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v8.42
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Version
Description
Date
8.42
[ADDED SOURCE REGISTRY LIST VIEW]
04/03/2026 16:19
8.41
[LOCALIZED INDEX.PHP MENU AND MODALS TO US ENGLISH]
04/03/2026 16:11
8.40
[TRANSLATED FRONTEND TO US ENGLISH]
04/03/2026 16:10
8.41
[RESTORED DETAILED SOURCES VIEW (ARTICLES + EVENTS) IN US ENGLISH]
04/03/2026 15:50
8.41
[RESTORED DETAILED SOURCES VIEW (ARTICLES + EVENTS) IN US ENGLISH]
04/03/2026 15:46
8.40
[REVERTED TO STANDARD TABLE LAYOUT (US ENGLISH)]
04/03/2026 15:40
8.39
[FIXED DB CONNECTION SCOPE IN SOURCES LOGIC]
04/03/2026 15:38
8.38
[TRANSLATED SOURCES VIEW TO US ENGLISH]
04/03/2026 15:01
8.37
[FULL FRONTEND TRANSLATION (MENU, FEED, COMMENTS, TTS) TO US ENGLISH.]
04/03/2026 14:58
8.67
[MANUAL OVERRIDE OF GREEK MENU ITEMS]
04/03/2026 13:36
8.66
[NGINX OPTIMIZED MENU FIX]
04/03/2026 13:33
8.65
[FIXED GREEK MENU ITEMS]
04/03/2026 13:32
8.60
[MENU & UI LOCALIZATION TO US ENGLISH]
04/03/2026 13:30
8.50
[FULL TRANSLATION TO US ENGLISH]
04/03/2026 13:27
9.75
[INJECTED EVENT FUSION_SUMMARY INTO FEED LOOPS TO DISPLAY AI TAGS CORRECTLY]
26/02/2026 14:44
PXAI Audio Feed
+5
ΟΛΑ
24/03 18:53
dev.to
# Finding First and Last Occurrence in a Sorted Array (Java)
binary search
sorted array
first occurrence
last occurrence
duplicates
Java
24/03 17:49
dev.to
Guess the Number Higher or Lower
guess number
binary search
algorithm
coding challenge
interview problem
programming
23/03 07:10
dev.to
ASSIGNMENT 20
rotated array
binary search
O(log n)
search algorithm
sorted array
target lookup
22/03 18:39
dev.to
Guess the Number Higher or Lower
guessing game
binary search
algorithm
API
programming
coding challenge
22/03 18:35
dev.to
Guess the Number Higher or Lower [Leetcode]
guess number
binary search
leetcode
algorithm
coding
API
22/03 18:24
dev.to
CA 20 - Search in Rotated Sorted Array
rotated array
binary search
sorted half
target search
efficient algorithm
computer science
20/03 08:51
dev.to
First & Last Occurences
binary search
first occurrence
last occurrence
sorted array
algorithm
search efficiency
19/03 17:47
dev.to
Two Sum IV – Input is a BST (Two Pointer Approach)
BST
inorder traversal
two-pointer
target sum
algorithm
Two Sum IV
19/03 17:47
dev.to
Two Sum IV – Input is a BST (Two Pointer Approach)
BST
inorder traversal
two-pointer
target sum
algorithm
Two Sum IV
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