Final answer:
The riddle is about five siblings' funerals, solved by realizing that the sibling who attends all funerals outlives the others while the one who attends none is the first to pass away.
Step-by-step explanation:
The riddle posed in the question pertains to the funerals of five siblings, and it challenges us to think about how one sibling could attend all funerals, while another could attend none. To resolve this, we must approach it logically. The sibling who attends all would be the last one remaining, implying they have outlived the others. The one who attends none would be the first to pass away. This is not a mathematical problem but rather a reflection on life, death, and the order in which these events can occur within a family.
Death ceremonies and how we deal with the grief of losing loved ones is deeply embedded in the culture and is often subjected to sociological studies. Our approach to mourning and paying respects varies across cultures and religions, from Gil-Dong's elaborate funeral for his father to the private, rushed ceremonies for those who've had 'bad deaths'. Yet, there are universal aspects such as announcing the death, taking care of the deceased, and having some form of disposition and ceremony.
Ultimately, these practices are rich materials for understanding how societies view death and the afterlife. Questions like whether the survival of the soul is dependent on these beliefs, or whether it differs from one country to another, delve deep into philosophical and religious territories. Likewise, experiencing unfamiliar ceremonies, like a funeral, from different cultures can be insightful as they reveal both universal human experiences and unique cultural perspectives on life after death.