| Recipient | Post | Date |
| AGH | The number of ways a lawn tennis mixed doubles match can be made up of | 11-Oct-2023 |
| KarishmaB | A mixed doubles tennis game is to be played between two team | 11-Oct-2023 |
| ynaikavde | What is the greatest prime factor of 422+752+6300 | 22-Aug-2023 |
| Bunuel | Re: Six countries in a certain region sent a total of 75 representatives | 09-Aug-2023 |
| LM | Re: Six countries in a certain region sent a total of 75 representatives | 09-Aug-2023 |
| Bunuel | How many two-digit positive integers have no common factors with 100 | 31-Jul-2023 |
| Chitroll | Re: If k is the sum of the digits of integer m, and m=18n, where n is an | 31-Jul-2023 |
| Bunuel | If k is the sum of the digits of integer m, and m=18n, where n is an | 31-Jul-2023 |
| SamruddhiM03 | Chat post | 31-Jul-2023 |
| Asifpirlo | Of a certain group of 100 people, 40 graduated from High Sch | 31-Jul-2023 |
| Arpit_Bhardwaj | Chat post | 31-Jul-2023 |
| Arpit_Bhardwaj | Chat post | 31-Jul-2023 |
| Bunuel | GMAT Club Around The World!!! At 3.20 pm, Daniel’s watch developed a | 31-Jul-2023 |
| gmatophobia | Chat post | 31-Jul-2023 |
| joylive | For integers x, y, and z, if ((2^x)^y)^z = 131072 which of | 30-Jul-2023 |
| Bunuel | A page is torn from a novel. The sum of the remaining page numbers is | 30-Jul-2023 |
| stne | If x = 1/(2^2*3^2*4^2*5^2) is expressed as a decimal, how many | 30-Jul-2023 |
| unraveled | Re: What is the remainder when (1!)!^3 + (2!)^3 + (3!)^3 + … + (432!)^3 is | 30-Jul-2023 |
| bchekuri | Positive integer n leaves a remainder of 4 after division by | 30-Jul-2023 |
| fluke | At the post office, a letter must go through a sorting process with fo | 30-Jul-2023 |
| aman_kumar | Chat post | 29-Jul-2023 |
| bready_iam | Chat post | 29-Jul-2023 |
| YashasN | Chat post | 29-Jul-2023 |
| Ellipse | Re: When positive integer k is divided by 5, the remainder is 2. When k is | 29-Jul-2023 |
| DisciplinedPrep | A prime number P greater than 100 leaves a remainder Q when divided by | 29-Jul-2023 |
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