Today's PUZZLE CLASSIC OF THE DAY

Cut this figure into 4 congruent parts (identical in area and shape, though they can be mirrored).

The ladybug wants to reach aphid as quickly as possible. Interestingly, the marked path is not the shortest route possible. How many shortest routes the ladybug can take from its current spot?

A child's age (in full years) increased by 3 years gives a number which when square rooted results in a number obtained if the child's age is decreased by 3 years. Drag the number from the image to the circle(s) to indicate the child's age.

What number can be added to both 170 and 30 so that the resultant sums have a ratio of 3:1?

It is known total age of the family of 4 is 68. Four years ago it was 53. How old is the youngest in the family?

Cut this figure into 6 congruent parts (identical in area and shape, though they can be mirrored).

Cut this figure into 4 congruent parts (identical in area and shape, though they can be mirrored).

Cut this figure into 5 congruent parts (identical in area and shape, though they can be mirrored).

Place the numbers from 1 through 19 in the circles so that the numbers in every 3 circles on a straight line total 30.

A family gathering consisted of father, mother, son, daughter, brother, sister, two cousins, nephew, niece, uncle and aunt. But there were only 4 persons present. Who were they to each other? Drag the respective labels.

Place the digits 1-8 into the grid's cell so that no two consecutive digits are neighbors in the gird, either horizontally, vertically or diagonally.

A train departs Boston for New York. An hour later, another train departs New York for Boston. Both trains travel at the same speed. Which of them will be at a shorter distance from Boston at the moment of their meeting? Show it with the sliding trains. Note: the trains’ lengths can be neglected.