We’ll start with a bank of 16 first, middle, and last names. Each poster will eliminate a full name, until we’re left with one name. The next poster can create a new bank of 16 names.
First names: [name_m]Aditya[/name_m], [name_u]Amar[/name_u], Biraj, Gopal, [name_m]Ishaan[/name_m], [name_u]Jai[/name_u], Javeed, [name_m]Kavi[/name_m], [name_m]Manu[/name_m], Niraj, Pravin, [name_m]Rahul[/name_m], Rishan, [name_m]Sanjay[/name_m], [name_m]Ved[/name_m], [name_m]Vihaan[/name_m]
Middle names: Akshay, Ayush, Brijesh, [name_m]Darshan[/name_m], Gaurav, Jyoti, [name_u]Kiran[/name_u], Madhav, Nakul, Parvesh, Ritik, Samiran, Sanket, [name_m]Siddharth[/name_m], Vishal, [name_m]Vivek[/name_m]
Last names: Adak, Agarwal, Bansal, Behera, Chaudhury, Das, Deshpande, Kapoor, Mahajan, [name_m]Narayan[/name_m], Patel, Rao, Rewari, Thota, Trapathi, [name_m]Vikram[/name_m]
I will go first, eliminating Gopal Ritik Agarwal, leaving this bank for the next poster.
First names: [name_m]Aditya[/name_m], [name_u]Amar[/name_u], Biraj, [name_m]Ishaan[/name_m], [name_u]Jai[/name_u], Javeed, [name_m]Kavi[/name_m], [name_m]Manu[/name_m], Niraj, Pravin, [name_m]Rahul[/name_m], Rishan, [name_m]Sanjay[/name_m], [name_m]Ved[/name_m], [name_m]Vihaan[/name_m]
Middle names: Akshay, Ayush, Brijesh, [name_m]Darshan[/name_m], Gaurav, Jyoti, [name_u]Kiran[/name_u], Madhav, Nakul, Parvesh, Samiran, Sanket, [name_m]Siddharth[/name_m], Vishal, [name_m]Vivek[/name_m]
Last names: Adak, Bansal, Behera, Chaudhury, Das, Deshpande, Kapoor, Mahajan, [name_m]Narayan[/name_m], Patel, Rao, Rewari, Thota, Trapathi, [name_m]Vikram[/name_m]