Thursday, April 18, 2019

Soul mate A myth or reality Research Paper Example | Topics and Well Written Essays - 1250 words

Soul mate A myth or reality - query Paper ExampleSubsequently, this paper explicates whether the laws of attraction get tos the concept of someone mates realistic.In terms of the classic mythology, the notion of soul mates originates from genus Zeus, the king of gods (Salemo 153). The soul mate allegory in Greek mythology follows that Zeus at one time was infuriated by the intrepid and audacious conduct of human beings and as a consequence, he resolved to bestow a punishment upon them (Salemo 153). The audacious attitude of human beings as portaged in the Greek mythology originated from the fact that human beings had eight limbs i.e. four arms and four legs, and dual faces. The gods mat that their authority would be challenged by human beings and to prevent this, Zeus split or separated piece into two move. Initially, Zeus plan appeared to have been an excellent and ingenious plan. Subsequently, his plan resulted to unanticipated problems. Therefore, as postulated by Salemo, he resolved to allow or make possible each one of the two parts to get together with the other matching part (153). Regardless of the fact that this mythology is acceptable, there are issues that make the mythology unfeasible. For instance, Salemo tear downs that the two matching parts may be located far from each other and so make it impossible for the individuals to meet or get together (154).The concept of soul mates as a myth is supported by Thibodeau. He supports his notion through a theory presented by Aristotle that Love is composed of a single soul inhabiting two bodies (22). In his argument, Thibodeau notes that Aristotle failed to consider the fact that either human being exists to develop his or her own soul (22). It is true that finding a soul mate translates to two individuals building a flawless relationship characteristic of mutual interests and attractions. However, it is important to note that each person, according to Thibodeau, is complete

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