Foolish Destiny...

It will be an interesting meeting between destiny and dignity, if that will ever happen. I have noticed many instances in my life, when in struggle to achieve my destiny, I in a subtle, unknown way compromise on my own dignity. If it may happen, that with dignity, destiny can be attained, then it would be a pleasant anomaly to this reluctantly agreed upon nature's order.

They say, one is furnished with his/her needs, only when he/she asks for it. It is indeed a similar trend in regard to understanding how the universal soul, furnishes us with means to meet our desires, only after we acknowledge the need for the same.

It will be an interesting exercise to solve this paradox, let me take the help of a simple mathematical understanding to arrive at what I want to conclude, lets examine the sides of an Isosceles right angled triangle. (For the uninitiated, Isosceles right angled triangle is a triangle, with one of its angles equal to 90 Degree, and the other two angles both being equal to 45 Degrees, with the total sum of angles adding up to 180 Degrees). In such a triangle, not getting into the details of proving the following statement, it is seen that both the sides opposite to the 45 Degree angles, are of equal length and the side opposite to 90 Degree angle is square root of 2 times the length of the other two sides, this fundamental is a conclusion from Pythagoras Theorem.

Now, drawing an analogy, if we regard destiny and dignity as the two equal sides, signifying the equal importance each hold to any argument, we understand that they come to meet at a right angle, thus ruling out the possibility of influencing one another i.e. if we stand on one of these sides of the triangle and judge if there is any shadow on it due to the other, we would find none. Thus, when these two independent quantities are analyzed for a possible meeting, it is possible only when we stand on the third side, and see these sides both casting a shadow on it.

From the above explained logic, we can sense that the union of these two elements will result in a strength equal to square root of 2 times the value of each of them independently. This speaks of how the only possible option of both of these factors influencing equally any argument (remember, since both the angles are each equal to 45 Degrees, the strength of their influence i.e. length of the shadow on the third side is also equal, hence the influence from both elements is of similar strength in this case) has reduced strength.

It is important that we note this development of dependency, and understand the condition under which it might happen so that we can benefit from it.