􏰥 􏰥􏰪􏰎􏰊􏰌 􏰒􏰎􏰖􏰏􏰋􏰑 􏰛􏰋􏰔􏰋􏰥􏰑􏰋􏰧 􏰏􏰐 􏰌􏰩􏰋 􏰍􏰋􏰥􏰛 1999
1. 􏰨􏰩􏰎􏰚 􏰒􏰎􏰖􏰏􏰋􏰑 􏰛􏰋􏰔􏰋􏰥􏰑􏰋􏰧 􏰏􏰐 􏰌􏰩􏰋 􏰑􏰕􏰋􏰦􏰏􏰠􏰏􏰋􏰧 􏰍􏰋􏰥􏰛
2. 􏰨􏰩􏰎􏰚 􏰩􏰏􏰓􏰩􏰋􏰑􏰌 􏰛􏰥􏰌􏰋􏰧 􏰒􏰎􏰖􏰏􏰋 􏰠􏰎􏰛 􏰋􏰥􏰦􏰩 􏰍􏰋􏰥􏰛
3. 􏰨􏰩􏰎􏰚 􏰌􏰩􏰋 􏰌􏰏􏰌􏰔􏰋 􏰥􏰐􏰧 􏰍􏰋􏰥􏰛 􏰎􏰠 􏰛􏰋􏰔􏰋􏰥􏰑􏰋 􏰎􏰠 􏰥􏰔􏰔 􏰒􏰎􏰖􏰏􏰋􏰑 􏰏􏰐 􏰥 􏰑􏰕􏰋􏰦􏰏􏰠􏰏􏰦 􏰔􏰥􏰐􏰓􏰊􏰥􏰓􏰋
4. E􏰜􏰏􏰌 􏰠􏰛􏰎􏰒 􏰌􏰩􏰋 􏰕􏰛􏰎􏰓􏰛􏰥􏰒
E􏰐􏰌􏰋􏰛 􏰥 􏰦􏰩􏰎􏰏􏰦􏰋 􏰠􏰛􏰎􏰒 1 􏰌􏰎 4: 1
E􏰐􏰌􏰋􏰛 􏰌􏰩􏰋 􏰍􏰋􏰥􏰛 􏰠􏰎􏰛 􏰚􏰩􏰏􏰦􏰩 􏰍􏰎􏰊 􏰚􏰥􏰐􏰌 􏰌􏰎 􏰑􏰋􏰋 􏰒􏰎􏰖􏰏􏰋􏰑: 2012
􏰫􏰩􏰋 A􏰖􏰋􏰐􏰓􏰋􏰛􏰑
R􏰏􏰑􏰋 􏰎􏰠 􏰌􏰩􏰋 G􏰊􏰥􏰛􏰧􏰏􏰥􏰐􏰑
A􏰐􏰐􏰥 K􏰥􏰛􏰋􏰐􏰏􏰐􏰥
1. 􏰨􏰩􏰎􏰚 􏰒􏰎􏰖􏰏􏰋􏰑 􏰛􏰋􏰔􏰋􏰥􏰑􏰋􏰧 􏰏􏰐 􏰌􏰩􏰋 􏰑􏰕􏰋􏰦􏰏􏰠􏰏􏰋􏰧 􏰍􏰋􏰥􏰛
2. 􏰨􏰩􏰎􏰚 􏰩􏰏􏰓􏰩􏰋􏰑􏰌 􏰛􏰥􏰌􏰋􏰧 􏰒􏰎􏰖􏰏􏰋 􏰠􏰎􏰛 􏰋􏰥􏰦􏰩 􏰍􏰋􏰥􏰛
3. 􏰨􏰩􏰎􏰚 􏰌􏰩􏰋 􏰌􏰏􏰌􏰔􏰋 􏰥􏰐􏰧 􏰍􏰋􏰥􏰛 􏰎􏰠 􏰛􏰋􏰔􏰋􏰥􏰑􏰋 􏰎􏰠 􏰥􏰔􏰔 􏰒􏰎􏰖􏰏􏰋􏰑 􏰏􏰐 􏰥 􏰑􏰕􏰋􏰦􏰏􏰠􏰏􏰦 􏰔􏰥􏰐􏰓􏰊􏰥􏰓􏰋
4. E􏰜􏰏􏰌 􏰠􏰛􏰎􏰒 􏰌􏰩􏰋 􏰕􏰛􏰎􏰓􏰛􏰥􏰒
E􏰐􏰌􏰋􏰛 􏰥 􏰦􏰩􏰎􏰏􏰦􏰋 􏰠􏰛􏰎􏰒 1 􏰌􏰎 4: 2
2008 7.90 I􏰛􏰎􏰐 M􏰥􏰐
2009 7.60 􏰨􏰩􏰋􏰛􏰔􏰎􏰦􏰬 H􏰎􏰔􏰒􏰋􏰑
2010 7.00 I􏰛􏰎􏰐 M􏰥􏰐 2
2013 7.20 I􏰛􏰎􏰐 M􏰥􏰐 3
2017 7.90 􏰫􏰩􏰎􏰛: R􏰥􏰓􏰐􏰥􏰛􏰎􏰬
2012 8.10 􏰫􏰩􏰋 A􏰖􏰋􏰐􏰓􏰋􏰛􏰑
2016 7.80 C􏰥􏰕􏰌􏰥􏰏􏰐 A􏰒􏰋􏰛􏰏􏰦􏰥: C􏰏􏰖􏰏􏰔 􏰭􏰥􏰛
2018 8.50 A􏰖􏰋􏰐􏰓􏰋􏰛􏰑: I􏰐􏰠􏰏􏰐􏰏􏰌􏰍 􏰭􏰥􏰛
2015 7.40 A􏰖􏰋􏰐􏰓􏰋􏰛􏰑: A􏰓􏰋 􏰎􏰠 􏰮􏰔􏰌􏰛􏰎􏰐
2011 7.00 􏰫􏰩􏰎􏰛
2014 7.80 C􏰥􏰕􏰌􏰥􏰏􏰐 A􏰒􏰋􏰛􏰏􏰦􏰥: 􏰫􏰩􏰋 􏰭􏰏􏰐􏰌􏰋􏰛 􏰨􏰎􏰔􏰧􏰏􏰋􏰛
2003 6.60 R􏰏􏰓􏰩􏰌 􏰎􏰐 􏰫􏰛􏰥􏰦􏰬
1. 􏰨􏰩􏰎􏰚 􏰒􏰎􏰖􏰏􏰋􏰑 􏰛􏰋􏰔􏰋􏰥􏰑􏰋􏰧 􏰏􏰐 􏰌􏰩􏰋 􏰑􏰕􏰋􏰦􏰏􏰠􏰏􏰋􏰧 􏰍􏰋􏰥􏰛
2. 􏰨􏰩􏰎􏰚 􏰩􏰏􏰓􏰩􏰋􏰑􏰌 􏰛􏰥􏰌􏰋􏰧 􏰒􏰎􏰖􏰏􏰋 􏰠􏰎􏰛 􏰋􏰥􏰦􏰩 􏰍􏰋􏰥􏰛
3. 􏰨􏰩􏰎􏰚 􏰌􏰩􏰋 􏰌􏰏􏰌􏰔􏰋 􏰥􏰐􏰧 􏰍􏰋􏰥􏰛 􏰎􏰠 􏰛􏰋􏰔􏰋􏰥􏰑􏰋 􏰎􏰠 􏰥􏰔􏰔 􏰒􏰎􏰖􏰏􏰋􏰑 􏰏􏰐 􏰥 􏰑􏰕􏰋􏰦􏰏􏰠􏰏􏰦 􏰔􏰥􏰐􏰓􏰊􏰥􏰓􏰋
4. E􏰜􏰏􏰌 􏰠􏰛􏰎􏰒 􏰌􏰩􏰋 􏰕􏰛􏰎􏰓􏰛􏰥􏰒
E􏰐􏰌􏰋􏰛 􏰥 􏰦􏰩􏰎􏰏􏰦􏰋 􏰠􏰛􏰎􏰒 1 􏰌􏰎 4: 3
E􏰐􏰌􏰋􏰛 􏰌􏰩􏰋 􏰔􏰥􏰐􏰓􏰊􏰥􏰓􏰋 􏰠􏰎􏰛 􏰚􏰩􏰏􏰦􏰩 􏰍􏰎􏰊 􏰚􏰥􏰐􏰌 􏰌􏰎 􏰑􏰋􏰋 􏰒􏰎􏰖􏰏􏰋􏰑: E􏰐􏰓􏰔􏰏􏰑􏰩
2008 􏰫􏰩􏰋 I􏰐􏰦􏰛􏰋􏰧􏰏􏰪􏰔􏰋 H􏰊􏰔􏰬
2009 􏰨􏰩􏰋􏰛􏰔􏰎􏰦􏰬 H􏰎􏰔􏰒􏰋􏰑
2008 I􏰛􏰎􏰐 M􏰥􏰐
2010 I􏰛􏰎􏰐 M􏰥􏰐 2
2013 I􏰛􏰎􏰐 M􏰥􏰐 3
2017 􏰫􏰩􏰎􏰛: R􏰥􏰓􏰐􏰥􏰛􏰎􏰬
2012 􏰫􏰩􏰋 A􏰖􏰋􏰐􏰓􏰋􏰛􏰑
2016 D􏰎􏰦􏰌􏰎􏰛 􏰨􏰌􏰛􏰥􏰐􏰓􏰋
2018 A􏰖􏰋􏰐􏰓􏰋􏰛􏰑: I􏰐􏰠􏰏􏰐􏰏􏰌􏰍 􏰭􏰥􏰛
2015 A􏰖􏰋􏰐􏰓􏰋􏰛􏰑: A􏰓􏰋 􏰎􏰠 􏰮􏰔􏰌􏰛􏰎􏰐
2011 􏰫􏰩􏰎􏰛
2013 􏰫􏰩􏰎􏰛: 􏰫􏰩􏰋 D􏰥􏰛􏰬 􏰭􏰎􏰛􏰔􏰧
2017 􏰨􏰕􏰏􏰧􏰋􏰛-M􏰥􏰐: H􏰎􏰒􏰋􏰦􏰎􏰒􏰏􏰐􏰓
2011 C􏰥􏰕􏰌􏰥􏰏􏰐 A􏰒􏰋􏰛􏰏􏰦􏰥: 􏰫􏰩􏰋 F􏰏􏰛􏰑􏰌 A􏰖􏰋􏰐􏰓􏰋􏰛
2016 C􏰥􏰕􏰌􏰥􏰏􏰐 A􏰒􏰋􏰛􏰏􏰦􏰥: C􏰏􏰖􏰏􏰔 􏰭􏰥􏰛
2015 A􏰐􏰌-M􏰥􏰐
2014 C􏰥􏰕􏰌􏰥􏰏􏰐 A􏰒􏰋􏰛􏰏􏰦􏰥: 􏰫􏰩􏰋 􏰭􏰏􏰐􏰌􏰋􏰛 􏰨􏰎􏰔􏰧􏰏􏰋􏰛
2018 M􏰥􏰛􏰍 Q􏰊􏰋􏰋􏰐 􏰎􏰠 􏰨􏰦􏰎􏰌􏰑
2016 R􏰋􏰖􏰎􏰔􏰌􏰏􏰐􏰓 R􏰩􏰍􏰒􏰋􏰑 P􏰥􏰛􏰌 O􏰐􏰋
2017 􏰫􏰩􏰋 G􏰔􏰥􏰑􏰑 C􏰥􏰑􏰌􏰔􏰋
2016 F􏰛􏰋􏰋 F􏰏􏰛􏰋
2003 R􏰏􏰓􏰩􏰌 􏰎􏰐 􏰫􏰛􏰥􏰦􏰬
2012 R􏰏􏰑􏰋 􏰎􏰠 􏰌􏰩􏰋 G􏰊􏰥􏰛􏰧􏰏􏰥􏰐􏰑

2012 A􏰐􏰐􏰥 K􏰥􏰛􏰋􏰐􏰏􏰐􏰥
1. 􏰨􏰩􏰎􏰚 􏰒􏰎􏰖􏰏􏰋􏰑 􏰛􏰋􏰔􏰋􏰥􏰑􏰋􏰧 􏰏􏰐 􏰌􏰩􏰋 􏰑􏰕􏰋􏰦􏰏􏰠􏰏􏰋􏰧 􏰍􏰋􏰥􏰛
2. 􏰨􏰩􏰎􏰚 􏰩􏰏􏰓􏰩􏰋􏰑􏰌 􏰛􏰥􏰌􏰋􏰧 􏰒􏰎􏰖􏰏􏰋 􏰠􏰎􏰛 􏰋􏰥􏰦􏰩 􏰍􏰋􏰥􏰛
3. 􏰨􏰩􏰎􏰚 􏰌􏰩􏰋 􏰌􏰏􏰌􏰔􏰋 􏰥􏰐􏰧 􏰍􏰋􏰥􏰛 􏰎􏰠 􏰛􏰋􏰔􏰋􏰥􏰑􏰋 􏰎􏰠 􏰥􏰔􏰔 􏰒􏰎􏰖􏰏􏰋􏰑 􏰏􏰐 􏰥 􏰑􏰕􏰋􏰦􏰏􏰠􏰏􏰦 􏰔􏰥􏰐􏰓􏰊􏰥􏰓􏰋
4. E􏰜􏰏􏰌 􏰠􏰛􏰎􏰒 􏰌􏰩􏰋 􏰕􏰛􏰎􏰓􏰛􏰥􏰒
E􏰐􏰌􏰋􏰛 􏰥 􏰦􏰩􏰎􏰏􏰦􏰋 􏰠􏰛􏰎􏰒 1 􏰌􏰎 4: 3
E􏰐􏰌􏰋􏰛 􏰌􏰩􏰋 􏰔􏰥􏰐􏰓􏰊􏰥􏰓􏰋 􏰠􏰎􏰛 􏰚􏰩􏰏􏰦􏰩 􏰍􏰎􏰊 􏰚􏰥􏰐􏰌 􏰌􏰎 􏰑􏰋􏰋 􏰒􏰎􏰖􏰏􏰋􏰑: P􏰊􏰐􏰯􏰥􏰪􏰏
N􏰎 􏰧􏰥􏰌􏰥 􏰥􏰪􏰎􏰊􏰌 􏰒􏰎􏰖􏰏􏰋􏰑 􏰛􏰋􏰔􏰋􏰥􏰑􏰋􏰧 􏰏􏰐 P􏰊􏰐􏰯􏰥􏰪􏰏
1. 􏰨􏰩􏰎􏰚 􏰒􏰎􏰖􏰏􏰋􏰑 􏰛􏰋􏰔􏰋􏰥􏰑􏰋􏰧 􏰏􏰐 􏰌􏰩􏰋 􏰑􏰕􏰋􏰦􏰏􏰠􏰏􏰋􏰧 􏰍􏰋􏰥􏰛
2. 􏰨􏰩􏰎􏰚 􏰩􏰏􏰓􏰩􏰋􏰑􏰌 􏰛􏰥􏰌􏰋􏰧 􏰒􏰎􏰖􏰏􏰋 􏰠􏰎􏰛 􏰋􏰥􏰦􏰩 􏰍􏰋􏰥􏰛
3. 􏰨􏰩􏰎􏰚 􏰌􏰩􏰋 􏰌􏰏􏰌􏰔􏰋 􏰥􏰐􏰧 􏰍􏰋􏰥􏰛 􏰎􏰠 􏰛􏰋􏰔􏰋􏰥􏰑􏰋 􏰎􏰠 􏰥􏰔􏰔 􏰒􏰎􏰖􏰏􏰋􏰑 􏰏􏰐 􏰥 􏰑􏰕􏰋􏰦􏰏􏰠􏰏􏰦 􏰔􏰥􏰐􏰓􏰊􏰥􏰓􏰋
4. E􏰜􏰏􏰌 􏰠􏰛􏰎􏰒 􏰌􏰩􏰋 􏰕􏰛􏰎􏰓􏰛􏰥􏰒
E􏰐􏰌􏰋􏰛 􏰥 􏰦􏰩􏰎􏰏􏰦􏰋 􏰠􏰛􏰎􏰒 1 􏰌􏰎 4: 5
􏰰􏰎􏰊 􏰋􏰐􏰌􏰋􏰛􏰋􏰧 􏰥􏰐 􏰏􏰐􏰦􏰎􏰛􏰛􏰋􏰦􏰌 􏰦􏰩􏰎􏰏􏰦􏰋. 􏰫􏰛􏰍 􏰥􏰓􏰥􏰏􏰐.
1. 􏰨􏰩􏰎􏰚 􏰒􏰎􏰖􏰏􏰋􏰑 􏰛􏰋􏰔􏰋􏰥􏰑􏰋􏰧 􏰏􏰐 􏰌􏰩􏰋 􏰑􏰕􏰋􏰦􏰏􏰠􏰏􏰋􏰧 􏰍􏰋􏰥􏰛
2. 􏰨􏰩􏰎􏰚 􏰩􏰏􏰓􏰩􏰋􏰑􏰌 􏰛􏰥􏰌􏰋􏰧 􏰒􏰎􏰖􏰏􏰋 􏰠􏰎􏰛 􏰋􏰥􏰦􏰩 􏰍􏰋􏰥􏰛
3. 􏰨􏰩􏰎􏰚 􏰌􏰩􏰋 􏰌􏰏􏰌􏰔􏰋 􏰥􏰐􏰧 􏰍􏰋􏰥􏰛 􏰎􏰠 􏰛􏰋􏰔􏰋􏰥􏰑􏰋 􏰎􏰠 􏰥􏰔􏰔 􏰒􏰎􏰖􏰏􏰋􏰑 􏰏􏰐 􏰥 􏰑􏰕􏰋􏰦􏰏􏰠􏰏􏰦 􏰔􏰥􏰐􏰓􏰊􏰥􏰓􏰋
4. E􏰜􏰏􏰌 􏰠􏰛􏰎􏰒 􏰌􏰩􏰋 􏰕􏰛􏰎􏰓􏰛􏰥􏰒
E􏰐􏰌􏰋􏰛 􏰥 􏰦􏰩􏰎􏰏􏰦􏰋 􏰠􏰛􏰎􏰒 1 􏰌􏰎 4: 4
$
Hin􏰅􏰀
Code 􏰌he f􏰊nc􏰌ionali􏰌􏰍 inc􏰛emen􏰌all􏰍, con􏰑􏰌an􏰌l􏰍 􏰌e􏰑􏰌ing i􏰌 and 􏰊􏰑ing 􏰖e􏰛􏰑ion con􏰌􏰛ol (e.g., Gi􏰌) 􏰌o 􏰌􏰛ack change􏰑.
Yo􏰊 can 􏰊􏰑e 􏰌he G􏰛ading R􏰊b􏰛ic a􏰑 a g􏰊ide 􏰌o inc􏰛emen􏰌all􏰍 de􏰖elop 􏰌he f􏰊nc􏰌ionali􏰌􏰍.
To con􏰖e􏰛􏰌 a 􏰑􏰌􏰛ing 􏰌o in􏰌, 􏰍o􏰊 can 􏰊􏰑e 􏰌he f􏰊nc􏰌ion a􏰌􏰎􏰏 (􏰩􏰌􏰌􏰕􏰑://􏰒a􏰐7.􏰎􏰛􏰓/􏰔􏰏􏰐􏰊􏰜/􏰒a􏰐-􏰕a􏰓􏰋􏰑/􏰒a􏰐3/a􏰌􏰎􏰏.3.􏰩􏰌􏰒􏰔) .
To con􏰖e􏰛􏰌 a 􏰑􏰌􏰛ing 􏰌o a do􏰊ble, 􏰍o􏰊 can 􏰊􏰑e 􏰌he f􏰊nc􏰌ion 􏰑􏰌􏰛􏰌􏰎􏰧 (􏰩􏰌􏰌􏰕􏰑://􏰒a􏰐7.􏰎􏰛􏰓/􏰔􏰏􏰐􏰊􏰜/􏰒a􏰐- 􏰕a􏰓􏰋􏰑/􏰒a􏰐3/􏰑􏰌􏰛􏰌􏰎􏰧.3.􏰩􏰌􏰒􏰔) .
To e􏰜􏰌􏰛ac􏰌 􏰌oken􏰑 f􏰛om a 􏰑􏰌􏰛ing, 􏰊􏰑e 􏰑􏰌􏰛􏰌􏰎􏰬_􏰛 (􏰩􏰌􏰌􏰕􏰑://􏰒a􏰐7.􏰎􏰛􏰓/􏰔􏰏􏰐􏰊􏰜/􏰒a􏰐-􏰕a􏰓􏰋􏰑/􏰒a􏰐3/􏰑􏰌􏰛􏰌􏰎􏰬_􏰛.3.􏰩􏰌􏰒􏰔) in􏰑􏰌ead of 􏰑􏰌􏰛􏰌ok.
To p􏰛in􏰌 a 􏰖a􏰛iable of da􏰌a 􏰌􏰍pe do􏰊ble 􏰌o one decimal 􏰑pace, 􏰊􏰑e “%.1f” fo􏰛 􏰌hi􏰑 􏰖a􏰛iable in 􏰌he fo􏰛ma􏰌 􏰑􏰌􏰛ing pa􏰑􏰑ed 􏰌o 􏰕􏰛􏰏􏰐􏰌􏰠 (􏰩􏰌􏰌􏰕􏰑://􏰒a􏰐7.􏰎􏰛􏰓/􏰔􏰏􏰐􏰊􏰜/􏰒a􏰐-􏰕a􏰓􏰋􏰑/􏰒a􏰐1/􏰕􏰛􏰏􏰐􏰌􏰠.1.􏰩􏰌􏰒􏰔) .
Re􏰀o􏰗rce􏰀
We ha􏰖e p􏰛o􏰖ided an e􏰜ample p􏰛og􏰛am 􏰒a􏰏􏰐.c (􏰩􏰌􏰌􏰕􏰑://􏰛􏰋􏰕􏰔.􏰏􏰌/@c􏰑344/􏰑􏰌􏰊􏰧􏰋􏰐􏰌􏰑c#􏰒a􏰏􏰐.c) 􏰌ha􏰌 􏰛ead􏰑 a 􏰑pace delimi􏰌ed 􏰌e􏰜􏰌 file 􏰚i􏰌h 􏰑􏰌􏰊den􏰌 da􏰌a, p􏰛oce􏰑􏰑e􏰑 i􏰌 line b􏰍 line, c􏰛ea􏰌e􏰑 a linked li􏰑􏰌 of 􏰑􏰌􏰊den􏰌 􏰑􏰌􏰛􏰊c􏰌􏰑 􏰚i􏰌h 􏰌ha􏰌 da􏰌a and 􏰌hen p􏰛in􏰌􏰑 􏰌ha􏰌 da􏰌a.
In 􏰍o􏰊􏰛 a􏰑􏰑ignmen􏰌, 􏰍o􏰊 can 􏰊􏰑e and adap􏰌 an􏰍 code f􏰛om 􏰌hi􏰑 p􏰛og􏰛am and al􏰑o an􏰍 code p􏰛e􏰑en􏰌ed in 􏰌he e􏰜plo􏰛a􏰌ion􏰑.
A 􏰑ample file 􏰚i􏰌h 􏰑􏰌􏰊den􏰌 info 􏰌ha􏰌 􏰍o􏰊 can 􏰊􏰑e 􏰚i􏰌h 􏰌hi􏰑 p􏰛og􏰛am i􏰑 a􏰖ailable 􏰩􏰋􏰛􏰋 (􏰩􏰌􏰌􏰕􏰑://􏰛􏰋􏰕􏰔.􏰏􏰌/@c􏰑344/􏰑􏰌􏰊􏰧􏰋􏰐􏰌􏰑c#􏰑􏰌􏰊􏰧􏰋􏰐􏰌_􏰏􏰐􏰠􏰎1.􏰌􏰜􏰌) .
Yo􏰊 can compile and 􏰛􏰊n 􏰌he p􏰛og􏰛am b􏰍 􏰊􏰑ing 􏰌he follo􏰚ing command􏰑:
􏰓􏰦􏰦 –􏰑􏰌􏰧=􏰓􏰐􏰊99 -􏰎 􏰑􏰌􏰊􏰧􏰋􏰐􏰌􏰑 􏰒􏰥􏰏􏰐.􏰦
./􏰑􏰌􏰊􏰧􏰋􏰐􏰌􏰑 􏰑􏰌􏰊􏰧􏰋􏰐􏰌􏰤􏰏􏰐􏰠􏰎1.􏰌􏰜􏰌

What to turn in?
Yo􏰊 can onl􏰍 􏰊􏰑e C fo􏰛 coding 􏰌hi􏰑 a􏰑􏰑ignmen􏰌 and 􏰍o􏰊 m􏰊􏰑􏰌 􏰊􏰑e 􏰌he gcc compile􏰛.
Yo􏰊 can 􏰊􏰑e C99 o􏰛 GNU99 􏰑􏰌anda􏰛d o􏰛 􏰌he defa􏰊l􏰌 􏰑􏰌anda􏰛d 􏰊􏰑ed b􏰍 􏰌he gcc in􏰑􏰌alla􏰌ion on o􏰑1.
Yo􏰊􏰛 a􏰑􏰑ignmen􏰌 􏰚ill be g􏰛aded on o􏰑1.
S􏰊bmi􏰌 a 􏰑ingle 􏰂ip file 􏰚i􏰌h all 􏰍o􏰊􏰛 code, 􏰚hich can be in a􏰑 man􏰍 diffe􏰛en􏰌 file􏰑 a􏰑 􏰍o􏰊 􏰚an􏰌.
Thi􏰑 􏰂ip file m􏰊􏰑􏰌 be named 􏰰O􏰮RONID􏰤􏰕􏰛􏰎􏰓􏰛􏰥􏰒1.􏰂􏰏􏰕 􏰚he􏰛e YOURONID 􏰑ho􏰊ld be 􏰛eplaced b􏰍 􏰍o􏰊􏰛 o􏰚n ONID.
E.g., if cha􏰊dh􏰛n 􏰚a􏰑 􏰑􏰊bmi􏰌􏰌ing 􏰌he a􏰑􏰑ignmen􏰌, 􏰌he file m􏰊􏰑􏰌 be named 􏰦􏰩􏰥􏰊􏰧􏰩􏰛􏰐􏰤􏰕􏰛􏰎􏰓􏰛􏰥􏰒1.􏰂􏰏􏰕 .
In 􏰌he 􏰂ip file, 􏰍o􏰊 m􏰊􏰑􏰌 incl􏰊de a 􏰌e􏰜􏰌 file called README.􏰌􏰜􏰌 􏰌ha􏰌 con􏰌ain􏰑 in􏰑􏰌􏰛􏰊c􏰌ion􏰑 on ho􏰚 􏰌o compile 􏰍o􏰊􏰛 code 􏰊􏰑ing gcc 􏰌o c􏰛ea􏰌e an e􏰜ec􏰊􏰌able file 􏰌ha􏰌 m􏰊􏰑􏰌 be named 􏰒􏰎􏰖􏰏􏰋􏰑 .
When 􏰍o􏰊 􏰛e􏰑􏰊bmi􏰌 a file in Can􏰖a􏰑, Can􏰖a􏰑 can a􏰌􏰌ach a 􏰑􏰊ffi􏰜 􏰌o 􏰌he file, e.g., 􏰌he file name ma􏰍 become
􏰦􏰩􏰥􏰊􏰧􏰩􏰛􏰐􏰤􏰕􏰛􏰎􏰓􏰛􏰥􏰒1-1.􏰂􏰏􏰕 . Don’􏰌 􏰚o􏰛􏰛􏰍 abo􏰊􏰌 􏰌hi􏰑 name change a􏰑 no poin􏰌􏰑 􏰚ill be ded􏰊c􏰌ed beca􏰊􏰑e of 􏰌hi􏰑. Grading Criteria
Thi􏰑 a􏰑􏰑ignmen􏰌 i􏰑 􏰚o􏰛􏰌h 7% of 􏰍o􏰊􏰛 final g􏰛ade.
100 poin􏰌􏰑 a􏰛e a􏰖ailable fo􏰛 􏰌he a􏰑􏰑ignmen􏰌 and 􏰌he b􏰛eak-􏰊p fo􏰛 i􏰌em􏰑 i􏰑 de􏰑c􏰛ibed in 􏰌he g􏰛ading 􏰛􏰊b􏰛ic. The g􏰛ading 􏰚ill be done on o􏰑1 b􏰍 􏰛􏰊nning 􏰌he p􏰛og􏰛am again􏰑􏰌 one o􏰛 mo􏰛e CSV file􏰑 􏰌ha􏰌 ha􏰖e 􏰌he e􏰜ac􏰌 fo􏰛ma􏰌 of 􏰌he 􏰑ample CSV file b􏰊􏰌 􏰚i􏰌h diffe􏰛en􏰌 da􏰌a.
A􏰑􏰑􏰏􏰓􏰐􏰒􏰋􏰐􏰌 1 M􏰎􏰖􏰏􏰋􏰑

C􏰛􏰏􏰌􏰋􏰛􏰏a
Ra􏰌􏰏􏰐􏰓􏰑
P􏰌􏰑
Me􏰑􏰑age abo􏰊􏰌 p􏰛oce􏰑􏰑ed file and mo􏰖ie􏰑 i􏰑 co􏰛􏰛ec􏰌
15.0 􏰕􏰌􏰑 F􏰊􏰔􏰔 Ma􏰛􏰬􏰑
0.0 􏰕􏰌􏰑 N􏰎 Ma􏰛􏰬􏰑
15.0 p􏰌􏰑
“Sho􏰚 mo􏰖ie􏰑 􏰛elea􏰑ed in 􏰌he 􏰑pecified 􏰍ea􏰛” 􏰚o􏰛k􏰑 co􏰛􏰛ec􏰌l􏰍
15.0 􏰕􏰌􏰑 F􏰊􏰔􏰔 Ma􏰛􏰬􏰑
0.0 􏰕􏰌􏰑 N􏰎 Ma􏰛􏰬􏰑
15.0 p􏰌􏰑
“Sho􏰚 highe􏰑􏰌 􏰛a􏰌ed mo􏰖ie fo􏰛 each 􏰍ea􏰛” 􏰚o􏰛k􏰑 co􏰛􏰛ec􏰌l􏰍
20.0 􏰕􏰌􏰑 F􏰊􏰔􏰔 Ma􏰛􏰬􏰑
0.0 􏰕􏰌􏰑 N􏰎 Ma􏰛􏰬􏰑
20.0 p􏰌􏰑
“Sho􏰚 􏰌he 􏰌i􏰌le and 􏰍ea􏰛 of 􏰛elea􏰑e of all mo􏰖ie􏰑 in a 􏰑pecific lang􏰊age” 􏰚o􏰛k􏰑 co􏰛􏰛ec􏰌l􏰍
20.0 􏰕􏰌􏰑 F􏰊􏰔􏰔 Ma􏰛􏰬􏰑
0.0 􏰕􏰌􏰑 N􏰎 Ma􏰛􏰬􏰑
20.0 p􏰌􏰑
The p􏰛og􏰛am e􏰜i􏰌􏰑 onl􏰍 􏰚hen 􏰊􏰑e􏰛 en􏰌e􏰛􏰑 􏰌he co􏰛􏰛ec􏰌 choice
4.0 􏰕􏰌􏰑 F􏰊􏰔􏰔 Ma􏰛􏰬􏰑
0.0 􏰕􏰌􏰑 N􏰎 Ma􏰛􏰬􏰑
4.0 p􏰌􏰑
Top le􏰖el choice o􏰌he􏰛 􏰌han 1 􏰌o 4 i􏰑 co􏰛􏰛ec􏰌l􏰍 handled
1.0 􏰕􏰌􏰑 F􏰊􏰔􏰔 Ma􏰛􏰬􏰑
0.0 􏰕􏰌􏰑 N􏰎 Ma􏰛􏰬􏰑
1.0 p􏰌􏰑
The a􏰑􏰑ignmen􏰌 􏰑􏰊bmi􏰑􏰑ion follo􏰚􏰑 􏰌he di􏰛ec􏰌ion􏰑.
5.0 􏰕􏰌􏰑 F􏰊􏰔􏰔 Ma􏰛􏰬􏰑
The 􏰂ip file i􏰑 named co􏰛􏰛ec􏰌l􏰍. A README.􏰌􏰜􏰌 file i􏰑 incl􏰊ded in 􏰌he 􏰂ip file 􏰚i􏰌h di􏰛ec􏰌ion􏰑 on ho􏰚 􏰌o compile 􏰌he code. R􏰊nning 􏰌he di􏰛ec􏰌ion􏰑 in 􏰌he README.􏰌􏰜􏰌 file c􏰛ea􏰌e􏰑 an e􏰜ec􏰊􏰌able named mo􏰖ie􏰑.
0.0 􏰕􏰌􏰑 N􏰎 Ma􏰛􏰬􏰑
􏰂ip file i􏰑 inco􏰛􏰛ec􏰌l􏰍 named and/o􏰛 􏰌he README.􏰌􏰜􏰌 file i􏰑 mi􏰑􏰑ing and/o􏰛 􏰌he README.􏰌􏰜􏰌 file doe􏰑n’􏰌 incl􏰊de 􏰖alid in􏰑􏰌􏰛􏰊c􏰌ion􏰑 􏰌o c􏰛ea􏰌e an e􏰜ec􏰊􏰌able named mo􏰖ie􏰑
5.0 p􏰌􏰑
The code i􏰑 􏰚ell- commen􏰌ed
5.0 􏰌􏰎 >0.0 􏰕􏰌􏰑 F􏰊􏰔􏰔 Ma􏰛􏰬􏰑
0.0 􏰕􏰌􏰑 N􏰎 Ma􏰛􏰬􏰑
5.0 p􏰌􏰑
The p􏰛og􏰛am mee􏰌􏰑 􏰌he 􏰌echnical 􏰛e􏰝􏰊i􏰛emen􏰌 of p􏰛oce􏰑􏰑ing 􏰌he file line b􏰍 line
5.0 􏰕􏰌􏰑 F􏰊􏰔􏰔 Ma􏰛􏰬􏰑
0.0 􏰕􏰌􏰑 N􏰎 Ma􏰛􏰬􏰑
5.0 p􏰌􏰑
The p􏰛og􏰛am mee􏰌􏰑 􏰌he 􏰌echnical 􏰛e􏰝􏰊i􏰛emen􏰌 of defining and 􏰊􏰑ing an app􏰛op􏰛ia􏰌e mo􏰖ie 􏰑􏰌􏰛􏰊c􏰌 fo􏰛 􏰌he da􏰌a of a mo􏰖ie
5.0 􏰕􏰌􏰑 F􏰊􏰔􏰔 Ma􏰛􏰬􏰑
0.0 􏰕􏰌􏰑 N􏰎 Ma􏰛􏰬􏰑
5.0 p􏰌􏰑

C􏰛􏰏􏰌􏰋􏰛􏰏a
Ra􏰌􏰏􏰐􏰓􏰑
P􏰌􏰑
The p􏰛og􏰛am mee􏰌􏰑 􏰌he 􏰌echnical 􏰛e􏰝􏰊i􏰛emen􏰌 of 􏰊􏰑ing a linked li􏰑􏰌 fo􏰛 all 􏰌he mo􏰖ie 􏰑􏰌􏰛􏰊c􏰌􏰑
5.0 􏰕􏰌􏰑 F􏰊􏰔􏰔 Ma􏰛􏰬􏰑
0.0 􏰕􏰌􏰑 N􏰎 Ma􏰛􏰬􏰑
5.0 p􏰌􏰑
To􏰌al Poin􏰌􏰑: 100.0