Comics strips I read regularly

In The Telegraph, Kolkata:

• Blondie (in the Dean Young era)

• Hagar the Horrible (in the Chris Browne era)

• Peanuts by Charles M. Schulz

• Garfield by Jim Davis

• Dennis the Menace

• The Wizard of Id

• Ziggy (in the Tom Wilson II era)

• I read all Calvin and Hobbes (by Bill Watterson) chronologically through a set of illegally obtained digital images I acquired way back in 2005. The strip was published from 1985 to 1995, a much smaller run than the other ones, so one can actually read all of it over a small period of time. It is a pity that  I read Calvin and Hobbes through piracy given that Watterson went at great lengths to prevent greater commercialisation of his work. Sad and ironic. 

• Either The Statesman, Kolkata or The Telegraph used to publish Beetle Bailey at one point of time. I remember reading that regularly as well.

• I never read Henry in English as neither The Statesman  nor The Telegraph carried it when I read them but I read a Bengali translation of it called Gablu/ গাবলু which used to be published in Anandamela/ আনন্দমেলা. Wikipedia says that now it is no longer syndicated.

Political issues

 The issues which I believe are most important in India today (in decreasing order of priority) are:

1. Increasing communal harmony
2. Decreasing income inequality
3. Reducing unemployment
4. Improving access to health facilities
5. Improving quality of education
6. Reducing corruption in politics
7. Ecological sustainability
8. Improving caste, gender, sexual orientation equality

Fun with mathematics

a) Think of a whole number between 1 and 10.

b) Double it.

c) Add 4 to your result.

d) Divide the result by 2.

e) From this result, subtract the initial number you had thought of.

f) Your result is 2.

Another exercise

a) Think of a whole number between 1 and 10.

b) Multiply it by 3.

c) Add 30 to your result.

d) Multiply this result by 2.

e) Divide the entire result by 3.

f) Subtract 10 from your result.

g) Divide this result by 2.

h) From this result, subtract the initial number you had thought of.

i) Your result is 5.

Consecutive squaring

My computer can keep on squaring 2 only 6 times, at which point of time it gives the result 1,84,46,74,40,73,70,95,51,616. It cannot give an accurate result for the square of this number.

Exponential growth

 My computer's calculator can calculate 2 to the power 106 (or 2^106) accurately. Which is 8,11,29,63,84,14,60,66,81,69,57,89,00,51,44,064. It cannot multiply this figure by 2 properly.