Train Picture (sorta)

Leanne Cole, (over at https://leannecole.com.au/photo-challenge-4-trains/), asked for Train photos so this is mine.

Advertisements

A bit of nostalgia for all of you.

This upcoming Friday, the 18th of November, marks the 31st anniversary of the debut of the famed Calvin and Hobbes Comic Strip.

One of my and my sibling’s favorite things to do on weekends was read through Calvin and Hobbes collections. Books like “The Days Are Just Packed” and “There’s Treasure Everywhere” topped the list as our top 2 favorite books out of the collection of a dozen or so that we had lining our bookshelves.

Since we would never stop reading through them over and over, our parents limited us to only reading them on Saturday mornings. So it was always a treat to sit down with a comic book and laugh at all the silly adventures the two rambunctious youths participated in.

As we got older we started to understand more of the obscure adult and political jokes….. reading through a book we had read through a hundred times started to yield fresh humor.

It wasn’t till many years later that I started to understand one particular comic.

“It’s A Magical World” Collection is the eleventh and last printed collection, released in October 1996 and contained comics dating from March 20, 1995 to December 31, 1995, including the comic in question; the “It’s a magical world” comic. (from It’s a Magical World Wikia)

MagicalWorld.jpg

This comic is widely accepted at the last comic ever written by Comic Strip Artist and Author of Calvin and Hobbes, Bill Watterson.

It provides a fitting end to all of Calvin’s shenanigans in the best way possible…. with the knowledge that he will always be out there exploring…..

But I recently found a story that might provide a more fitting end for all of you who felt there should be more to the story…..

(The original post can be found at (http://www.tickld.com/x/af/this-guy-just-changed-the-way-we-see-calvin-and-hobbes) all credit goes to the original author.)

In The Final Minutes Of His Life, Calvin Has One Last Talk With Hobbes.

“Calvin? Calvin, sweetheart?”

In the darkness Calvin heard the sound of Susie, his wife of fifty-three years. Calvin struggled to open his eyes. God, he was so tired and it took so much strength. Slowly, light replaced the darkness, and soon vision followed. At the foot of his bed stood his wife.

Calvin wet his dry lips and spoke hoarsely, “Did… did you…. find him?”

“Yes dear,” Susie said smiling sadly, “He was in the attic.”

Susie reached into her big purse and brought out a soft, old, orange tiger doll. Calvin could not help but laugh. It had been so long. Too long.

“I washed him for you,” Susie said, her voice cracking a little as she laid the stuffed tiger next to her husband.

“Thank you, Susie.” Calvin said.

A few moments passed as Calvin just laid on his hospital bed, his head turned to the side, staring at the old toy with nostalgia.

“Dear,” Calvin said finally. “Would you mind leaving me alone with Hobbes for a while? I would like to catch up with him.”

“All right,” Susie said. “I’ll get something to eat in the cafeteria. I’ll be back soon.”

Susie kissed her husband on the forehead and turned to leave. With sudden but gentle strength Calvin stopped her. Lovingly he pulled his wife in and gave her a passionate kiss on the lips.

“I love you,” he said.

“And I love you,” said Susie. Susie turned and left.

Calvin saw tears streaming from her face as she went out the door. Calvin then turned to face his oldest and dearest friend.

“Hello Hobbes. It’s been a long time hasn’t it old pal?”

Hobbes was no longer a stuffed doll but the big furry old tiger Calvin had always remembered.

“It sure has, Calvin.” said Hobbes.

“You… haven’t changed a bit.” Calvin smiled.

“You’ve changed a lot.” Hobbes said sadly.

Calvin laughed, “Really? I haven’t noticed at all.”

There was a long pause.

The sound of a clock ticking away the seconds rang throughout the sterile hospital room.

“So… you married Susie Derkins.” Hobbes said, finally smiling. “I knew you always like her.”

“Shut up!” Calvin said, his smile bigger than ever.

“Tell me everything I missed. I’d love to hear what you’ve been up to!” Hobbes said, excited. And so Calvin told him everything.

He told him about how he and Susie fell in love in high school and had married after graduating from college, about his three kids and four grandkids, how he turned Spaceman Spiff into one of the most popular sci-fi novels of the decade, and so on.

After he told Hobbes all this there was another pregnant pause.

“You know… I visited you in the attic a bunch of times.” Calvin said.

“I know.”

“But I couldn’t see you. All I saw was a stuffed animal.” Calvin voice was breaking and tears of regret started welling up in his eyes.

“You grew up old buddy.” said Hobbes.

Calvin broke down and sobbed, hugging his best friend. “I’m so sorry! I’m so sorry I broke my promise! I promised I wouldn’t grow up and that we’d be together forever!!”

Hobbes stroke the Calvin’s hair, or what little was left of it.

“But you didn’t.”

“What do you mean?”

“We were always together… in our dreams.”

“We were?”

“We were.”

“Hobbes?”

“Yeah, old buddy?”

“I’m so glad I got to see you like this… one last time…”

“Me too, Calvin. Me too.”

“Sweetheart?” Susie voice came from outside the door.

“Yes dear?” Calvin replied.

“Can I come in?” Susie asked.

“Just a minute.” Calvin turned to face Hobbes one last time. “Goodbye Hobbes. Thanks… for everything…”

“No, thank you Calvin.” Hobbes said.

Calvin turned back to the door and said, “You can come in now.”

Susie came in and said, “Look who’s come to visit you.” Calvin’s children and grandchildren followed Susie into Calvin’s room.

The youngest grandchild ran past the rest of them and hugged Calvin in a hard, excited hug. “Grandpa!!” screamed the child in delight.

“Francis!” cried Calvin’s daughter, “Be gentle with your grandfather.”

Calvin’s daughter turned to her dad. “I’m sorry, Daddy. Francis never seems to behave these days. He just runs around making a mess and coming up with strange stories.”

Calvin laughed and said, “Well now! That sound just like me when I was his age.”

Calvin and his family chatted some more until a nurse said, “Sorry, but visiting hours are almost up.”

Calvin’s beloved family said good bye and promised to visit tomorrow.

As they turned to leave Calvin said, “Francis. Come here for a second.”

Francis came over to his grandfather’s side, “What is it Gramps?”

Calvin reached over to the stuffed tiger on his bedside and held him out shakily to his grandson, who looked exactly as he did so many years ago.

“This is Hobbes. He was my best friend when I was your age. I want you to have him.”

“He’s just a stuffed tiger.” Francis said, eyebrows raised.

Calvin laughed, “Well, let me tell you a secret.”

Francis leaned closer to Calvin.

Calvin whispered, “If you catch him in a tiger trap using a tuna sandwich as bait he will turn into a real tiger.”

Francis gasped in delighted awe.

Calvin continued, “Not only that he will be your best friend forever.”

“Wow! Thanks grandpa!” Francis said, hugging his grandpa tightly again.

“Francis! We need to go now!” Calvin’s daughter called.

“Okay!” Francis shouted back.

“Take good care of him.” Calvin said.

“I will.” Francis said before running off after the rest of the family.

Calvin laid on his back and stared at the ceiling. The time to go was close. He could feel it in his soul.

Calvin tried to remember a quote he read in a book once. It said something about death being the next great adventure or something like that. His eyelids grew heavy and his breathing slowed. As he went deeper into his final sleep he heard Hobbes, as if he was right next to him at his bedside.

“I’ll take care of him, Calvin…” Calvin took his first step toward one more adventure and breathed his last with a grin on his face.

The End

 

And there you have it…..

Hope that made you all smile as we start a new week and prepare for the stresses and headaches this holiday season will no doubt bring.

May God bless you all and have a wonderful day.

Benramz

 

The Number Zero

The number Zero isn’t really a number, it’s a placeholder. Without Zero, 1205 would look like 125.

0_for_Post

Zero


The idea of nothingness and emptiness has inspired and puzzled mathematicians, physicists, and even philosophers. What does empty space mean? If the space is empty, does it have any physical meaning or purpose?

From the mathematical point of view, the concept of zero has eluded humans for a very long time. In his book, The Nothing That Is, author Robert Kaplan writes, “Zero’s path through time and thought has been as full of intrigue, disguise and mistaken identity as were the careers of the travellers who first brought it to the West.” But our own familiarity with zero makes it difficult to imagine a time when the concept of zero did not exist. When the last pancake is devoured and the plate is empty, there are zero pancakes left. This simple example illustrates the connection between counting and zero.

Counting is a universal human activity. Many ancient cultures, such as the Sumerians, Indians, Chinese, Egyptians, Romans, and Greeks, developed different symbols and rules for counting. But the concept of zero did not appear in number systems for a long time; and even then, the Roman number system had no symbol for zero. Sometime between the sixth and third centuries b.c.e., zero made its appearance in the Sumerian number system as a slanted double wedge.

To appreciate the significance of zero in counting, compare the decimal and Roman number system. In the decimal system, all numbers are composed of ten digits: 0, 1, 2, 3, 4, 5, 6, 7, 8, and 9. After counting to nine, the digits are repeated in different sequences so that any number can be written with just ten digits. Also, the position of the number indicates the value of the number. For example, in 407, 4 stands for four hundreds, 0 stands for no tens, and 7 stands for seven.

The Roman number system consists of the following few basic symbols: I for 1, V for 5, and X for 10. Here are some examples of numbers written with Roman numerals.

IV = 4     XV = 15

VIII = 8     XX = 20

XIII = 13     XXX = 30

Without a symbol for zero, it becomes very awkward to write large numbers. For 50, instead of writing five Xs, the Roman system has a new symbol, L.

Performing a simple addition, such as 33 + 22, in both number systems further shows the efficiency of the decimal system. In the decimal number system, the two numbers are aligned right on top of each other and the corresponding digits are added.

In the Roman number system, the same problem is expressed as XXXIII + XXII, and the answer is expressed as LV. Placing the two Roman numbers on top of each other does not give the digits LV, and therefore when adding, it is easier to find the sum with the decimal system.

Properties of Zero

All real numbers, except 0, are either positive (x > 0) or negative (x < 0). But 0 is neither positive nor negative. Zero has many unique and curious properties, listed below.

Additive Identity: Adding 0 to any number x equals x. That is, x + 0 = x. Zero is called the additive identity.

Multiplication property: Multiplying any number b by 0 gives 0. That is, b × 0 = 0. Therefore, the square of 0 is equal to zero (02 = 0).

Exponent property: Any number other than zero raised to the power 0 equals 1. That is, b 0 = 1.

Division property: A number cannot be divided by 0. Consider the problem 12/0 = x. This means that 0 × x must be equal to 12. No value of x will make 0 × x = 12. Therefore, division by 0 is undefined.

Undefined Division

Because division by 0 is undefined, many functions in which the denominator becomes 0 are not defined at certain points in their domain sets. For instance, is not defined at x = 0; is not defined at x = 1; is not defined at either x = 1 or x = −1.

Even though the function is not defined at 0, it is possible to see the behavior of the function around 0. Points can be chosen close to 0; for instance, x equal to 0.001, 0.0001, and 0.00001. The function values at these points are f (0.001) 1/0.001 1,000; f (0.0001) = 10,000; and f (0.00001) = 100,000.

As x becomes smaller and approaches 0, the function values become larger. In fact, the function grows without bound; that is, the function values has no upper ceiling, or limit, at x = 0. In mathematics, this behavior is described by saying that as x approaches 0, the function approaches infinity.

Approaching Zero

Consider a sequence of numbers which in decimal notation is expressed as 1, 0.5, 0.33, 0.25, 0.2, 0.16, 0.14, and so on. Each number in the sequence is called a term. As n becomes larger, becomes increasingly smaller. When n = 10,000 is 0.0001.

The sequence approaches 0, but its terms never equals 0. However, the terms of the sequence can be as close to 0 as wanted. For instance, it is possible for the terms of the sequence to get close enough to 0 so that the difference between the two is less than a billionth, or 10−6. If one takes , then the sequence terms will be smaller than 10−6. (Encyclopedia.com)

see also Division by Zero; Limit.

For More Information visit:

http://www.encyclopedia.com/topic/zero.aspx#2

http://www.encyclopedia.com/topic/zero.aspx#3

http://www.encyclopedia.com/topic/zero.aspx#4

http://www.encyclopedia.com/topic/zero.aspx#5

0
−1 0 1 2 3 4 5 6 7 8 9
Cardinal 0, zero, “oh” (/ˈ/), nought, naught, nil
Ordinal zeroth, noughth
Divisors all other numbers
Binary 02
Ternary 03
Quaternary 04
Quinary 05
Senary 06
Octal 08
Duodecimal 012
Hexadecimal 016
Vigesimal 020
Base 36 036
Arabic ٠,0
Urdu ۰
Bengali
Devanāgarī ० (shunya)
Chinese 零, 〇
Japanese 零, 〇
Khmer
Thai

The Number 9

The last number is Nine.

9_for_PostNine in medieval angelology there were traditionally nine orders to the celestial hierarchy; cats proverbially have nine lives; nine days or nights is the period during which a novelty is supposed to attract attention.
Nine Days’ Queen a name for Lady Jane Grey (1537–54), Queen of England for nine days following the death of Edward VI. She was quickly deposed by forces loyal to Edward’s (Catholic) sister Mary, who had popular support, and executed the following year.
nine days’ wonder a person who or thing which is briefly famous.
nine-eleven (written 9/11, in American usage) refers to the terrorist action of 11 September 2001, in which hijacked passenger planes were flown into the World Trade Center and the Pentagon, and a fourth hijacked plane crashed near Pittsburgh.
nine men’s morris a game, also known as merrill, played on a board between two players, each with an equal number of pebbles, discs of wood or metal, pegs, or pins.
nine tailors make a man proverbial saying, early 17th century; the literal meaning is that a gentleman must select his attire from various sources. It is now also associated with bell-ringing: tailors = tellers = strokes, the number of strokes on the passing bell indicating the sex of the deceased.
nine times out of ten on nearly every occasion.
nine-to-five used in reference to typical office hours, often to express an idea of predictable routine.
Nine Worthies nine famous personages of ancient Jewish and classical and medieval Christian history and legend ( Joshua, David, and Judas Maccabaeus; Hector, Alexander, and Julius Caesar; and King Arthur, Charlemagne, and Godfrey of Bouillon).
to the nines to a great or elaborate extent (now often in dressed up to the nines). The origin is unclear: it could refer to the number just below the highest point in a scale of 1 to 10, or to the nine Muses. It has also been suggested that it could represent a misdivision of an unrecorded medieval phrase ‘to the eyne [eyes]’. The later association with dress may have been influenced by the 19th-century sartorial reputation of the 99th Wiltshire Regiment. A baseball team has nine players. (Encyclopedia.com)

Multiplication 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 50 100 1000
9 \times x 9 18 27 36 45 54 63 72 81 90 99 108 117 126 135 144 153 162 171 180 189 198 207 216 225 450 900 9000
Division 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15
9 \div x 9 4.5 3 2.25 1.8 1.5 1.285714 1.125 1 0.9 0.81 0.75 0.692307 0.6428571 0.6
x \div 9 0.1 0.2 0.3 0.4 0.5 0.6 0.7 0.8 1 1.1 1.2 1.3 1.4 1.5 1.6
Exponentiation 1 2 3 4 5 6 7 8 9 10 11 12 13
9 ^ x\, 9 81 729 6561 59049 531441 4782969 43046721 387420489 3486784401 31381059609 282429536481 2541865828329
x ^ 9\, 1 512 19683 262144 1953125 10077696 40353607 134217728 387420489 1000000000 2357947691 5159780352 10604499373
Radix 1 5 10 15 20 25 30 40 50 60 70 80 90 100
110 120 130 140 150 200 250 500 1000 10000 100000 1000000
x_{9} \ 1 5 119 169 229 279 339 449 559 669 779 889 1109 1219
1329 1439 1549 1659 1769 2429 3079 6159 13319 146419 1621519 17836619
9
−1 0 1 2 3 4 5 6 7 8 9
Cardinal nine
Ordinal 9th
(ninth)
Numeral system nonary
Factorization 32
Roman numeral IX
Unicode symbol(s) Ⅸ, ⅸ
Greek prefix ennea-
Latin prefix nona-
Binary 10012
Ternary 1003
Quaternary 214
Quinary 145
Senary 136
Octal 118
Duodecimal 912
Hexadecimal 916
Vigesimal 920
Base 36 936
Amharic
Arabicl ٩
Urdu ۹
Armenian numeral Թ
Bengali
Chinese/Japanese
/Korean numeral
九 (jiu)
玖 (formal writing)
Devanāgarī ९ (nau)
Greek numeral θ´
Hebrew numeral ט (Tet)
Tamil numerals
Khmer
Telugu numeral
Thai numeral

The Number 8

The next number is Eight.

8_for_PostEight the word is recorded from Old English (in form ehta, eahta) and is of Germanic origin; it comes from an Indo-European root shared by Latin octo and Greek oktō.
The Eight is the name given to a group of American realist painters who exhibited together in 1908, united by a concern to involve painting with the realities of contemporary, especially urban, life.
behind the eight ball (chiefly in North American usage) at a disadvantage; in a variety of the game of pool, the black ball is numbered eight.
have one over the eight have one drink too many, probably from the assumption that the average person can drink eight pints of beer without getting drunk. (Encyclopedia.com)

8
−1 0 1 2 3 4 5 6 7 8 9
Cardinal eight
Ordinal 8th
(eighth)
Numeral system octal
Factorization 23
Divisors 1, 3, 4, 8
Roman numeral VIII
Roman numeral (unicode) Ⅷ, ⅷ
Greek prefix octa-/oct-
Latin prefix octo-/oct-
Binary 10002
Ternary 223
Quaternary 204
Quinary 135
Senary 126
Octal 108
Duodecimal 812
Hexadecimal 816
Vigesimal 820
Base 36 836
Greek η (or Η)
Arabic ٨,8
Urdu ۸
Amharic
Bengali
Chinese numeral 八,捌
Devanāgarī
Kannada
Telugu
Tamil
Hebrew ח (Het)
Hebrew שמונה (shmoneh)
Khmer
Korean
Thai

 

I have not seen such an extensive Wikipedia page as the one for this number. Check it out here.

No idea what I am going to do with this place tbh.

The Bonfire

Sharing, encouraging...keeping the flames alive.

Photofocus

Education and inspiration for visual storytellers

FR's Fun Facts

Did you know...

Some Bad Plankton

poetry, essays, photography, & drawings

The Hills Have Eyes

Just my point of view

LEANNE COLE - The Photographer's Mentor

Fine Art Photographer ~ Daring to be Different

Just because I can

No idea what I am going to do with this place tbh.

The Daily Post

The Art and Craft of Blogging

The WordPress.com Blog

The latest news on WordPress.com and the WordPress community.