Ten Problems

The Sky.

While there are five stages of sleep, including one known as deep sleep and one known as REM (rapid eye movement), none of these stages are known as being “gamma” sleep.
The four stages (other than REM) are: beta, alpha, theta, delta.

Deborah-Mexican-Fourth
Samantha-Italian-First
Eli-Chinese-Third
Aaron-Southern-Second

3483.

Using the dictionary function of your handphone, type in the numbers above. Alternatively, you can observe the letters on each of the following numbers. 663 spells ONE, 896 spells TWO, 84733 spells THREE, 3687 spells FOUR and thus the last member of the sequence is FIVE, which corresponds to 3483.

You can travel 840 miles from the broken supply truck. Since your base camp is 800 miles away (half of 1600 miles), you can easily complete the delivery. Here’s how:

Although you can only carry one barrel at a time, you need to transport both of them until one barrel is empty. F is the barrel used first, and L is the barrel used last.

Use half of a tank (5 gallons) to carry L 5*12=60 miles, and then return for F (uses another 5 gallons). Refill the tank from F and carry it to where you left L (also uses 5 gallons). Refill the tank again from F and switch barrels. Now you are 60 miles from the broken truck, the tank and L are full, but F is down to 30 gallons (45-5-5-5=30). Repeat this procedure two times.

Now you are 60*3=180 miles from the broken truck. The tank and L are still full, but F is empty. Leave F behind and make a run for it, carrying L. Refill the tank from L as needed. There are 55 gallons of fuel left so you can travel an additional 55*12=660 miles, for a maximum of (180+660) 840 miles. Since you only have a total of 800 miles to go, you will make it to your base camp.

The fastest time they could finish is 5:13pm.
First, let’s plug in some numbers just to see what kind of results we get. Since Allen moves small boxes faster and Percy move large boxes faster, then we can have Allen move all of the 16 small boxes (taking 32 minutes) and Percy move all of the 10 large boxes (taking 50 minutes). Overall, they would finish in fifty minutes.

We could transfer two of the large boxes to Allen, making him carry 16 small boxes and 2 large boxes, taking 44 minutes. Percy would carry 8 of the large boxes, taking 40 minutes. So in total, they would take 44 minutes.

If we now transfer one small box from Allen to Percy, making Allen carry 15 small boxes and 2 large boxes (42 minutes) and Percy carry 8 large boxes and 1 small box (43 minutes), they’d take 43 minutes to finish.

Is 43 minutes the shortest time? We are now going to mathematically show that it is the case.

Suppose that it took them 42 minutes to finish the job. Then the total amount of working time for both of them would be 84 minutes. Suppose that Allen moves small boxes and large boxes, which would take minutes. Percy would move small boxes and large boxes, taking minutes. But we know that the total working time is less than 42 minutes, so , or .

Since and , then the possible pairs of and are , which produce the following working times:

x	y	Allen Small	Allen Large	Allen Time	Percy Small	Percy Large	Percy Time
16	0	16	0	32	0	10	50
16	1	16	1	38	0	9	45
16	2	16	2	44	0	8	40
15	0	15	0	30	1	10	53
15	1	15	1	36	1	9	48
14	0	14	0	28	2	10	56

In each of these cases, while the total working time is no more than 84 minutes, it always takes longer than 43 minutes to finish. Thus, we can see that it is impossible to finish in 42 minutes or less, and so the answer is that they take 43 minutes to finish.

Since they started at 4:00pm, talked for 30 minutes, then spent 43 minutes working, the earliest time they could finish is 5:13pm.

7 is the maximum.

Suppose that we removed some Legos from the bag, and the remaining Legos do not satisfy the condition. What is the maximum number of Legos that remain in this situation? In order for the condition to not be satisfies, either we don’t have four Legos of any color, or there are at least four Legos of one color, but don’t have three Legos of any other color.

In the second case, we could only have two Legos of one color for two of the colors, and as many as possible for the third color. The maximum number of Legos of one color is 8 (yellow balls), so the maximum number of Legos in this case is . So if we remove 8 Legos from the bag, we might not satisfy our condition; but if we only remove 7, the condition will be satisfied.

Therefore, the maximum number of balls Igor can take out is 7.

Janet will only have a winning strategy for N=35.
First, we consider a few small values of N.

If N=1, Tony wins by picking up the first coin.

If N=2, Tony must take only 1 coin (since he cannot take 3 or 4) and Janet wins by taking the other coin.

If N=3 or 4, Tony again wins by taking all of the coins.

When N=5, if Tony takes 3 coins, then Janet is left with 2 coins and cannot win (since Tony could not win when starting with 2 coins).

When N=6, if Tony takes 4 coins to start, then Janet is again left with no chance to win.

When N=7, if Tony takes 1, 3, or 4 coins to start, then Janet is left with 6, 4, or 3 coins. But choosing from 6, 4, or 3 coins is a winning position for the first person choosing. Thus, N=7 is a losing position for Tony, since Janet can just use Tony’s winning strategy in step two.

As we can now gradually see, Janet will have a winning strategy if give Tony a winning strategy, since if Tony starts and chooses 1, 3, or 4, Janet will now start with , , and .

In other cases, Tony will have a winning strategy.

From the above knowledge we have, we can construct a list of number of coins and the whether there is a winning strategy for each person.

Tony:  1, 3, 4, 5, 6, 8, 10, 11, 12, 13, 15, 17, 18, 19, 20, 22, 24, 25, 26, 27, 29, 31, 32, 33, 34
Janet: 2, 7, 9, 14, 16, 21, 23, 28, 30, 35

So for N between 31 and 35 inclusive, Janet will only have a winning strategy when N=35.

There are several solutions to this problem, but all of them are along the lines of:

1. Put three cubes in one glass, three cubes in the other, and four cubes in the last glass.

2. Now put one of the glasses contain three cubes into the glass contain four cubes.

Now you have two glasses with three sugar cubes in them and one glass with seven!

!

Since is negative, the greater than sign should have switched to a less than sign when both sides of the inequality are multiplied by .

Solution

Solution

As Kakiri said, You can push the cork in and then take out the coin.

eunoia - true, it’s an uncommon word, but MS Word won’t point it out as an error if you type it in.

As Lindsay said, a picture is worth a thousand words - draw a picture!

Tony got this right — the first person who starts should say 6, so that no matter what the other person says, on the next turn he can say 17. And so on, with 28, 39 and 50.

A chainsaw.
The blood of the Earth refers to petroleum, and the hint refers to the loud noise that it makes.

Alicia Brown lives on Pine Street and scrapbooked 5 pages on Tuesday.
Barbara Green lives on Oak Street and scrapbooked 4 pages on Thursday.
Gordon Gray lives on Elm Street and scrapbooked 3 pages on Wednesday.
Hank White lives on Maple Street and scrapbooked 2 pages on Monday.
Jason Black lives on Evergreen and scrapbooked 1 page on Friday.

They were all jazz artists performing at the concert. These titles are their nicknames.Count: William Basie
Duke: Edward Kennedy Ellington
A First Lady: Ella Fitzgerald
Lady: Billie Holiday
King [of Swing]: Benny Goodman
King [of the clarinet]: Artie Shaw
King: Joseph Oliver
A Knight (Sir): Roland Hanna
Professor: Buster Smith
The President or “The Prez”: Lester Young (There were two ways of referring to Lester Young. Both are correct).Count: William BasieDuke: Edward Kennedy EllingtonA First Lady: Ella FitzgeraldLady: Billie HolidayKing [of Swing]: Benny GoodmanKing [of the clarinet]: Artie ShawKing: Joseph OliverA Knight (Sir): Roland HannaProfessor: Buster SmithThe President or “The Prez”: Lester Young (There were two ways of referring to Lester Young. Both are correct).

When the students read the letters out loud, running them together, and looking in the mirror, they realized that they were telling themselves, “I like you like you are!” It may not be perfect grammar, but the teacher reached her goal of building self-esteem in her students who had a low opinion of themselves because of teasing.

54 miles/hr.
Here’s how to solve:
Speed of Car 1 = 36 mph
Time taken from point C to B = 9 hrs
thus, distance between C to B = 36 * 9 = 324 miles (Distance = Speed * Time)Now let the distance between point A and C be ‘a’ miles and let the speed of Car 2 be ‘b’ mph.
Thus time taken by Car 1 to travel from A to C = a/36 (Time = Distance/Speed).
and the time taken by car 2 to travel from B to C = 324/b (Distance between C and B is 324 miles as explained above)
Since both the cars meet at C, then these two times are equal, i.e.
a/36 = 324/b
or b = 324 * 36/a =11664/a Now time taken by Car 2 to travel from C to A can be described as a/b or a*a/11664 (writing b in terms of a).
But it is given that Car 2 takes 4 hrs to travel from C to A. Thus, we get
a * a/11664 = 4
or, a * a = 46656
Now taking square root on both sides, we get a = 216. (distance cannot be negative).
Thus we get b = 11664/216 = 54.
Thus speed of Car 2 = 54 miles/hr

Tinman should go with the first choice. In order from worst to best, the choices are:
5th/2nd, 3rd, 4th, 1st.

Fireworks!

182 is the smallest number that can be written that way. 322 is the largest number that can be written that way.
Therefore,
180 - no, it can not be written that way
217 = 1×12 + 2×5 + 3×9 + 4×8 + 6×11 + 7×10
299 = 1×2 + 3×6 + 4×8 + 5×9 + 7×10 + 11×12
400 - no, it can not be written that way

They are all the first words of types of dives into the water. Swan Dive
Cannon Ball
Can Opener
Pencil Dive
Belly Flop

All able-bodied young men took up arms and fought against the invaders, and as a result, around the border, nine out of ten of these men died. This man’s son did not join in the fighting because he was crippled and was absolved from the obligation for his disability, so he escaped death.Taoism, here refers to a Chinese system of thought and is characterized by spontaneous creativity and by regular alternations of phenomena (such as day following night, good results coming bad events or bad results coming from good intentions.) that proceed without effort. Effortless action may be illustrated by the conduct of water, which unresistingly accepts the lowest level and yet wears away the hardest substance.

Solution

Solution

Solution

She was walking along the sidewalk.

In the last step, you can’t divide both sides (x-2) because since x=2, x-2=0 and you would be dividing by zero.

Excellency (XLNC)

The four letters, XLNC, sound just like the ten-letter word excellency.

The first two sounds (XL) are the name of a spreadsheet program.

If you arrange the letters in modus operandi alphabetically (addeimNooprsu), the letter N is the middle letter. Also, modus operandi is usually written as an abbreviation, MO, which in the alphabet, would have an N in the middle.

The final letter (C) sounds like sea. Do you see?

The number of teeth a person has at various stages of their lives.

0 - Number of teeth most infants are born with, already erupted.

20 - The number of ‘milk teeth’ children get in their first 5 years.

28 - The number of permanent teeth children get between the ages of 6-12.

32 - Is the number of teeth a young adult has once their Wisdom Teeth [3rd molars] come in, usually age 17-24.

28 - Is the number of teeth most adults have because either A- Wisdom teeth never made an appearance, or B- they have had them removed.

As to the Hint:
Some people get 0 Wisdom Teeth [3rd molars]
Some get 1-2-3-4.
And in some rare cases there have been
people who got 4th and even 5th molars!!

Since the train was going at 150 km/h, the sound of the gunshot in the front of the train would reach the policeman’s ears faster than the gunshot from the back of the train. So the conductor was shot first.

Statements 1 and 2 are true; statement 3 is false.

Statement 1 is the simplest form of syllogism, and it’s true.

In statement 2, each number is the square root of its preceding number increased by 1, and it’s true.

In statement 3, the differences of neighboring terms are 2, 3, 4… and the next number should be 15, so it’s false.

She asked the man to give her the license plate number of the vehicle in front of him, thinking that whoever owned the vehicle lived in that neighborhood. Since it was a residential neighborhood, and late at night, this is very likely.

The answer is ‘Respect’.

The other words can be stressed in two different ways, giving two different meanings.

conVICT /CONvict
TRANSport/transPORT
comPACT/COMpact
PROject/proJECT

Two (one each). They had stolen four, therefore, they didn’t own them.

LOGIC:
Suppose there are any 2 tribal people of the same tribe standing adjacent to each other.
Then, if one of them is asked about the tribe of the other, he’ll say “TRIBE X”.

If both are in tribe X, then he’ll tell the truth, that is “TRIBE X”.

X X - TRIBE X

If both are in tribe Y, then he’ll lie, that is “TRIBE X”.

Y Y - TRIBE X

Similarly, if their tribes are different, then the answer will always be “TRIBE Y”.

X Y - TRIBE Y

Y X - TRIBE Y

So from the question, A and B are in different tribes, so are B and C and so are C and D.
Since there are two types of tribes only, A and C are in the same tribe while B and D are in the same tribe.
Now, since according to D, A will call C a liar (TRIBE Y), in spite of both of them being in the same tribe, D is lying.
Hence B and D are liars (TRIBE Y), while A and C are honest (TRIBE X).

A - TRIBE X
B - TRIBE Y
C - TRIBE X
D - TRIBE Y

You have a one third chance of getting a pink or a yellow bean.
6+4=10
10/30 = 1/3

Each contraction in Group A forms a valid word when the apostrophe is removed.

it’s - its
she’d - shed
we’ll - well
won’t - wont

thus

can’t - cant

Link

Link

Trick question: an only son can’t have a brother.

 Link

Link

Take one of the ‘I’s in VII, rotate it 90 degrees, and place it directly above the VI to form the expression square root of one. You now get an expression with the value of 1!

education

12:59 PM

btw, I resent the insinuation that any of my problems are of poor quality!

incorrectly

This problem is almost exactly the same as a previous one I posted about the gates to heaven and hell.

Simply ask one of the tribesman, “To what tribe would the other man say he belonged to?” Regardless of whether the first man is the liar or truth-tell, the answer will be opposite from the truth.

Finally, if you also saw one of the tribesman, you can determine is tribe by asking him “If I asked you if you were a Liari, would you say yes?”. If he is a liar, he would of course say no; but if he were the truth-teller, he would also say yes.

To make this explanation just a little less confusing, I’m going to refer to the Truthwi man as Mr. Truth (he always tells the truth), the Liari man as Mr. Liar (he always lies), and the Randwi man as Mr. Maybe (he tells the truth and lies at random).

A good place to start with this problem is to realize that Mr. Maybe’s answers are completely irrelevant. Therefore, the first 2 questions need to be directed at different people because you can’t afford to “waste” two questions on someone who may turn out to be Mr. Maybe. Next, as you would like to avoid asking questions to Mr. Maybe (since his answers are irrelevant), you would like to find a way to use the first question to either identify Mr. Maybe, or at least identify who Mr. Maybe is not. In the latter case, you will be able to direct the second question to the non-Mr. Maybe.

At this point, let’s number the three men 1-3, and make a chart displaying their possible arrangements:

Truth Maybe Liar
Liar Truth Maybe
Liar Maybe Truth
Maybe Truth Liar
Maybe Liar Truth

Let’s ask our first question to man number one. What are our requirements of this first question?

1. If the first man is Mr. Maybe (an unavoidable possibility), the first question will be irrelevant.
2. If the first man is not Mr. Maybe, the first question needs to determine which of men 2 and 3 is not Mr. Maybe (so that question 2 can be directed at this man). Therefore, question 1 must reveal information about Mr. Maybe’s identity, yet also prompt the same answer regardless of whether it is asked of Mr. Truth or Mr. Liar.

After a bit of thought, it might become apparent that the easiest way to accomplish this not so easy task is to ask man #1, “If I asked you if man #2 is Mr. Maybe, would you say yes?” If man #1 is Mr. Truth, and man #2 is Mr. Maybe, then the answer will of course be “yes”. However, careful study of the question’s wording reveals that if man #1 is Mr. Liar and man #2 is Mr. Maybe, the answer will still be “yes”. The same logic follows if this question is answered with a no.

We can see that if the first question is answered “yes”, then man #3 is not Mr. Maybe. If answered “no”, then man #2 is not Mr. Maybe. Whoever you determine is not Mr. Maybe should be asked the second question. Now what should the second question be? Since the previous question was helpful, let’s just repeat it. Whichever man is asked, make the question “If I asked you if man #1 is Mr. Maybe, would you say yes?” Through the same logic as the first question, this will deduce that a second invidiual is not Mr. Maybe. Thus, by process of elimination, Mr. Maybe is positively identified.

At this point, we have 2 men left - one Mr. Truth and one Mr. Liar - and only 1 question. This time, we don’t want to ask a question that will result in the same answer if asked to either Mr. Truth or Mr. Liar. A little more thought might lead us to this final question: Ask one of the two unidentified men “Would the other unidentified man answer yes if asked if he were Mr. Truth?” If the answer is “yes”, then the final question was asked to Mr. Truth. If the answer is “no”, then the final question was asked to Mr. Liar

This is what’s called a Simpson’s Paradox, although it’s not much of a paradox at all. The rabbit, being an overachiever, took 10 tests in the first month and averaged 60 (i.e. 60, 60, 60, 60, 60, 60, 60, 60, 60, 60,) while the tortoise only took two tests and averaged 50 (i.e. 50,50).

In the second month, the hare and tortoise both took the rest of their tests. The hare took two tests and averaged 90 (i.e. 90, 90), but the tortoise took eight tests and averaged 80.

Thus, the average comes out 65 for the hare and 75 for the tortoise!

Each man spent five dollars. They were son, father, and grandfather! (And thus two sons and two fathers)

Only one! After that the bag isn’t empty anymore!

Clever Young Al crossed his arm, then picked up the ends of the string and unfolded his arms!

The lions! Dead lions really can’t do much, can they?

They weren’t playing each other!

Three, because there are three letters in the word TEN.

The word clever

Yes
The one you did after the one you did before this one, IS this one. In other words: “…The teaser you solved after you solved the teaser you solved before this one” IS this one.
The question could be rephrased this way:
“If the teaser you solved before this one was harder than THIS ONE, was the teaser you solved before this one harder than THIS ONE?”. The answer is obviously “Yes”, that wasn’t so hard, now was it?

Each cut only took one minute. When he came to the 178th cut, that would automatically make 179 pieces without another cut. He then had two minutes to run to the locker room and break into the locker, stealing the watch.

The last number is 5000.
The only integer names with no repeated letters are ZERO, ONE, TWO, FOUR, FIVE, SIX, EIGHT, TEN, FORTY, FORTY-SIX, SIXTY, SIXTY-ONE, SIXTY-FOUR, EIGHTY, EIGHTY-FOUR, and FIVE THOUSAND.

Frank Miller is a striker in Redland.
Joseph Mayne is a goalie in Castleton.
Thomas Bracken is a defender in Norsewick.
Sam Tillah is a midfielder in Greenham.

Word: PRESENT
PEST
SERPENT
TREE
NEST

Assuming that the matchsticks are upright (forming an 8), take the upper-right match and place it horizontally above the 8.
Next, take the match on the lower-left of what now looks like a 6, and place it vertically just above the match you last put down.

What you should have is 1/5, or .200 . Ellipses only consist of three points, not four. In other words, I asked you for .200, not 200.

Sarah is 14, and was condemned by Circe to worship witches.
Jessica is 15, and was condemned by Isis to worship spirits.
Sebastian is 15, and was condemned by Osiris to worship vampires.
Dana is 20, and was condemned by Artemis to worship werewolves.
Chandler is 11, and was condemned by Odin to worship trolls.

8:12 (ate twelve)

You are out of order (the letters “U” and “R” have traded places; U R out of order).

Link

Link

Silly Sally loves words with back-to-back repeated letters (like the t’s in letters), and hates all others.

Each number is the previous number times -12 minus 3. The number to go in the blank is 2625.

41 and 7/13 minutes past three o’clock.

base 14; sides 13, 15; height 12; area 84

Abe and Bonnie cross. (10 minutes)
Abe comes back. (10+5)
Cane and Daria cross. (10+5+25)
Bonnie comes back. (10+5+25+10)
Abe and Bonnie cross. (10+5+25+10+10=60 minutes)

ogry

You would rather the crocodile attack an alligator.

JFK (think US President initials)

I’m a flag.

In musical notation, a note value indicates the relative duration of a note, using the color or shape of the note head, the presence or absence of a stem, and the presence or absence of flags.

In mathematics, particularly in linear algebra, a flag is an increasing sequence of subspaces of a vector space V.

The most common definition of flag is the emblem that usually consists of a rectangular piece of cloth of distinctive design.
It can also be an object thrown by the referee to indicate a penalty such as a bright yellow flag.

On the cigar, the flag is an extension of the wrapper shaped to finish the head of the cigar. Sometimes it is tied off in a pigtail, and the flag is used instead of a cap.

The five pound note in England is also known as a ‘flag’. The word flag has been used since the 1500’s as a slang expression for various types of money.

Annie Summers, Elizabeth Grey, Teresa Andrews, Yvette Smith, Connie Cooper

Daniel H. Hawkins.

Take the first letter of Daniel’s name (D) and find its place in the alphabet (4).

Now take the last letter of Daniel’s name (L) and find its place (12).

Now subtract 4 from 12 to get 8 - and the 8th letter is H.

The possibility that the strings will form one large loop is 8 in 15 times, or 8/15.
You determined the probability of each situation by finding out the probability of many events. You only had to deal with the bottom knots, because if you left out the top knots, you will just be simplifying the problem a little bit. Then you figure out all the possibilities for the first knot (of the bottom) that could be tied. Then, using those, you found out the three possibilities for each basic diagram, having only the first knot. That gives you 45 possible knot combinations, which is every combination for the bottom half. Then you simply count out the different groups (1 loop, 2 loops or 3 loops) and simplified it. There are 24/45 for 1 loop, 18/45 for 2 loops, and 3/45 for 3 loops. Simplified that is:
**1 Loop: 8/15**
2 Loops: 6/15
3 Loops: 1/15

Crystal.

Quartz Crystal is quite often used in watches.
Waterford Crystal is a world famous maker of glassware.
The phrase Crystal Clear means understood completely.

Clarity can be fragile is another way of saying as clear as glass, or Crystal Clear.

The correct door is labeled with the trapezoid. The shape formed by connecting the string of numbers on the face of a clock is a trapezoid.

An Anchor

A 12-hour clock has these:
1:23 (one, two, three)
2:34
3:45
4:56
9:10 (nine, ten)
10:11
11:12
12:13
12:34 (one, two, three, four)

A 24-hour clock has these additional ones:
0:12 (zero, one, two)
13:14 (thirteen, fourteen)
14:15
15:16
16:17
17:18
18:19
19:20
20:21
21:22
22:23
23:24
23:45 (two, three, four, five)

The person is a varsity cheerleader, and is there to cheer. The person is at all the games, in uniform, and is not there to watch the game, but must keep on eye on it as to know which cheers to do.

The gold was hidden at his house. It was upstairs (a short flight) in the workout room where Jim had configured it to look like regular weights.

With the gold found, Jim confessed, and Smith was quickly promoted.

In one jar, put one white token. In the other jar, put the remaining 49 white tokens and 50 black tokens.

Solution

Solution

If the Pilkins staff had been 11 in number, and the Radson staff 12, they could have sat down differently in 165 and 495 ways respectively, which would have solved the question. Only we were told that there happened to be the same number of men in each staff. Therefore the answer is 15 in threes for 455 days, and 15 in fours for 1365 days.

Source: 536 Puzzles and Curious Problems by Dudeney

-64

Solution

There’s no smoke on an electric train.

Solution

One solution is: Mr. Jock TV quiz PhD bags few lynx.

7 11

7 0
0 7
7 7
3 11
3 0
0 3
7 3
0 10
7 10
6 11
6 0
0 6
7 6
2 11

$31.63

Remove the two matches from the L and put one directly over the first I and one between the two I’s. That should form a square root of 1 minus 1, which is 0. Or, remove the same two matches and place one against the V and the other against the I, and form the word NIL.

ILOVEYOU - “add” one to each of the letters.

The answer is half a hen and a half hen; that is, one hen. If one and a half hens lay one and a half eggs in one and a half days, one hen will lay one egg in one and a half days. And a hen who lays better by half will lay one and a half eggs in one and a half days, or one egg per day. So she will lay ten and a half (half a score and a half) in ten and a half days (a week and a half).

Halfway - after that, the dog is going out.

Ukraine

The number is 21200.
There are 2 zeroes, 1 one, 2 twos, 0 threes and 0 fours.

Straw > Warts
Reward > Drawer
Stressed > Desserts
Sleep > Peels
Gateman > Nametag
Pupils > Slipup

1) Marco Polo (Venetian trader who traveled to China in the 13th century)
2) Sam Houston (led the victory over Santa Anna at San Jacinto, helping Texas gain its independence from Mexico; president of the Republic of Texas)
3) Dean Martin (Italian-American singer and film actor; formed comedy duo with Jerry Lewis)
4) Genghis Khan (founded the Mongol Empire)

I have two nephews and four nieces.
Kay has two girls.
Jane has one boy and two girls.
Belle has one boy.

They were playing a slot machine in Las Vegas (another name for a slot machine is a one-armed bandit).

They paid with a $50, and a $20. They never spent a dime, but still paid for their meal. The waitress was extremely unhappy with her $0.31 tip, believe me.

Art
Tear
Earth
Heater/aether
Feather
Fathered

A grove of Aspen.
Considered to be the largest living organism, a grove of aspen share an extensive root system. And though the Aspen produces seeds, new shoots almost always spring up from the root system. Aspen also produce Aspirin leaving a yellow powder on the bark.
If that’s not cool enough, the Aspen is classified as a weed not a tree. Ouch! My head hurts! Well….take two aspen and call me in the morning.

Suzie and Jorge were playing the game Operation. Suzie lost the game and Jorge won.