Advanced Analysis on Cryptic Data Structures and Patterns

1. ¯^v M Z g

2. ‡gvnv¤§` bvRg~j AvjgcÖfvlK - MwYZ • jvjevMg‡Wj ¯‹zj I K‡jR • ‡kÖwY : lô • welq: MwYZ

3. 595 5 GKK ¯’vbxqAs‡Kigvb = 5‡Kvbai‡YimsL¨v? †Rvobvwe‡Rvo? 5we‡RvomsL¨v| 2 595 9 5 2 9 7 4 1 1 8 1 1 4 1

4. ‡KvbmsL¨vi GKK ¯’vbxqAsKwe‡Rvon‡j cÖ`ËmsL¨vwU 2 ØvivwefvR¨ nqbv|

5. 538 8 GKK ¯’vbxqAs‡Kigvb = 8‡Kvbai‡YimsL¨v? †Rvobvwe‡Rvo? 8‡RvomsL¨v|

6. 2 538 2 6 9 3 8 4 1 1 2 1 1 8 0

7. ‡KvbmsL¨vi GKK ¯’vbxqAsK ‡RvoA_evk~Y¨ (0)n‡j, cÖ`ËmsL¨vwU 2 ØvivwefvR¨ nq |

8. 792 92 GKK I `kK ¯’vbxqAsKØvivMwVZmsL¨v= 2 4 9 2 3 2 8 1 1 2 0

9. ‡Kv‡bvmsL¨vi GKK I `kK ¯’vbxq A¼ ØvivMwVZmsL¨v 4 ØvivwefvR¨ n‡j, cÖ`ËmsL¨vwU 4 ØvivwefvR¨

10. `jxqKvR 1. 932 msL¨vwU †Kvb †KvbmsL¨vØvivwefvR¨ | Dˇii ¯^c‡ÿ †Zvgv‡`i hyw³ `vI|

11. evoxiKvR 1. wb‡¤œimsL¨v¸‡jv †_‡K 2 Ges 4 ØvivwefvR¨ msL¨v ¸‡jvc„_KKi| 560, 691, 6666, 5300,85482, 79844,

12. mevB‡K ab¨ev`