From 1c219d481b1f377a019d6b8d6520d12c2a1be4a0 Mon Sep 17 00:00:00 2001 From: Aiushta96 Date: Sat, 1 Oct 2022 11:09:49 +0400 Subject: [PATCH 1/8] Implemented solution & explanation --- problem-set/Fibonacci.java | 39 ++++++++++++++++++++++++++++++++++++++ problem-set/Fibonacci.md | 38 +++++++++++++++++++++++++++++++++++++ problem-set/desktop.ini | 4 ++++ 3 files changed, 81 insertions(+) create mode 100644 problem-set/Fibonacci.java create mode 100644 problem-set/Fibonacci.md create mode 100644 problem-set/desktop.ini diff --git a/problem-set/Fibonacci.java b/problem-set/Fibonacci.java new file mode 100644 index 0000000..be7ec4b --- /dev/null +++ b/problem-set/Fibonacci.java @@ -0,0 +1,39 @@ +/* + * File: Fibonacci.java + * --------------------------------- + * მოხმარებელს შეყავს მთელი რიცხვი n, პროგრამამ უნდა დაბეჭდოს ფიბონაჩის მიმდევრობის მე n წევრი. + */ + +import acm.program.*; + +public class ConsoleProgrammSample extends ConsoleProgram { + + public void run() { + //Reading n from console. + int n = readInt("Enter n: "); + //n should be positive, because element indexes start from 1. + if(n <= 0){ + println("There is no n-th element in fibonnaci sequence"); + }else{ + //Initializing variables, where firstNum is fibonacci[n-2] and secondNum is fibonacci[n-1] + //in fibonacci[n] = fibonacci[n-2] + fibonacci[n-1] formula. + //0 and 1 are fibonacci sequence starting elements. + int firstNum = 0; + int secondNum = 1; + //If we want first element, there is no operations need to generate it. + if(n == 1){ + println(0); + }else{ + //Starting generating numbers from third element to n. + for(int i = 3; i <= n; i++){ + int newNumber = firstNum + secondNum; + //Shifting numbers on left. + firstNum = secondNum; + secondNum = newNumber; + } + //Printing the most right generated element. + println(secondNum); + } + } + } +} \ No newline at end of file diff --git a/problem-set/Fibonacci.md b/problem-set/Fibonacci.md new file mode 100644 index 0000000..5e33e48 --- /dev/null +++ b/problem-set/Fibonacci.md @@ -0,0 +1,38 @@ +# Fibonacci + +პრობლემა: +``` +მოხმარებელს შეყავს მთელი რიცხვი n, პროგრამამ უნდა დაბეჭდოს ფიბონაჩის მიმდევრობის მე n წევრი. +``` + +### პრობლემის გადაჭრის გზა +ფიბონაჩის მიმდევრობაში ყოველი ახალი წევრი წინა 2-ის ჯამის ტოლია, ამიტომ ყოველი ახალი რიცხვის გენერაციის შემდგომ შევინახოთ ბოლო 2 რიცხვი და მათი დახმარებით გამოვთვალოთ ყოველი მომდევნო. გავიმეოროთ ეს ქმედება n-2 ჯერ (რადგან მიმდევრობის პირველი 2 წევრი ცნობილია). + +### სიღრმისეული განხილვა +კონსოლიდან წავიკითხოთ n. +თუ n არადადებითია კონსოლში გამოვიტანოთ შესაბამისი შეტყობინება (მაგალითად: მიმდევრობას ვერ ეყოლება -5-ე წევრი). +როცა გვეკითხებიან პირველი ელემენტის მნიშვნელობას, გენერაციის გარეშე დავაბრუნოთ მიმდევრობის საწყისი წევრი, ანუ 0. +ინდექსების მიხედვით ფიბონაჩის მიმდევრობა ჩაიწერება, როგორც fibonacci[n] = fibonacci[n-2] + fibonacci[n-1]. აღვწეროთ ცვლადები, სადაც შევინახავთ fibonacci[n-2]-ს (2-ით წინა წევრს) და fibonacci[n-1]-ს (წინა წევრს): +> int firstNum = 0; +> int secondNum = 1; +გვაქვს მიმდევრობის პირველი და მეორე წევრი, შესაბამისად გენერაცია დაიწყება მესამე წევრიდან და გაგრძელდება n-ის ჩათვლით: +> for(int i = 3; i <= n; i++){ ... } +ყოველ ჯერზე ახალი წევრი newNumber გავუტოლოთ წინა 2-ის firstNum-ისა და secondNum-ის ჯამს. ამის შემდეგ საჭიროა მონაცემების გაახლება. secondNum-მა უნდა გადაინაცვლოს firstNum-ში, რადგან მომდევნო წევრისთვის იგი არა წინა, არამედ უკვე 2-ით წინა ელემენტია, ხოლო დაგენერირებული ელემენტი newNumber ჩაანაცვლებს secondNum-ს, რადგან იგი მომდევნო ელემენტისთვის წინა ელემენტი ხდება. საბოლოოდ გამოდის, რომ ბოლო newNumber გენერაცია შენახულია secondNum-ში, ამიტომ კონსოლში გამოვიტანთ secondNum-ის მნიშვნელობას. +ეს ყველაფერი განვიხილოთ მაგალითზე: + +* firstNum = 0 (1-ლი წევრი), secondNum = 1 (მე-2 წევრი); +* newNumber = firstNum + secondNum = 0 + 1 = 1 (მე-3 წევრი); +* იმისთვის რომ დავაგენერიროთ მე-4 წევრი საჭიროა მე-2-სა და მე-3 წევრების ჯამი, ამრიგად უნდა გავაახლოთ firstNum-ისა და secondNum-ის მონაცემები. +* firstNum = secondNum = 1 (მე-2 წევრი), secondNum = newNumber = 1 (მე-3 წევრი); +* newNumber = firstNum + secondNum = 1 + 1 = 2 (მე-4 წევრი); +> ამოვწეროთ თითოეული: 0, 1, 1, 2... როგორც ვხედავთ მიღებული მიმდევრობა ფიბონაჩის მიმდევრობაა. + +### შესაძლო კითხვა +* ცალკე შემთხვევად განვიხილეთ, როცა გვეკითხებიან პირველ წევრს, რატომ არ განვიხილეთ საწყისივე მეორე წევრი ცალკე? +როცა n = 2, for ციკლი არ ამუშავდება, რადგან i = 3 და განვიხილავთ n-ზე ნაკლებ ან ტოლ i-ებს, ხოლო 3 n-ზე მეტია, შესაბამისად არ შეიცვლება secondNum-ის მნიშვნელობა. ე.ი კოდი დაბეჭდავს secondNum-ის თავდაპირველ, ანუ სწორ მნიშვნელობას. + +### შესაძლო ხარვეზები +* პირველ რიგში, რაც შეიძლება შეგეშალოთ, არის პირველი წევრის ცალკე შემთხვევად არ განხილვა. +მისი განხილვა საჭიროა, რადგან ფიბონაჩის პირველი 2 წევრი ყოველთვისაა მოცემული, არ საჭიროებს გენერაციას, ამიტომ საჭიროა პირდაპირ გამზადებული მნიშვნელობის დაბეჭვდა. იმის გასაგებად, თუ რატომ არ საჭიროებს მეორე წევრის შემთხვევა ცალკე განხილვას, იხილეთ **შესაძლო კითხვა**. +* არადადებით ინდექსზე მდგომი ელემენტის პოვნა შეუძლებელია. +არ არსებობს მე-0 /მენულე/ ან -მე-7 /მინუს მეშვიდე/ ელემენტი მიმდევრობაში. ამიტომ ამ შემთხვევის განხილვაც ცალკე საჭიროა. \ No newline at end of file diff --git a/problem-set/desktop.ini b/problem-set/desktop.ini new file mode 100644 index 0000000..bb9f3d6 --- /dev/null +++ b/problem-set/desktop.ini @@ -0,0 +1,4 @@ +[ViewState] +Mode= +Vid= +FolderType=Generic From 5ab64c66917b4e87ba56543918669479a169f943 Mon Sep 17 00:00:00 2001 From: Aiushta96 Date: Wed, 5 Oct 2022 11:39:52 +0400 Subject: [PATCH 2/8] Fibonacci Implemented Solution --- problem-set/Fibonacci.java | 41 +++++++++++++++++++------------------- 1 file changed, 21 insertions(+), 20 deletions(-) diff --git a/problem-set/Fibonacci.java b/problem-set/Fibonacci.java index be7ec4b..33c78c6 100644 --- a/problem-set/Fibonacci.java +++ b/problem-set/Fibonacci.java @@ -14,26 +14,27 @@ public void run() { //n should be positive, because element indexes start from 1. if(n <= 0){ println("There is no n-th element in fibonnaci sequence"); - }else{ - //Initializing variables, where firstNum is fibonacci[n-2] and secondNum is fibonacci[n-1] - //in fibonacci[n] = fibonacci[n-2] + fibonacci[n-1] formula. - //0 and 1 are fibonacci sequence starting elements. - int firstNum = 0; - int secondNum = 1; - //If we want first element, there is no operations need to generate it. - if(n == 1){ - println(0); - }else{ - //Starting generating numbers from third element to n. - for(int i = 3; i <= n; i++){ - int newNumber = firstNum + secondNum; - //Shifting numbers on left. - firstNum = secondNum; - secondNum = newNumber; - } - //Printing the most right generated element. - println(secondNum); - } + return; } + //Initializing variables, where firstNum is fibonacci[n-2] and secondNum is fibonacci[n-1] + //in fibonacci[n] = fibonacci[n-2] + fibonacci[n-1] formula. + //0 and 1 are fibonacci sequence starting elements. + int firstNum = 0; + int secondNum = 1; + //If we want first element, there is no operations need to generate it. + if(n == 1){ + println(0); + return; + } + //Starting generating numbers from third element to n. + for(int i = 3; i <= n; i++){ + int newNumber = firstNum + secondNum; + //Shifting numbers on left. + firstNum = secondNum; + secondNum = newNumber; + } + //Printing the most right generated element. + println(secondNum); } + } \ No newline at end of file From 9e4e264a46855ba02a185df0588c05300cf8a21d Mon Sep 17 00:00:00 2001 From: Aiushta96 Date: Wed, 5 Oct 2022 11:54:06 +0400 Subject: [PATCH 3/8] Fibonacci Implemented Solution --- problem-set/Fibonacci.java | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/problem-set/Fibonacci.java b/problem-set/Fibonacci.java index 33c78c6..6b97516 100644 --- a/problem-set/Fibonacci.java +++ b/problem-set/Fibonacci.java @@ -16,7 +16,7 @@ public void run() { println("There is no n-th element in fibonnaci sequence"); return; } - //Initializing variables, where firstNum is fibonacci[n-2] and secondNum is fibonacci[n-1] + //Initializing variables, where firstNum is fibonacci[n-2], secondNum is fibonacci[n-1] //in fibonacci[n] = fibonacci[n-2] + fibonacci[n-1] formula. //0 and 1 are fibonacci sequence starting elements. int firstNum = 0; From faf42564abd40cf82c4507c283ac7193ce07f2ca Mon Sep 17 00:00:00 2001 From: Aiushta96 Date: Wed, 5 Oct 2022 20:37:28 +0400 Subject: [PATCH 4/8] Fibonacci Implemented Solution --- problem-set/Fibonacci.java | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/problem-set/Fibonacci.java b/problem-set/Fibonacci.java index 6b97516..33c78c6 100644 --- a/problem-set/Fibonacci.java +++ b/problem-set/Fibonacci.java @@ -16,7 +16,7 @@ public void run() { println("There is no n-th element in fibonnaci sequence"); return; } - //Initializing variables, where firstNum is fibonacci[n-2], secondNum is fibonacci[n-1] + //Initializing variables, where firstNum is fibonacci[n-2] and secondNum is fibonacci[n-1] //in fibonacci[n] = fibonacci[n-2] + fibonacci[n-1] formula. //0 and 1 are fibonacci sequence starting elements. int firstNum = 0; From 9483ad42c545544f93e9deb38e41bbbcef821fff Mon Sep 17 00:00:00 2001 From: Aiushta96 Date: Wed, 12 Oct 2022 12:56:05 +0400 Subject: [PATCH 5/8] PR-2: FillFi rstRow-5 Implemented Solution & Explanation --- problem-set/FillFirstRow.java | 35 ++++++++++++++++++++++ problem-set/FillFirstRow.md | 31 +++++++++++++++++++ problem-set/images/5.Off-By-One-Error.PNG | Bin 0 -> 6831 bytes 3 files changed, 66 insertions(+) create mode 100644 problem-set/FillFirstRow.java create mode 100644 problem-set/FillFirstRow.md create mode 100644 problem-set/images/5.Off-By-One-Error.PNG diff --git a/problem-set/FillFirstRow.java b/problem-set/FillFirstRow.java new file mode 100644 index 0000000..eb5d741 --- /dev/null +++ b/problem-set/FillFirstRow.java @@ -0,0 +1,35 @@ +/* + * File: FillFirstRow.java + * ---------------------------- + * კარელი დგას 1x1 უჯრაზე, შეავსებინეთ მას პირველი ქუჩა ბრილიანტებით. ანუ პირველი ქუჩის + * ყველა უჯრაზე უნდა იდოს ზუსტად ერთი ბრილიანტი. ჩათვალეთ რომ საწყისი სამყარო + * ცარიელი არ არის და გარკვეულ(ჩვენთვის უცნობ) უჯრებში თითო(მხოლოდ ერთი) + * ბრილიანტი დევს. + */ + +import stanford.karel.*; + +public class FillFirstRow extends SuperKarel { + + public void run() { + //Karel is already on the first row; + //Karel should move until it face the wall. + while(frontIsClear()) { + //While moving, it should place beepers, but if beeper + //already presents, there is no need to put it. + checkBeeper(); + //Moving to the next box. + move(); + } + //Karel is facing the wall, now it should check the last box. + checkBeeper(); + } + + //Karel checks beepers, if no beepers present, it puts them in + //the box, where it is standing. + private void checkBeeper() { + if (noBeepersPresent()) + putBeeper(); + } + +} \ No newline at end of file diff --git a/problem-set/FillFirstRow.md b/problem-set/FillFirstRow.md new file mode 100644 index 0000000..cb76bbd --- /dev/null +++ b/problem-set/FillFirstRow.md @@ -0,0 +1,31 @@ +# FillFirstRow + +ამოცანა: +``` +კარელი დგას 1x1 უჯრაზე, შეავსებინეთ მას პირველი ქუჩა ბრილიანტებით. ანუ პირველი ქუჩის ყველა უჯრაზე უნდა იდოს ზუსტად ერთი ბრილიანტი. ჩათვალეთ რომ საწყისი სამყარო ცარიელი არ არის და გარკვეულ(ჩვენთვის უცნობ) უჯრებში თითო(მხოლოდ ერთი) ბრილიანტი დევს. +``` + +## ამოცანის ამოხსნა +რადგანაც კარელი თავიდანვე 1x1 უჯრაზე იმყოფება, ქუჩის შეცვლა არ დაგვჭირდება. იმისთვის რომ ქუჩა ბოლომდე გავიაროთ, გამოვიწყენოთ `while` ციკლი, მანამ სანამ კარელი არ აღმოჩნდება ქუჩის ბოლოში, ანუ კედელთან. ამისთვის გამოვიყენოთ `frontIsClear` ბრძანება და `move` ბრძანებით თითო უჯრით გადავინაცვლოთ. მაშინ, როცა კარელი ქუჩის ბოლოში აღმოჩნდება `frontIsClear` შემოწმება დაგვიბრუნებს `false`-ს, რაც გამოიწვევს ციკლის გაჩერებას და კარელი უკვე ქუჩის ბოლოშია. ამოცანის მეორე ნაწილი ბრილიანტების ჩალაგებაა, ამისთვის მოძრაობის პარალელურად ყოველ უჯრაზე შევამოწმოთ ბრილიანტების მდგომარეობა `checkBeeper` მეთოდით, რომელიც ამოწმებს უჯრას, სადაც კარელი იმყოფება ბრძანებით `noBeepersPresent` და როდესაც უჯრაში ბრილიანტი არ დევს, ეს ბრძანება დაგვიბრუნებს `true`-ს და მხოლოდ ამ შემთხვევაში დაამატებს კარელი უჯრაზე ბრილიანტს, მაშინ როცა დაგვიბრუნდება `false`, ნიშნავს რომ უჯრაში უკვე ბრილიანტია და დამატების საჭიროება არ არის. გასათვალისწინებელია, ის რომ ციკლით ჩვენ ვამოწმებთ ჯერ უჯრის მდგომარეობას და შემდეგ ვაკეთებთ ბიჯს 1 უჯრით, ამიტომ მაშინ როდესაც ციკლი მორჩება და კარელი ქუჩის ბოლოს იქნება, აღმოჩნდება, რომ ბოლო უჯრა შეუმოწმებელია. ამიტომაც კიდევ ერთხელ გამოვიძახებთ `checkBeeper` მეთოდს. ამის შემდეგ პირველი ქუჩა სრულად არის შევსებული ბრილიანტებით. +``` + +## რატომ იმუშავებს ეს ამოხსნა ყველა სამყაროსთვის? +ჩვენი ამოხსნა დამყარებულია `while` ციკლზე და არა სამყაროს ზომებზე. ნებისმიერი ზომისთვის "შემოწმება-ბიჯის" იტერირება და ბოლო ბრილიანტის შემოწმება სწორად შეასრულებს ამოცანას. განვიხილოთ სამყაროს ზომები ზოგადად: +* nxm +ნებისმიერი nxm სამყარო, თავისთავად დაიყვანება nx1-ზე, რადგანაც პირველ ქუჩას არ ვტოვებთ, ამიტომ მხოლოდ ამ ქუჩაზე დაკვირვება საკმარისი იქნება. +* nx1 +`while` ციკლი უზრუნველყოფს იმას, რომ კარელმა ქუჩა მთლიანად გაიაროს და ყოველი ბიჯის წინ შეამოწმოს ბრილიანტი. n-ცალ უჯრაში n-1 ნაბიჯის გაკეთებაა შესაძლებელი, ესე იგი ციკლის ბოლოს თამამად შეგვიძლია ვთქვათ, რომ ბიჯის რაოდენობის ტოლი, ანუ n-1 ცალი ბრილიანტი დევს პირველ ქუჩაზე, პირველ n-1 უჯრაში. მის n-მდე შესავსებად, 1 ცალი ბრილიანტის არსებობაა საჭირო მე-n უჯრაზე, რომელიც ციკლის დასრულების შემდეგ უნდა შევამოწმოთ, რადგან ციკლის ბოლოს კარელი ზუსტად ამ უჯრაზე, კედელთან იმყოფება. შესაბამისად ამ შემოწმების შემდეგ აღმოჩნდება, რომ პირველ ქუჩაზე n უჯრაში, n ცალი ბრილიანტი დევს, თითოში-თითო, რაც ნიშნავს რომ ამოცანა გადაჭრილია. +* 1x1 +`while` ციკლი თავიდანვე არ ამუშავდება, რადგან `frontIsClear` ბრძანება დაგვიბრუნებს `false`-ს, რის გამოც, მოხდება მხოლოდ `checkBeeper` მეთოდის გამოძახება, რაც შეამოწმებს 1x1 უჯრას და უზრუნველყოფს, რომ მასზე 1 ბრილიანტი იდოს. საბოლოოდ პირველი ქუჩა ბრილიანტებით მაინც შეივსო და ამოხსნა სწორია. + +## რა საჭიროა `while`-ის შემდეგ `checkBeeper` მეთოდის გამოძახება? +დავუშვათ `checkBeeper` მეთოდი არ გამოვიძახეთ ციკლის შემდეგ, ანუ ჩვენი კოდი გამოიყურება ასე: +```java +while(frontIsClear()) { + checkBeeper(); + move(); +} +განვიხილოთ თუნდაც 2x1 ზომის სამყარო. მაშინ როცა კარელი იმყოფება 1x1 უჯრაში `frontIsClear` შემოწმება გვიბრუნებს `true`-ს, ამიტომ კარელი ამოწმებს 1x1 უჯრას, და გადადის 2x1-ზე. ახლა კარელი იმყოფება 2x1 უჯრაში `frontIsClear` შემოწმება გვიბრუნებს `false`-ს, ამიტომ ციკლი წყდება და ჩვენი კოდიც სრულდება. სამყარო გამოიყურება შემდეგნაირად: +[Image Of Karel Standing on 2nd Box](/problem-set/images/5.Off-By-One-Error.png) +ყურადღება მივაქციოთ, რომ არსად არ შემოწმებულა ეს 2x1 უჯრა, შესაბამისად ჩვენ არ გვაქვს ინფორმაცია უჯრაზე. სადაც კარელი იმყოფება ციკლის ბოლოს. ამიტომ ციკლის გარეთ `checkBeeper` მეთოდის გამოძახება გადაგვიჭრის ამ პრობლემას. ახლა უკვე, როცა ციკლი შეწყდა და კარელი 2x1 უჯრაზე იმყოფება, ციკლის გარეთ მას უწევს `checkBeeper` მეთოდის გამოძახება და 2x1 უჯრაც შემოწმებულია. +* ამ შეცდომას პროგრამირებაში [Off-By-One Error](https://stackoverflow.com/questions/2939869/what-is-an-off-by-one-error-and-how-do-i-fix-it)-ს უწოდებენ. \ No newline at end of file diff --git a/problem-set/images/5.Off-By-One-Error.PNG b/problem-set/images/5.Off-By-One-Error.PNG new file mode 100644 index 0000000000000000000000000000000000000000..7cd4f5a76100e4cd299de7a046e85d6b4b11bc1f GIT binary patch literal 6831 zcmeHMd03L^+NZI}n$o7u$wn<~)5)cAl!!cP%S>fy*l4bhS}xcDl`#raT$-`5#mqv< z0k=Bl7NQ}8juG0T8HQ-72=2LH8j4EdUgyD1-{;%s_5FR$b)7%Bgy;AC?)`r5=Y75M zlcSy1S9)K;U@)yChYvWzU`r;!r)K#wu%cjiO2MBcBxk!HV1=R$1K`Kf!2Rg`Fc>>= z~}fuJtRF<*qgImF;7+ zB13gj?`Y_C7b;S3iIzcQ;!L#}+3Kl;w`H(p&=T_%T-V!o{8EVTTX@zh6%OTpoo_Z$VGBSBE8ep|mBb zVMJSAI(^yd`bWIdoOBU7R`YaMJGS||z}&|gJ4c3D!IzW`T}$-NPl!|IRw2({Sk}Sc zV40aUPe`#7a~kKtGlKIOdN%ts6yAHJBA0m?FN_KW3lpEqYYQS{3^Rz1M-{J1nJ)mPqrOiCriRg|rsZEdx5npTds-(9uo z%|MmzhpGNdk)HPO7f52w!GeRa{VCm%S!J1h5BJCRw_uCcyshsl`)l9~iPYTt`Vu{? zD>BTL-_fP@cKb|dBr3ci?v;BQfd%%rNu|PB9;LbC4-}_)t#U7BzwSQCt1Ac=ay%x5 z6X=fMC_20-tsO#!w$5aM;DJq+%uO+m($R$|6PJ5_^hiBJr;a8ZidH{7boM4Xw%^478L zRRr`*n1ha_N?5=PZ0;yWZEappvSqLU(;;5TM7|YMHOb#2`iCXlbt+t=o?nI?g0|#h zuxBWlYc%(V|F3c!u5Io?$&-$27(b!%bPlj*hp~tyPNUFH+>i<*dDvz*Nvad!S~$Gc zW!cvyeUB`!?i?xrgF0=UmR&iOS>Tu+VC8pDx2dG_mJ%`4Nd(m z5HE&bLL3=t>W;+MlHCL=b%jE<^;w8Y3Tt;NCMn&^^64NBCz&gQc*%E8b6}N~XZOa@ zYK28S5|o*~I|*|<3MqIX^=Pp-y z49l|+GgkQ(PS&^)>I(WV6dwYWnR0ZLj6e)VpTM3X9%5O@!gn4ARhe@+st8$aX6XJ9 zWb=VOG_j-EItU!l|M5GQ^K|Bf0lPE9 zVqgzcW!&YcLS%)Pz36-rJ^bwYLe_m$miQZ`4I>|vrO$fG2|@&qRxqlA;JkrDndK&` zQn8%8BfLioC#&E1CnRH0Xn8P8Fyw7n9fUw^{{Z!*=yDVbi5k!9y-vr;j;V?uI@_x< z#0`UC7?C2u@n@%_!S_CyHvGRQrgN8Q^_rFNDN*aYQu^b5x zljK}yZ!}dx*G*DD!6Zp3hU6S&|J_s$eTq5+0b7ajwoIg9Q>lLvkxt)HRt^c@+${;{ zPUlYJsa}1Y%svNdQE8QT6XV8oh+sRvR+wx94N=IIsC!5QWKM5#22OV57L;jF1#e

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- -public class ConsoleProgrammSample extends ConsoleProgram { - - public void run() { - //Reading n from console. - int n = readInt("Enter n: "); - //n should be positive, because element indexes start from 1. - if(n <= 0){ - println("There is no n-th element in fibonnaci sequence"); - return; - } - //Initializing variables, where firstNum is fibonacci[n-2] and secondNum is fibonacci[n-1] - //in fibonacci[n] = fibonacci[n-2] + fibonacci[n-1] formula. - //0 and 1 are fibonacci sequence starting elements. - int firstNum = 0; - int secondNum = 1; - //If we want first element, there is no operations need to generate it. - if(n == 1){ - println(0); - return; - } - //Starting generating numbers from third element to n. - for(int i = 3; i <= n; i++){ - int newNumber = firstNum + secondNum; - //Shifting numbers on left. - firstNum = secondNum; - secondNum = newNumber; - } - //Printing the most right generated element. - println(secondNum); - } - -} \ No newline at end of file diff --git a/problem-set/Fibonacci.md b/problem-set/Fibonacci.md deleted file mode 100644 index 5e33e48..0000000 --- a/problem-set/Fibonacci.md +++ /dev/null @@ -1,38 +0,0 @@ -# Fibonacci - -პრობლემა: -``` -მოხმარებელს შეყავს მთელი რიცხვი n, პროგრამამ უნდა დაბეჭდოს ფიბონაჩის მიმდევრობის მე n წევრი. -``` - -### პრობლემის გადაჭრის გზა -ფიბონაჩის მიმდევრობაში ყოველი ახალი წევრი წინა 2-ის ჯამის ტოლია, ამიტომ ყოველი ახალი რიცხვის გენერაციის შემდგომ შევინახოთ ბოლო 2 რიცხვი და მათი დახმარებით გამოვთვალოთ ყოველი მომდევნო. გავიმეოროთ ეს ქმედება n-2 ჯერ (რადგან მიმდევრობის პირველი 2 წევრი ცნობილია). - -### სიღრმისეული განხილვა -კონსოლიდან წავიკითხოთ n. -თუ n არადადებითია კონსოლში გამოვიტანოთ შესაბამისი შეტყობინება (მაგალითად: მიმდევრობას ვერ ეყოლება -5-ე წევრი). -როცა გვეკითხებიან პირველი ელემენტის მნიშვნელობას, გენერაციის გარეშე დავაბრუნოთ მიმდევრობის საწყისი წევრი, ანუ 0. -ინდექსების მიხედვით ფიბონაჩის მიმდევრობა ჩაიწერება, როგორც fibonacci[n] = fibonacci[n-2] + fibonacci[n-1]. აღვწეროთ ცვლადები, სადაც შევინახავთ fibonacci[n-2]-ს (2-ით წინა წევრს) და fibonacci[n-1]-ს (წინა წევრს): -> int firstNum = 0; -> int secondNum = 1; -გვაქვს მიმდევრობის პირველი და მეორე წევრი, შესაბამისად გენერაცია დაიწყება მესამე წევრიდან და გაგრძელდება n-ის ჩათვლით: -> for(int i = 3; i <= n; i++){ ... } -ყოველ ჯერზე ახალი წევრი newNumber გავუტოლოთ წინა 2-ის firstNum-ისა და secondNum-ის ჯამს. ამის შემდეგ საჭიროა მონაცემების გაახლება. secondNum-მა უნდა გადაინაცვლოს firstNum-ში, რადგან მომდევნო წევრისთვის იგი არა წინა, არამედ უკვე 2-ით წინა ელემენტია, ხოლო დაგენერირებული ელემენტი newNumber ჩაანაცვლებს secondNum-ს, რადგან იგი მომდევნო ელემენტისთვის წინა ელემენტი ხდება. საბოლოოდ გამოდის, რომ ბოლო newNumber გენერაცია შენახულია secondNum-ში, ამიტომ კონსოლში გამოვიტანთ secondNum-ის მნიშვნელობას. -ეს ყველაფერი განვიხილოთ მაგალითზე: - -* firstNum = 0 (1-ლი წევრი), secondNum = 1 (მე-2 წევრი); -* newNumber = firstNum + secondNum = 0 + 1 = 1 (მე-3 წევრი); -* იმისთვის რომ დავაგენერიროთ მე-4 წევრი საჭიროა მე-2-სა და მე-3 წევრების ჯამი, ამრიგად უნდა გავაახლოთ firstNum-ისა და secondNum-ის მონაცემები. -* firstNum = secondNum = 1 (მე-2 წევრი), secondNum = newNumber = 1 (მე-3 წევრი); -* newNumber = firstNum + secondNum = 1 + 1 = 2 (მე-4 წევრი); -> ამოვწეროთ თითოეული: 0, 1, 1, 2... როგორც ვხედავთ მიღებული მიმდევრობა ფიბონაჩის მიმდევრობაა. - -### შესაძლო კითხვა -* ცალკე შემთხვევად განვიხილეთ, როცა გვეკითხებიან პირველ წევრს, რატომ არ განვიხილეთ საწყისივე მეორე წევრი ცალკე? -როცა n = 2, for ციკლი არ ამუშავდება, რადგან i = 3 და განვიხილავთ n-ზე ნაკლებ ან ტოლ i-ებს, ხოლო 3 n-ზე მეტია, შესაბამისად არ შეიცვლება secondNum-ის მნიშვნელობა. ე.ი კოდი დაბეჭდავს secondNum-ის თავდაპირველ, ანუ სწორ მნიშვნელობას. - -### შესაძლო ხარვეზები -* პირველ რიგში, რაც შეიძლება შეგეშალოთ, არის პირველი წევრის ცალკე შემთხვევად არ განხილვა. -მისი განხილვა საჭიროა, რადგან ფიბონაჩის პირველი 2 წევრი ყოველთვისაა მოცემული, არ საჭიროებს გენერაციას, ამიტომ საჭიროა პირდაპირ გამზადებული მნიშვნელობის დაბეჭვდა. იმის გასაგებად, თუ რატომ არ საჭიროებს მეორე წევრის შემთხვევა ცალკე განხილვას, იხილეთ **შესაძლო კითხვა**. -* არადადებით ინდექსზე მდგომი ელემენტის პოვნა შეუძლებელია. -არ არსებობს მე-0 /მენულე/ ან -მე-7 /მინუს მეშვიდე/ ელემენტი მიმდევრობაში. ამიტომ ამ შემთხვევის განხილვაც ცალკე საჭიროა. \ No newline at end of file diff --git a/problem-set/FillFirstRow.java b/problem-set/FillFirstRow.java deleted file mode 100644 index eb5d741..0000000 --- a/problem-set/FillFirstRow.java +++ /dev/null @@ -1,35 +0,0 @@ -/* - * File: FillFirstRow.java - * ---------------------------- - * კარელი დგას 1x1 უჯრაზე, შეავსებინეთ მას პირველი ქუჩა ბრილიანტებით. ანუ პირველი ქუჩის - * ყველა უჯრაზე უნდა იდოს ზუსტად ერთი ბრილიანტი. ჩათვალეთ რომ საწყისი სამყარო - * ცარიელი არ არის და გარკვეულ(ჩვენთვის უცნობ) უჯრებში თითო(მხოლოდ ერთი) - * ბრილიანტი დევს. - */ - -import stanford.karel.*; - -public class FillFirstRow extends SuperKarel { - - public void run() { - //Karel is already on the first row; - //Karel should move until it face the wall. - while(frontIsClear()) { - //While moving, it should place beepers, but if beeper - //already presents, there is no need to put it. - checkBeeper(); - //Moving to the next box. - move(); - } - //Karel is facing the wall, now it should check the last box. - checkBeeper(); - } - - //Karel checks beepers, if no beepers present, it puts them in - //the box, where it is standing. - private void checkBeeper() { - if (noBeepersPresent()) - putBeeper(); - } - -} \ No newline at end of file diff --git a/problem-set/FillFirstRow.md b/problem-set/FillFirstRow.md deleted file mode 100644 index cb76bbd..0000000 --- a/problem-set/FillFirstRow.md +++ /dev/null @@ -1,31 +0,0 @@ -# FillFirstRow - -ამოცანა: -``` -კარელი დგას 1x1 უჯრაზე, შეავსებინეთ მას პირველი ქუჩა ბრილიანტებით. ანუ პირველი ქუჩის ყველა უჯრაზე უნდა იდოს ზუსტად ერთი ბრილიანტი. ჩათვალეთ რომ საწყისი სამყარო ცარიელი არ არის და გარკვეულ(ჩვენთვის უცნობ) უჯრებში თითო(მხოლოდ ერთი) ბრილიანტი დევს. -``` - -## ამოცანის ამოხსნა -რადგანაც კარელი თავიდანვე 1x1 უჯრაზე იმყოფება, ქუჩის შეცვლა არ დაგვჭირდება. იმისთვის რომ ქუჩა ბოლომდე გავიაროთ, გამოვიწყენოთ `while` ციკლი, მანამ სანამ კარელი არ აღმოჩნდება ქუჩის ბოლოში, ანუ კედელთან. ამისთვის გამოვიყენოთ `frontIsClear` ბრძანება და `move` ბრძანებით თითო უჯრით გადავინაცვლოთ. მაშინ, როცა კარელი ქუჩის ბოლოში აღმოჩნდება `frontIsClear` შემოწმება დაგვიბრუნებს `false`-ს, რაც გამოიწვევს ციკლის გაჩერებას და კარელი უკვე ქუჩის ბოლოშია. ამოცანის მეორე ნაწილი ბრილიანტების ჩალაგებაა, ამისთვის მოძრაობის პარალელურად ყოველ უჯრაზე შევამოწმოთ ბრილიანტების მდგომარეობა `checkBeeper` მეთოდით, რომელიც ამოწმებს უჯრას, სადაც კარელი იმყოფება ბრძანებით `noBeepersPresent` და როდესაც უჯრაში ბრილიანტი არ დევს, ეს ბრძანება დაგვიბრუნებს `true`-ს და მხოლოდ ამ შემთხვევაში დაამატებს კარელი უჯრაზე ბრილიანტს, მაშინ როცა დაგვიბრუნდება `false`, ნიშნავს რომ უჯრაში უკვე ბრილიანტია და დამატების საჭიროება არ არის. გასათვალისწინებელია, ის რომ ციკლით ჩვენ ვამოწმებთ ჯერ უჯრის მდგომარეობას და შემდეგ ვაკეთებთ ბიჯს 1 უჯრით, ამიტომ მაშინ როდესაც ციკლი მორჩება და კარელი ქუჩის ბოლოს იქნება, აღმოჩნდება, რომ ბოლო უჯრა შეუმოწმებელია. ამიტომაც კიდევ ერთხელ გამოვიძახებთ `checkBeeper` მეთოდს. ამის შემდეგ პირველი ქუჩა სრულად არის შევსებული ბრილიანტებით. -``` - -## რატომ იმუშავებს ეს ამოხსნა ყველა სამყაროსთვის? -ჩვენი ამოხსნა დამყარებულია `while` ციკლზე და არა სამყაროს ზომებზე. ნებისმიერი ზომისთვის "შემოწმება-ბიჯის" იტერირება და ბოლო ბრილიანტის შემოწმება სწორად შეასრულებს ამოცანას. განვიხილოთ სამყაროს ზომები ზოგადად: -* nxm -ნებისმიერი nxm სამყარო, თავისთავად დაიყვანება nx1-ზე, რადგანაც პირველ ქუჩას არ ვტოვებთ, ამიტომ მხოლოდ ამ ქუჩაზე დაკვირვება საკმარისი იქნება. -* nx1 -`while` ციკლი უზრუნველყოფს იმას, რომ კარელმა ქუჩა მთლიანად გაიაროს და ყოველი ბიჯის წინ შეამოწმოს ბრილიანტი. n-ცალ უჯრაში n-1 ნაბიჯის გაკეთებაა შესაძლებელი, ესე იგი ციკლის ბოლოს თამამად შეგვიძლია ვთქვათ, რომ ბიჯის რაოდენობის ტოლი, ანუ n-1 ცალი ბრილიანტი დევს პირველ ქუჩაზე, პირველ n-1 უჯრაში. მის n-მდე შესავსებად, 1 ცალი ბრილიანტის არსებობაა საჭირო მე-n უჯრაზე, რომელიც ციკლის დასრულების შემდეგ უნდა შევამოწმოთ, რადგან ციკლის ბოლოს კარელი ზუსტად ამ უჯრაზე, კედელთან იმყოფება. შესაბამისად ამ შემოწმების შემდეგ აღმოჩნდება, რომ პირველ ქუჩაზე n უჯრაში, n ცალი ბრილიანტი დევს, თითოში-თითო, რაც ნიშნავს რომ ამოცანა გადაჭრილია. -* 1x1 -`while` ციკლი თავიდანვე არ ამუშავდება, რადგან `frontIsClear` ბრძანება დაგვიბრუნებს `false`-ს, რის გამოც, მოხდება მხოლოდ `checkBeeper` მეთოდის გამოძახება, რაც შეამოწმებს 1x1 უჯრას და უზრუნველყოფს, რომ მასზე 1 ბრილიანტი იდოს. საბოლოოდ პირველი ქუჩა ბრილიანტებით მაინც შეივსო და ამოხსნა სწორია. - -## რა საჭიროა `while`-ის შემდეგ `checkBeeper` მეთოდის გამოძახება? -დავუშვათ `checkBeeper` მეთოდი არ გამოვიძახეთ ციკლის შემდეგ, ანუ ჩვენი კოდი გამოიყურება ასე: -```java -while(frontIsClear()) { - checkBeeper(); - move(); -} -განვიხილოთ თუნდაც 2x1 ზომის სამყარო. მაშინ როცა კარელი იმყოფება 1x1 უჯრაში `frontIsClear` შემოწმება გვიბრუნებს `true`-ს, ამიტომ კარელი ამოწმებს 1x1 უჯრას, და გადადის 2x1-ზე. ახლა კარელი იმყოფება 2x1 უჯრაში `frontIsClear` შემოწმება გვიბრუნებს `false`-ს, ამიტომ ციკლი წყდება და ჩვენი კოდიც სრულდება. სამყარო გამოიყურება შემდეგნაირად: -[Image Of Karel Standing on 2nd Box](/problem-set/images/5.Off-By-One-Error.png) -ყურადღება მივაქციოთ, რომ არსად არ შემოწმებულა ეს 2x1 უჯრა, შესაბამისად ჩვენ არ გვაქვს ინფორმაცია უჯრაზე. სადაც კარელი იმყოფება ციკლის ბოლოს. ამიტომ ციკლის გარეთ `checkBeeper` მეთოდის გამოძახება გადაგვიჭრის ამ პრობლემას. ახლა უკვე, როცა ციკლი შეწყდა და კარელი 2x1 უჯრაზე იმყოფება, ციკლის გარეთ მას უწევს `checkBeeper` მეთოდის გამოძახება და 2x1 უჯრაც შემოწმებულია. -* ამ შეცდომას პროგრამირებაში [Off-By-One Error](https://stackoverflow.com/questions/2939869/what-is-an-off-by-one-error-and-how-do-i-fix-it)-ს უწოდებენ. \ No newline at end of file diff --git a/problem-set/eclipse.md b/problem-set/eclipse.md new file mode 100644 index 0000000..28c5913 --- /dev/null +++ b/problem-set/eclipse.md @@ -0,0 +1,83 @@ +# სამუშაო გარემოს გამართვა Windows პლათფორმისთვის + + + +## 3 მთავარი ნაბიჯი Eclipse-ის დაყენებისთვის: + + + +1. ძველი JRE-ს ვერსიების ახლით ჩანაცვლება; + +2. Eclipse-ს დაყენება; + +3. Stanford-ის Plugin-ის დაყენება. + + + +### 1. ძველი JRE-ს ვერსიების ახლით ჩანაცვლება + +#### 1.1 წაშალეთ JRE-ს ძველი ვერსიები. + +პირველ რიგში აუცილებელია ძველი JRE ვერსიების წაშლა. ამისთვის საჭიროა გავხსნათ `Programs and Features` ფანჯარა (ვაწვებით `Start`-ს, შემდეგ ვეძებთ `Control Panel`-ს და ვაწვებით `Programs and Features`-ს). თქვენი ფანჯარა უნდა გამოიყურებოდეს შემდეგნაირად: + +![Program and Features](/problem-set/images/Programs_and_Features.jpg) + +* იმ შემთხვევაში, თუ თქვენი პროგრამების სახელების ჩამონათვალში შენიშნეთ `Java/J2SE Runtime Environment`, `Java SDK`, `Java SE Development Kit`, `Java Update` ან რაიმე მსგავსი, წაშალეთ (წასაშლელად საჭიროა 2-ჯერ დააწვეთ არჩეულ პროგრამას). + +დახურეთ `Programs and Features` ფანჯარა, იგი აღარ დაგვჭირდება. + +#### 1.2 ჩამოტვირთეთ JDK. +ჩაიწერეთ JDK მოცემული ლინკიდან: [Link](https://drive.google.com/drive/folders/1qqIU5UYdES95yj4LTzdCPWMBLGtF8UAU). +(![JDK File on drive](/problem-set/images/Download_JDK.jpg)) + +#### 1.3 დააყენეთ JDK. +Setup-ისთვის გახსენით ფაილი და მიჰყევით ნაბიჯებს: +* მონიშნეთ `Next`. + ![Setup Stage 01](/problem-set/images/JDK_Setup_01.jpg) + * მონიშნეთ `Next`, სურვილისამებრ შეგიძლიათ ფაილების დაყენების ლოკაცია შეცვალოთ `Change...` ღილაკზე დაკლიკვით, თუმცა რეკომენდირებულია, რომ არ შეცვალოთ. + ![Setup Stage 02](/problem-set/images/JDK_Setup_02.jpg) + * ანალოგიურად, მონიშნეთ `Next`. + ![Setup Stage 03](/problem-set/images/JDK_Setup_03.jpg) + + ### 2. Eclipse-ის დაყენება + + #### 2.1 ჩამოტვირთეთ Eclipse. + ჩაიწერეთ Eclipse.zip მოცემული ლინკიდან: [Link](https://drive.google.com/drive/folders/1qqIU5UYdES95yj4LTzdCPWMBLGtF8UAU). +![Eclipse Zip on drive](/problem-set/images/Download_Eclipse.jpg) + +#### 2.2 დააყენეთ Eclipse. +იპოვეთ ჩაწერილი Zip ფაილი და მიჰყევით ნაბიჯებს: +* მარჯვენა კლიკი Zip ფაილზე. +* ჩამონათვალიდან აარჩეთ `Extract Files...` + ![Setup Stage 01](/problem-set/images/Eclipse_Setup_01.jpg) + * `Destination Folder`-ად მიუთითეთ `Program Files` და მონიშნეთ `OK`. + ![Setup Stage 02](/problem-set/images/Eclipse_Setup_02.jpg) + * მოძებნეთ `Program Files`-ში `eclipse` საქაღალდე და შექმენით `Application` ტიპის ფაილის Shortcut. + ![Setup Stage 03](/problem-set/images/Eclipse_Setup_03.jpg) + * `Windows can't create shortcut here.` მსგავსი ტიპის შეტყობინების შემთხვევაში მონიშნეთ `Yes`. + ![Setup Stage 04](/problem-set/images/Eclipse_Setup_04.jpg) + + #### 2.3 გახსენით Eclipse. + გადადით Desktop-ზე, იპოვეთ Eclipse-ის Shortcut და გახსენით იგი. გამოსულ შეტყობინებაში მონიშნეთ `Use this as the default and do not ask again` და დააწექით `Launch`-ს. + ![Launch Message](/problem-set/images/Eclipse_Launch.jpg) + + ### 3. Stanford-ის Plugin-ის დაყენება + + Eclipse-ის გახსნის შემდეგ Welcome ფანჯარა დახურეთ და მიჰყევით ნაბიჯებს: +* ფანჯარის ზედა მარცხენა კუთხეში დააწექით `Help`-ს, შემდეგ კი `Install New Software`. +![Plugin Stage 01](/problem-set/images/Plugin_01.jpg) +* `Work with`-ის მარჯვნივ ჩასვით მოცემული ლინკი და დააწექით `Enter`-ს კლავიატურაზე. +> ლინკი: https://web.stanford.edu/class/archive/cs/cs106a/cs106a.1174/resources/plugin/ + +![Plugin Stage 02](/problem-set/images/Plugin_02.jpg) +* დააწექით `Select All`-ს, შემდგომ `Next`-ს. +![Plugin Stage 03](/problem-set/images/Plugin_03.jpg) +* დააწექით `Next`-ს. +![Plugin Stage 04](/problem-set/images/Plugin_04.jpg) +* მონიშნეთ `I accept the terms of the license agreement` და შემდგომ დააწექით `Finish`-ს. +![Plugin Stage 05](/problem-set/images/Plugin_05.jpg) +* შეტყობინების ამოვარდნის შემთხვევაში დააწექით `Install Anyway`-ს. +![Plugin Stage 06](/problem-set/images/Plugin_06.jpg) +* ახალ შეტყობინებაზე დააწექით `Restart Now`-ს. +![Plugin Stage 07](/problem-set/images/Plugin_07.jpg) +პროგრამა გადაიტვირთება და Eclipse მზად არის. რაიმე პრობლემის შემთხვევაში დაიხმარეთ Google. diff --git a/problem-set/images/5.Off-By-One-Error.PNG b/problem-set/images/5.Off-By-One-Error.PNG deleted file mode 100644 index 7cd4f5a76100e4cd299de7a046e85d6b4b11bc1f..0000000000000000000000000000000000000000 GIT binary patch literal 0 HcmV?d00001 literal 6831 zcmeHMd03L^+NZI}n$o7u$wn<~)5)cAl!!cP%S>fy*l4bhS}xcDl`#raT$-`5#mqv< z0k=Bl7NQ}8juG0T8HQ-72=2LH8j4EdUgyD1-{;%s_5FR$b)7%Bgy;AC?)`r5=Y75M zlcSy1S9)K;U@)yChYvWzU`r;!r)K#wu%cjiO2MBcBxk!HV1=R$1K`Kf!2Rg`Fc>>= z~}fuJtRF<*qgImF;7+ zB13gj?`Y_C7b;S3iIzcQ;!L#}+3Kl;w`H(p&=T_%T-V!o{8EVTTX@zh6%OTpoo_Z$VGBSBE8ep|mBb zVMJSAI(^yd`bWIdoOBU7R`YaMJGS||z}&|gJ4c3D!IzW`T}$-NPl!|IRw2({Sk}Sc zV40aUPe`#7a~kKtGlKIOdN%ts6yAHJBA0m?FN_KW3lpEqYYQS{3^Rz1M-{J1nJ)mPqrOiCriRg|rsZEdx5npTds-(9uo z%|MmzhpGNdk)HPO7f52w!GeRa{VCm%S!J1h5BJCRw_uCcyshsl`)l9~iPYTt`Vu{? zD>BTL-_fP@cKb|dBr3ci?v;BQfd%%rNu|PB9;LbC4-}_)t#U7BzwSQCt1Ac=ay%x5 z6X=fMC_20-tsO#!w$5aM;DJq+%uO+m($R$|6PJ5_^hiBJr;a8ZidH{7boM4Xw%^478L zRRr`*n1ha_N?5=PZ0;yWZEappvSqLU(;;5TM7|YMHOb#2`iCXlbt+t=o?nI?g0|#h zuxBWlYc%(V|F3c!u5Io?$&-$27(b!%bPlj*hp~tyPNUFH+>i<*dDvz*Nvad!S~$Gc zW!cvyeUB`!?i?xrgF0=UmR&iOS>Tu+VC8pDx2dG_mJ%`4Nd(m z5HE&bLL3=t>W;+MlHCL=b%jE<^;w8Y3Tt;NCMn&^^64NBCz&gQc*%E8b6}N~XZOa@ zYK28S5|o*~I|*|<3MqIX^=Pp-y z49l|+GgkQ(PS&^)>I(WV6dwYWnR0ZLj6e)VpTM3X9%5O@!gn4ARhe@+st8$aX6XJ9 zWb=VOG_j-EItU!l|M5GQ^K|Bf0lPE9 zVqgzcW!&YcLS%)Pz36-rJ^bwYLe_m$miQZ`4I>|vrO$fG2|@&qRxqlA;JkrDndK&` zQn8%8BfLioC#&E1CnRH0Xn8P8Fyw7n9fUw^{{Z!*=yDVbi5k!9y-vr;j;V?uI@_x< z#0`UC7?C2u@n@%_!S_CyHvGRQrgN8Q^_rFNDN*aYQu^b5x zljK}yZ!}dx*G*DD!6Zp3hU6S&|J_s$eTq5+0b7ajwoIg9Q>lLvkxt)HRt^c@+${;{ zPUlYJsa}1Y%svNdQE8QT6XV8oh+sRvR+wx94N=IIsC!5QWKM5#22OV57L;jF1#e

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Setup-ისთვის გახსენით ფაილი და მიჰყევით ნაბიჯებს: @@ -80,4 +80,5 @@ Setup-ისთვის გახსენით ფაილი და მი ![Plugin Stage 06](/problem-set/images/Plugin_06.jpg) * ახალ შეტყობინებაზე დააწექით `Restart Now`-ს. ![Plugin Stage 07](/problem-set/images/Plugin_07.jpg) + პროგრამა გადაიტვირთება და Eclipse მზად არის. რაიმე პრობლემის შემთხვევაში დაიხმარეთ Google. From 61667793fa026ae6b9006137716546ad409aaaa3 Mon Sep 17 00:00:00 2001 From: Aiushta96 <113984007+Aiushta96@users.noreply.github.com> Date: Tue, 1 Nov 2022 00:11:58 +0400 Subject: [PATCH 8/8] Delete desktop.ini --- problem-set/desktop.ini | 4 ---- 1 file changed, 4 deletions(-) delete mode 100644 problem-set/desktop.ini diff --git a/problem-set/desktop.ini b/problem-set/desktop.ini deleted file mode 100644 index bb9f3d6..0000000 --- a/problem-set/desktop.ini +++ /dev/null @@ -1,4 +0,0 @@ -[ViewState] -Mode= -Vid= -FolderType=Generic