25 Sept 2018 Bowls, Caterpillars and Drawing

Just a reminder, the dividing by 2 came to me when the system initially did.  It’s like analyzing something with both parts of ourselves, the light and shadow.  It’s the duality of human nature.  We are basically two parts stitched together inside and out if you think about it!  Most things that come into our lives go under some sort of scrutiny and or analysis before we accept the person, place or thing as “truth” or worthy of being part of our life.   It seems a rare thing when a person, other life form, place or thing is exactly how it seems to appear.   What we call things today aren’t always the names that were used in the past.  In this list you will see the difference in value between dirt and soil.  Dirt in the numbers has the same value as a camera even though it has the same purpose of soil.

The “3 cycle” represents to me the cycles of life, death and rebirth.  The “9 cycle” represents difficult to me or something is hard, sturdy or tough.  It’s rather incredible to see what numbers can tell us about the meaning and possible intent of why things were given the labels they were.  As I’ve done this for my personal list, you can see how dated some words are compared to others.  It’s pretty fascinating!  (To me at least!)  If you have a question about any of this, please leave me a comment.  Thank you for stopping by!

https://www.gematrix.org/

what is the purpose of a craft in Simple Gematria equals: 293

14/5 divided by 2.5 = 7 divided by 2 = 3.5 = 8/4/2/1

what is the function of a craft in Simple Gematria equals: 285

15/6/3 cycle or 15 divided by 2 = 7.5 = 12 divided by 2 = 6 divided by 2 = 3 divided by 2 = 1.5 = 6 divided by 2 = 3 cycle

what is the purpose of orgone in Simple Gematria equals: 318

12/3 cycle or 12 divided by 2 = 6 divided by 2 = 3 divided by 2 = 1.5 = 6 divided by 2 = 3 cycle

what is the function of orgone in Simple Gematria equals: 310

4/2/1

what is the purpose of orgonite in Simple Gematria equals: 347

14/5 divided by 2.5 = 7 divided by 2 = 3.5 = 8/4/2/1

what is the function of orgonite in Simple Gematria equals: 339

15/6/3 cycle or 15 divided by 2 = 7.5 = 12 divided by 2 = 6 divided by 2 = 3 divided by 2 = 1.5 = 6 divided by 2 = 3 cycle

http://www.orgoneenergyfields.com/what-is-orgonite/(use link to read more if your interested)

What is Orgone?

The word orgonite comes from “orgone”, the name given by Wilhelm Reich to vital energy found everywhere in nature. It is life energy, also called Ch’i, Prana, and Aether. This vital energy exists, in a natural way, under many different forms. It can be neutral (OR=orgone), positive (POR=positive orgone energy) or negative (DOR = deadly orgone energy). When positive, it enables living organisms to exist in a healthy state. Reich did a lot of research on the properties and behaviors of this energy. He built an orgone accumulator out of alternate layers of metal and organic material. He also observed that OR was able to neutralize nuclear radiation.

what is the purpose of organic in Simple Gematria equals: 311

5 divided by 2 – 2.5 = 7 divided by 2 = 3.5 = 8/4/2/1

what is the function of organic in Simple Gematria equals: 303

6/3 cycle

what is the purpose of a bowl in Simple Gematria equals: 297

18/9 divided by 2 = 4.5 = 9 cycle

what is the function of a bowl in Simple Gematria equals: 289

19/10/5 divided by 2 = 2.5 = 7 divided by 2 = 3.5 = 8/4/2/1 or 19 divided by 2 = 9.5 = 14 divided by 2 = 7 divided by 2 = 3.5 = 8/4/2/1

what is the purpose of dirt in Simple Gematria equals: 295

16/7 divided by 2 = 3.5 = 8/4/2/1 or 16/8/4/2/1

what is the function of dirt in Simple Gematria equals: 287

17/8/4/2/1 or 17 divided by 2 = 8.5 = 13 divided by 2 = 6.5 = 11 divided by 2 = 5.5 = 10 divided by 2 = 5 divided by 2 = 2.5 = 7 divided by 2 = 3.5 = 8/4/2/1

what is the purpose of soil in Simple Gematria equals: 299

20/2/1 or 20/10/ 5 divided by 2 = 2.5 = 7 divided by 2 = 3.5 = 8/4/2/1

what is the function of soil in Simple Gematria equals: 291 – soil isn’t the same as dirt in the numbers, dirt has the exact same value as a camera!

12/3 cycle or 12/3 cycle or 12 divided by 2 = 6 divided by 2 = 3 divided by 2 = 1.5 = 6 divided by 2 = 3 cycle

what is the purpose of a caterpillar in Simple Gematria equals: 360

9 cycle

what is the function of a caterpillar in Simple Gematria equals: 352

10/1 or 10/5 divided by 2 = 2.5 = 7 divided by 2 = 3.5 = 8/4/2/1

what is the purpose of a tree in Simple Gematria equals: 293

14/5 divided by 2.5 = 7 divided by 2 = 3.5 = 8/4/2/1

what is the function of a tree in Simple Gematria equals: 285

15/6/3 cycle or 15 divided by 2 = 7.5 = 12 divided by 2 = 6 divided by 2 = 3 divided by 2 = 1.5 = 6 divided by 2 = 3 cycle

what is the purpose of a cottonwood tree in Simple Gematria equals: 437

14/5 divided by 2.5 = 7 divided by 2 = 3.5 = 8/4/2/1

what is the function of a cottonwood tree in Simple Gematria equals: 429

15/6/3 cycle or 15 divided by 2 = 7.5 = 12 divided by 2 = 6 divided by 2 = 3 divided by 2 = 1.5 = 6 divided by 2 = 3 cycle

what is the purpose of a pecan tree in Simple Gematria equals: 332

8/4/2/1

what is the function of a pecan tree in Simple Gematria equals: 324

9 cycle

what is the purpose of an oak tree in Simple Gematria equals: 334

10/1 or 10/5 divided by 2 = 2.5 = 7 divided by 2 = 3.5 = 8/4/2/1

what is the function of an oak tree in Simple Gematria equals: 326

11/2/1 or 11 divided by 2 = 5.5 = 10 divided by 2 = 5 divided by 2 = 2.5 = 7 divided by 2 = 3.5 = 8/4/2/1

what is the purpose of a crepe myrtle tree in Simple Gematria equals: 433

10/1 or 10/5 divided by 2 = 2.5 = 7 divided by 2 = 3.5 = 8/4/2/1

what is the function of a crepe myrtle tree in Simple Gematria equals: 425

11/2/1 or 11 divided by 2 = 5.5 = 10 divided by 2 = 5 divided by 2 = 2.5 = 7 divided by 2 = 3.5 = 8/4/2/1

what is the purpose of a human in Simple Gematria equals: 302

5 divided by 2 – 2.5 = 7 divided by 2 = 3.5 = 8/4/2/1

what is the function of a human in Simple Gematria equals: 294

15/6/3 cycle or 15 divided by 2 = 7.5 = 12 divided by 2 = 6 divided by 2 = 3 divided by 2 = 1.5 = 6 divided by 2 = 3 cycle

what is the purpose of a camera in Simple Gematria equals: 286

16/7 divided by 2 = 3.5 = 8/4/2/1 or 16/8/4/2/1

what is the function of a camera in Simple Gematria equals: 278

17/8/4/2/1 or 17 divided by 2 = 8.5 = 13 divided by 2 = 6.5 = 11 divided by 2 = 5.5 = 10 divided by 2 = 5 divided by 2 = 2.5 = 7 divided by 2 = 3.5 = 8/4/2/1

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14 May 2018 Random

Hello to you.  It’s Monday again.  Hope that wherever and whenever you are is good.  I am feeling that surreal and random feeling this morning.  Had to have Kyle give me a kiss on the walk just to make sure it was real lol.  Have you ever had moments in your life where you need someone to touch you so you know you are really here?  For Kyle sometimes it’s a feeling like your transparent, not solid.  I’m so grateful to even have the luxury of that feeling.

A bunch of words with numbers today.  It’s so addictive for me lol.  I will look up the value of a word and then find a whole bunch of other great words on the same page!  My Aunt asked me if this was like coding.  I said I guess you could look at it like that.  For me it’s just been like having a conversation with the past.  Sometimes when I see the value of a word I will chuckle out loud to myself.  It’s kind of like being privy to an inside joke or something.  I know….”nerd” but it’s fun for me and stimulates my brain like puzzles do for other people.

I told my Aunt this morning what is interesting for me is finding the numeric value of words matching or further defining the actual definition or meaning of a word.  My favorite example is TREE, which is 48, which is 12, which is 3, which cycles back to 3.  When I think of the life cycle of a tree, I think of life, death and rebirth!

14 May 2018 – moth visitor Kyle found by our front door this morning! So lovely.

13 15 20 8

M O T H = 56

20 1 3 15

T A C O = 39 (3 cycle)

3 15 6 6 5 5

C O F F E E = 40

3 15 15 11 9 5

C O O K I E = 58

22 9 4 5 15   7 1 13 5

V I D E O      G A M E = 81 (9 cycle)

2 15 15 11

B O O K = 43

16 12 1 25

P L A Y = 54 (9 cycle)

18 5 1 4

R E A D = 28

18 15 25 1 12

R O Y A L = 71

18 15 19 5

R O S E = 57 (3 cycle)

13 15 22 9 5

M O V I E = 64

20 5 12 5 22 9 19 9 15 14

T E L E V I S I O N = 130

20 5 12 5 16 8 15 14 5

T E L E P H O N E = 100

23 1 20 3 8

3 15 13 16 21 20 5 18

C O M P U T E R = 111 (3 cycle)

23 1 20 3 8

W A T C H = 55

8 5 1 18

H E A R = 32

8 5 1 18 20

H E A R T = 52

12 9 19 20 5 14

L I S T E N = 79

18 1 14 4 15 13

R A N D O M = 65

3 8 1 15 19

C H A O S = 46

13 5 19 19 25

M E S S Y = 81 (9 cycle – had to chuckle about this one! Messes can be a vicious cycle!)

13 5 19 19 1 7  5

M E S S A G E = 69 (3 cycle)

 

 

17 April 2018 Edits and ideas about the future I would like to see

Hello to you.  I hope that wherever and whenever this finds you that you are having a good day.  This phrase where and when comes from watching a scientist named Mehran Tavakoli Keshe of the Keshe Spaceship Institute.  Ever since I started to try to follow his work back in October of 2016 I think it was, I have planted a seed in my heart for his work.   It was so exciting to see what he and all the wonderful people also inspired, are trying to do with the technology he is sharing.  He inspired me to try more experimenting in my kitchen!  Seeing and hearing what he was proposing made me think of the visionary Gene Roddenberry of Star Trek.  When I was in the United States Air Force, my dream was for their to be a purple force.  I talked about this with many people I worked with.  My vision was for all branches of the armed forces to unify for one mission of peace.  I would love to see people, if they wanted to, to be able to join with others to go to regions of the world and be goodwill ambassadors of peace-making.  I would love for them to be able to hug people, help people get on their feet again and not have to worry about their well-being or safety.  It is a utopian view I know….probably even childish in a way but that is my way of thinking.  Not everyone would necessarily share my point of view especially if they have been on the receiving end of unfair activities.  It is not my place to say….”above my pay-grade.”

I wanted to recommend to anyone who regularly reads my writing here of the many, sometimes, severe edits to the blog.  I have deleted countless pictures, my art and words out of concern for others.  My original intention at starting this blog was to write for myself like a journal and it has become much more than that.  I have censored myself and part of this is because I would take some time after I wrote something and realize I didn’t have all the facts or was writing about things I didn’t know everything about.  I only had my perception or view and my sources were from the internet which aren’t always reliable.  Even the sources I thought I could count on seemed to have faults with them or someone would say or write something to discredit them like snopes.com.

Ironically, it is from President Trump and his proposal of “fake news” that I started to question even myself but this isn’t a bad thing.  Not everyone would agree with me.  I decided some time ago, after disputes about his Presidency were creating rifts between my family and friends, that possibly our parents knew something I didn’t.  I started to think about him differently, like a “Trump” card.  I began to wonder if he was actually trying to help us in the opposite way we might expect.  I wondered if everything he and other world leaders were doing was their way of attempting to fix this mess we have been in without our even realizing it.  I began to wonder if he might actually become of the greatest presidents we’ve ever had and I say that not knowing if he was conscious of his behavior.  I decided that I would change my perception of him like I have done for anyone I have come to know in world history, to include  Adolf Hitler.  What I came to understand, for myself, a long time ago is that based on my life, who am I to judge anyone?  I don’t believe anyone is perfect and I don’t believe perfection even exists.  Someone once said, there is perfection in imperfection and I believe that.  This is just me and my opinion.  Everyone has their own opinion and personal perspective on this life and I respect that.  Sometimes it’s hard to get many “passionate” perspectives to communicate but I believe it is possible if we find a way to agree on what we have in common.  This is a good place to start and many very smart people have shown me this by their example.

I am nattering on as my friend Les often says of herself in her letters lol.  I hear my neighbor cutting their lawn at the moment and my back yard is very high but I wouldn’t be embarrassed if anyone saw it.  I don’t choose to cut my yard anymore for more than just not having a lawn mower (we tried an electric/corded mower and it didn’t work out).  I worry about all those I harm when I cut the lawn.  I have wounded crickets and other beings by mowing and those wounded have come to me while I’m in the backyard.  We became “friends” and I started to realize the connection between us and nature through these wounded insect warriors.  If you look at life at each level, it’s all the same but just a little different.  So I try to do the least amount of yard work that I have to so as not to harm anyone.  I could hire people to take care of the yard etc., but I know they aren’t like me.  I keep the front yard to “city” standards (like military standards) but don’t like doing it anymore.  I used to cut the lawn and not care about the other lifeforms but once I started to care about them, to include all the trees trying to make new families, my entire perspective changed.

Some of my greatest teachers are like the cottonwood tree in my neighbor’s yard that was struck by lightning instead of our house.  They let their offspring, seeds, go and sometimes they land on fertile soil and sometimes they land at my back porch or in my HVAC unit.  During an outside  meditation I had some time ago,  I started to think of what these trees do.  I began to think of symbiosis and  how life on this planet may have started.  There is a nature photographer, his name escapes me but I shared his work here before, that inspired me to think of nature in this way.  This is ONLY A THEORY not a fact!  Here is a post I wrote about this some time ago: https://saymber.com/2015/05/07/7-may-2015-in-the-beginning-there-was-symbiosis/.   I am providing the link but will have to edit this.

5 Feb 2017 – I did this yesterday and it was very therapeutic drawing so many little boxes to form a Pecan Tree 🙂

Sometimes I link articles and items of interest to me from other places to give my sources.  I don’t always know if I have permission to share what is on the internet here.  I will be doing less of that in the future.  If anyone should come across something I’ve linked and or shared and you would like it removed, please let me know in the comments section of this blog.  In order to make comments, I think, but am not sure, you must have an account.

 

1 Jan 2018 A glimpse of light and classic reads (The Woman in White by Wilkie Collins 1859)

Hello to you.  It’s 7:06 am on this first day of 2018.  It was quiet last night for a change.  People actually obeyed the city ordinance  of no fireworks in city limits for a change, which we as dog owners and early to bed types appreciated!

This morning when I went to shake out a rug I looked up and there were white twinkling lights I hadn’t seen in a long time!  Stars!  ZOMG!  I went to the back and caught a glimpse of something else lovely I haven’t seen in a long time, a sunrise!  I just went out back to take a peek and there were mauve clouds!  So beautiful!  We’ve had a gray lid on top of us for about two weeks now.  To see the stars, a sunrise….natures lights….what a blessing!

Light in the Gray poem by Jackie Wygant 1 Jan 2018

It has been gray and dreary

The air cold and biting

Far from holiday cheery

But this morning,  in the distance I saw a twinkling white light

A shimmering star against a velvet blue

Twinkling bright

A gift for year that begins anew

Perhaps a glistening sign

Of peace for me….peace for you.

 

I downloaded several classic stories to my Kindle yesterday to include this one and I’m really enjoying it:

The Woman in White https://en.wikipedia.org/wiki/The_Woman_in_White_(novel)

The Woman in White (novel)

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The Woman in White
The Woman In White - Cover.jpg

Cover of first US edition
Author Wilkie Collins
Country United Kingdom
Language English
Genre Mystery novel, Sensation novel
Publisher All the Year Round

×

Publication date
26 November 1859 – 25 August 1860
OCLC 41545143
Preceded by The Dead Secret
Followed by No Name

The Woman in White is Wilkie Collins‘ fifth published novel, written in 1859. It is considered to be among the first mystery novels and is widely regarded as one of the first (and finest) in the genre of “sensation novels“.

The story is sometimes considered an early example of detective fiction with protagonist Walter Hartright employing many of the sleuthing techniques of later private detectives. The use of multiple narrators (including nearly all the principal characters) draws on Collins’s legal training,[1][2] and as he points out in his Preamble: “the story here presented will be told by more than one pen, as the story of an offence against the laws is told in Court by more than one witness”. In 2003, Robert McCrum writing for The Observer listed The Woman in White number 23 in “the top 100 greatest novels of all time”,[3] and the novel was listed at number 77 on the BBC‘s survey The Big Read.[4]

Characters[edit]

  • Walter Hartright – A young teacher of drawing, something of an everyman character, and distinguished by a strong sense of justice.
  • Frederick Fairlie – A wealthy hypochondriac land-owner: the uncle of Laura Fairlie, distinguished principally by his mock-politeness toward all other characters.
  • Laura Fairlie – Mr. Fairlie’s gentle, guileless, pretty niece: an heiress and orphan.
  • Marian Halcombe – Laura’s elder half-sister and companion; not attractive but intelligent and resourceful. She is described as one “of the finest creations in all Victorian fiction” by John Sutherland.[5]
  • Anne Catherick (“The Woman in White”) – An eccentric young woman distinguished by her insistence on white clothes; an illegitimate daughter of Laura’s father.
  • Jane Catherick – Anne’s unsympathetic mother; in league with Sir Percival Glyde in committing her daughter to the asylum. Depicted as an unpleasant character.
  • Vincent Gilmore – Lawyer to the Fairlies and close friend.
  • Sir Percival Glyde, Baronet – Laura’s fiancé and then husband; able to appear charming and gracious when he wishes but often abrasive.
  • Count Fosco – Sir Percival’s closest friend; his full name is Isidor Ottavio Baldassare Fosco. A grossly obese Italian with a mysterious past: eccentric, bombastic, urbane but intelligent and menacing. He keeps canaries and mice as pets. The Count greatly admires Marian for her intellect, so much so that he is willing to compromise several weak points in his plan (such as allowing Marian to retrieve Laura from the asylum) for her sake.
  • Countess Fosco – Laura’s aunt: once a giddy girl but now humourless and in near-unbroken obedience to her husband.
  • Professor Pesca – A teacher of Italian and good friend of Walter. The professor finds Walter the Limmeridge job, introducing him to Laura and Marian and proves to be Fosco’s unexpected nemesis.

Plot[edit]

Walter Hartright, a young art teacher, encounters and gives directions to a mysterious and distressed woman dressed entirely in white, lost in London; he is later informed by policemen that she has escaped from an asylum. Soon afterward, he travels to Limmeridge House in Cumberland, having been hired as a drawing master on the recommendation of his friend, Pesca, an Italian language master. The Limmeridge household comprises the invalid Frederick Fairlie, and Walter’s students: Laura Fairlie, Mr. Fairlie’s niece, and Marian Halcombe, her devoted half-sister. Walter realizes that Laura bears an astonishing resemblance to the woman in white, who is known to the household by the name of Anne Catherick: a mentally disabled child who formerly lived near Limmeridge, and was devoted to Laura’s mother, who first dressed her in white.

Over the next few months, Walter and Laura fall in love, despite Laura’s betrothal to Sir Percival Glyde, Baronet. Upon realizing this, Marian advises Walter to leave Limmeridge. Laura receives an anonymous letter warning her against marrying Glyde. Walter deduces that Anne has sent the letter and encounters her again in Cumberland; he becomes convinced that Glyde originally placed Anne in the asylum. Despite the misgivings of the family lawyer over the financial terms of the marriage settlement, which will give the entirety of Laura’s fortune to Glyde if she dies without leaving an heir, and Laura’s confession that she loves another man, Laura and Glyde marry in December 1849 and travel to Italy for six months. Concurrently, Walter joins an expedition to Honduras.

After six months, Sir Percival and Lady Glyde return to his house, Blackwater Park in Hampshire; accompanied by Glyde’s friend, Count Fosco (married to Laura’s aunt). Marian, at Laura’s request, resides at Blackwater and learns that Glyde is in financial difficulties. Glyde attempts to bully Laura into signing a document that would allow him to use her marriage settlement of £20,000, which Laura refuses. Anne, who is now terminally ill, travels to Blackwater Park and contacts Laura, saying that she holds a secret that will ruin Glyde’s life. Before she can disclose the secret, Glyde discovers their communication and becomes extremely paranoid, believing Laura knows his secret and attempts to keep her held at Blackwater. With the problem of Laura’s refusal to give away her fortune and Anne’s knowledge of his secret, Fosco conspires to use the resemblance between Laura and Anne to exchange their two identities. The two will trick both individuals into traveling with them to London; Laura will be placed in an asylum under the identity of Anne, and Anne will be buried under the identity of Laura upon her imminent death. Marian overhears part of this plan but becomes soaked by rain, and contracts typhus.

While Marian is ill, Laura is tricked into traveling to London, and the plan is accomplished. Anne Catherick succumbs to her illness and is buried as Laura, while Laura is drugged and conveyed to the asylum as Anne. When Marian visits the asylum, hoping to learn something from Anne, she finds Laura, who is dismissed as a deluded Anne when she claims to be Laura. Marian bribes the nurse, and Laura escapes. Walter has meanwhile returned from Honduras, and the three live incognito in London, formulating plans to restore Laura’s identity. During his research, Walter discovers Glyde’s secret; he was illegitimate, and therefore not entitled to inherit his title or property. In the belief that Walter has discovered or will discover his secret, Glyde attempts to incinerate the incriminating documents; but perishes in the flames. From Anne’s mother (Jane Catherick), Walter discovers that Anne never knew what Glyde’s secret was. She had only known that there was a secret around Glyde and had repeated words her mother had said in anger to threaten Glyde and then later got the idea into her head that she knew the secret. The reason that Glyde’s parents never got married was that his mother was already married to an Irish man, who left her. While he had no problem claiming the estate, he needed a marriage certificate between his parents to borrow money. So he went to a church in a village, where his parents had lived together and where the pastor, that had service there had died a long ago, and added a fake marriage into their church register. Mrs. Catherick had helped him getting access to the register and was awarded a golden watch with chain and an annual payment.

With the death of Glyde, the trio is safe from persecution, but still, have no way of proving Laura’s true identity. Walter suspects that Anne died before Laura’s trip to London, and proof of this would prove their story, but only Fosco holds knowledge of the dates. Walter figures out from a letter he got from Mrs. Catherick’s former employer, that Anne was the illegitimate child of Laura’s father. On a visit to the Opera with Pesca, he learns that Fosco has betrayed an Italian nationalist society, of which Pesca is a high-ranking member. When Fosco prepares to flee the country, Walter forces a written confession from him, by which Laura’s identity is legally restored, in exchange for a safe-conduct from England. Laura’s identity is restored and the inscription on her gravestone replaced by that of Anne Catherick. Fosco escapes, only to be killed by another agent of the society. To ensure the legitimacy of his efforts on her part, Walter and Laura have married earlier; and on the death of Frederick Fairlie, their son inherits Limmeridge.

Themes and influences[edit]

The theme of the story is the unequal position of married women in law at the time. Laura Glyde’s interests have been neglected by her uncle and her fortune of £20,000 (then an enormous sum of money) by default falls to her husband on her death. This provides the motive for the conspiracy of her unscrupulous husband and his co-conspirator Fosco. In his later Man and Wife, Collins portrays another victim of the law’s partiality, who takes a terrible revenge on her husband.

Publication[edit]

The novel was first published in serial form in 1859–60, appearing in Charles Dickens‘ magazine All the Year Round (UK) and Harper’s Weekly (USA). It was published in book form in 1860.[6]

Critical reception[edit]

The novel was extremely successful commercially, but contemporary critics were generally hostile.[6] Modern critics and readers regard it as Collins’ best novel:[6] a view with which Collins concurred, as it is the only one of his novels named in his chosen epitaph: “Author of The Woman in White and other works of fiction”.[7]

Adaptations[edit]

Theatre[edit]

Film and television[edit]

Literature[edit]

Computer games[edit]

  • “Victorian Mysteries: Woman in White” created by FreezeTag Games (2010)

References[edit]

  1. Jump up ^ Wilkie Collins (26 November 1887). “How I Write my Books”. The Globe. 
  2. Jump up ^ “Mr Wilkie Collins in Gloucester Place”. Number 81 in ‘Celebrities at Home’, The World. 26 December 1877. 
  3. Jump up ^ McCrum, Robert (12 October 2003). “100 greatest novels of all time”. London: Guardian. Retrieved 27 October 2012. 
  4. Jump up ^ “BBC – The Big Read”. BBC. April 2003, Retrieved 18 October 2012
  5. Jump up ^ The Woman in White, notes by John Sutherland, ISBN 0-19-283429-0
  6. ^ Jump up to: a b c Symons, Julian (1974). Introduction to “The Woman in White”,. Penguin. 
  7. Jump up ^ Peters, Catherine (1993). The King of Inventors. Princeton University Press. 
  8. Jump up ^ “The Woman in White”. Samuel French Ltd. Retrieved 2 October 2012.

The Woman in White – Original Theatrical Trailer