18/06/24, 10:47 pm Parlay, 5 outcomes Full-time result - Turkey 18/06/24, 9:30 pm, Turkey - 2.01 Georgia Full-time result - Portugal 19/06/24, 12:30 am, Portugal - Czech Republic 1.51 Both teams to score - Yes 2.20✓ 19/06/24, 6:30 pm, Croatia - Albania Full-time result - Germany 1.28 ✔ 19/06/24, 9:30 pm, Germany - Hungary Both teams to score - Yes 20/06/24, 12:30 am, Scotland - Switzerland Bet amount Total odds Payout: 2.01 107.02 INR 17.1792 1838.51 INR MATCH PARI MATCH PARIM

Dan’s recently announced that he’s teaching n top-secret courses next semester. Instead of enrolling in them through ACORN, students need to email Dan to express their interests. These courses are numbered from 1 to n in some arbitrary order. In particular, if a student named s is interested in taking a course c, they need to sendanemailtoDancontainingthemessagec s.Notethatifastudentis interested in taking multiple courses, they need to send multiple emails, one per course. Uponreceivingamessagec s,Danlooksatthelistofstudentsalreadyenrolledin course c. If there’s already a student on the list whose name is too similar to s, Dan assumes s is the same student and ignores the message. Otherwise, he enrolls s in the course. Dan considers two names too similar if and only if they have the same length and differ in at most one letter (note that “a” and “A” are considered the same letter). For example, “Josh” and “Josh” are too similar. “Sam” and “CaM” are too similar as well. However,…

A well known cricket team has a schedule tour of XYZ country in some days. They want to make sure to provide good security to the national team. Different security members have visited this country to check security arrangements. Some are agreed while some has little concerns. There are 4 different members who have visited in different period of time. The tour can go as schedule if there are at-least 3 members have submitted the positive report about security arrangements but if two members submit positive report while two other members submit negative report then there will be a deadlock between decision so there can be a don’t care condition. Now you have to design a Combination Circuit which can satisfy this scenario.   Steps needed: Truth Table for four variables, SOP simplification through K map with don’t care condition, Equation and circuit

TMPPSXGUYOIQPNOYMUWHUJ is the given Message. Starting 4 letters of the decrypted messnge is HAPP.decrypt the full Message, use hill proper Measoning. algorithm and deseribe Step by step. the direct answer won't be acceptable. Explain each with

Given the following cipher text which has been ciphered with Mixed Alphabet Monoalphabetic Cipher: UZQSOVUOHXMOPVGPOZPEVSGZWSZOPFPESXUDBMET SXAIZVUEPHZHMDZSHZOWSFPAPPDTSVPQUZWYMXUZU HSXEPYEPOPDZSZUFPOMBZWPFUPZHMDJUDTMOHMQ By using statistical method to exploit the weaknesses in this cipher, you can conclude that there are two plain text letters that correspond two letters in the above ciphertext. Give these letters justifying your conclusion in detail. I need a detailed step by step explanation of how to solve this question, as i was not able to figure out the previous explanation, Thank you.

Given the following cipher text which has been ciphered with Mixed Alphabet Monoalphabetic Cipher: UZQSOVUOHXMOPVGPOZPEVSGZWSZOPFPESXUDBMET SXAIZVUEPHZHMDZSHZOWSFPAPPDTSVPQUZWYMXUZU HSXEPYEPOPDZSZUFPOMBZWPFUPZHMDJUDTMOHMQ By using statistical method to exploit the weaknesses in this cipher, you can conclude that there are two plain text letters that correspond two letters in the above ciphertext. Give these letters justifying your conclusion in detail.

q2- Alice is using an RSA cryptographic system for receiving confidential messages from her correspondents. She has chosen 5 and 11 as the two primes to be used as the basis of her cryptographic scheme. Which of the following numbers can be used as her public exponent? A- Valid public exponent- Choose from 7,6,8,5,none,all B- Valid public exponent- Choose from 13,12,15,14,none,all

TMPPSXGUYOIQPNOYMUWHVJ is the given message.starting 4 letter of the decrypted message is HAPP.decrypt the full message, use hill algorithm and describe step by step.direct answer won't be acceptable

A bunch of people are living on an island, when a visitor comes with a strangeorder: all blue-eyed people must leave the island as soon as possible. There will be a flight out at 8:00pm every evening. Each person can see everyone else's eye color, but they do not know their own (nor is anyone allowed to tell them). Additionally, they do not know how many people have blue eyes, although they do know that at least one person does. How many days will it take theblue-eyed people to leave?

Problem 3. Two texts were encrypted with a Vigenère cipher, both using the same key. The ciphertexts are We found out that the first message begins with HELLOBOB, and ends with ALICE, but we don't know what is in between. ALLYY TUJRM ZKXAT BXAMP OIGKE LVRXS ZBCMH YNHLC VSIMV TVIX AHVRK FOKZJ EKTR Decrypt the second message.