tag:blogger.com,1999:blog-59399078827461433922024-03-26T22:18:15.795-07:00'ole Canadian soldieran 'ole [retired from the army] Canadian soldier whose politics span the entire spectrum. 'ole Canadian soldierhttp://www.blogger.com/profile/11251146880108444252noreply@blogger.comBlogger8125tag:blogger.com,1999:blog-5939907882746143392.post-52264200074946120572018-01-01T11:22:00.004-08:002023-12-26T20:33:59.612-08:00Where were The Guns during The Battle of The Plains of Abraham...<!--[if gte mso 9]><xml>
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<br clear="all" style="break-before: auto; mso-break-type: section-break;" /><div style="text-align: center;">
<span style="color: #2b00fe;"><span lang=""><span lang="">Part 1: The Battle of The Plains of Abraham (Quebec City)</span></span></span></div><div style="text-align: center;"><span><span lang=""><span lang="">[and ultimately, the continent] </span></span></span></div><div style="text-align: center;"><span><span lang=""><span lang=""> </span></span></span></div><div style="text-align: center;"><span><span lang=""><span lang=""> </span></span></span><span><span lang=""><span lang=""><br /></span></span></span></div>
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<span lang="">CAVET: as an purely amateur historian, my readings over the years have me coming to one overwhelming conclusion; That the multiple American attempts at invading Canada would have well been successful, had it not been consistently the case, whereby those in command [on both sides of the border-lands] made tragic decisions. Poor leadership was oft married with corruption, malfeasance, in-fighting and lack of cooperation, to determine the course of the many skirmishes and conflicts. The Battle of The Plains of Abraham being one such outstanding example.</span></div>
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<span lang="">That it took the reading of many sources to piece together the tragedy that was the fall of Quebec City, surrounded by corruption, malfeasance, nepotism and incompetence. While there have been thousands of papers written on the strategic, tactical successes and blunders by both Wolf and </span><span lang=""><span lang="">Montcalm</span>, the following is my summation:</span><br />
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<span lang=""><b>The Players:</b></span></div>
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<span lang=""><b>The French:</b></span></div><div class="Textbody"><span lang=""><b> </b></span></div><div class="Textbody"><span lang="">Rigaud de <span style="color: #2b00fe;">Vaudreuil</span> de Cavagnial - Governor General of New France (Canada);</span></div><div class="Textbody"><span lang=""> </span></div><div class="Textbody"><span lang="">General
Louis-Joseph de<span style="color: #2b00fe;"> Montcalm</span>-Gozon - Commander of French forces in New France
during the Seven Years' War. </span></div><div class="Textbody"><span lang=""> </span></div><div class="Textbody"><span lang=""> * It must be explicitly noted, that Vaudreuil and Montcalm despised each other; the former routinely dismissing the latter's military authority and decisions in strategy and tactics.</span><span lang=""><br /></span></div>
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<span lang="">François<span style="color: #2b00fe;"> Bigot </span> - Intendant of New France. Controlled the money in New France. He was subordinate to and worked for Vaudreuil. However, in practice - Bigot controlled what can best be described as an earlier version of the Italian mafioso.</span></div>
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<span lang="">Louis Du Pont Duchambon de <span style="color: #2b00fe;">Vergor</span> was a junior French military officer during the Seven Years' War. Subordinate to Montcalm, de Vergor had many friends in very high places; most notably, François Bigot.</span></div><div class="Textbody"><span lang=""> </span></div><div class="Textbody"><span lang=""><b>The British:</b></span></div><div class="Textbody"><span lang=""><b> </b> <br /></span></div><div class="Textbody"><div class="Textbody">
<span lang="">General <span style="color: #2b00fe;">Wolf </span>was </span><span lang="">Commander of British forces</span><span lang="">; greatly aided by the capable and confident [then] Capt </span><span lang="">Robert <span style="color: #2b00fe;">Monckton.</span></span></div> <span lang=""><br /></span></div>
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<span lang="">And so the story begins.</span></div>
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<span lang="" style="color: #2b00fe;">Initial incompetence is allowed to breed future disaster:</span></div>
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<span lang="">In 1754, Lt. de Vergor was named as commander of France's Fort Beauséjour in what would eventually become New Brunswick. On June 4, 1755, Fort Beauséjour was attacked by a force led by (British) Robert Monckton's forces.<br /></span></div>
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<span lang="">After a few days of siege, a cannon ball exploded inside the fort, killing six officers and several soldiers. Vergor panicked, and raised the white flag. The British gave him favorable conditions, and gave permission to him and his men to go to Louisbourg. de Vergor was tried by court-martial at Quebec City in September 1757 and acquitted of charges - that the forts were not adequately fortified, thus deemed indefensible, and allowed to continue his service as an officer.</span></div><div class="Textbody"><span lang=""> </span></div><div class="Textbody"><span lang="">Despite this decision, Montcalm specifically insisted that de Vergor not be promoted, due to his displayed lack of judgment at </span><span lang="">Beauséjour.</span></div>
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<span lang=""><br /><span style="color: #2b00fe;">Two years later - We meet again...</span></span><span style="color: #2b00fe;"><br /></span>
<span lang="" style="color: #2b00fe;"><br />The Battle of The Plains of Abraham (Quebec City)</span></div>
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<span lang="">de Vergor [<u>now promoted Captain, with </u></span><u><span lang=""> Vaudreuil's intervention</span></u><span lang="">] was a part of the defence of Quebec under Louis-Joseph de Montcalm during the siege prior to the Battle of the Plains of Abraham. </span></div>
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<span lang=""><br />On the night of September 12, 1759, Vergor was in command of 'Fulon Post', high above (present day 'Wolf's Cove') tasked to guard the upper portion of a rough trail leading from the St Lawrence River up to the plains; As de Vergor slept, his command was the first to contact the British under General James Wolfe. [1.]</span></div><div class="Textbody"><span lang=""> </span><br />
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<span lang="">With great irony, the British officer in charge of the initial assault force was again Robert Monckton [now Major]. Remembering his encounter at Fort Beauséjour with de Vergor four years previously, it must have came as a great comfort realizing that de Vergor was now in command of Fulon Post, guarding his approach.<br /></span></div>
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<span lang="" style="color: #2b00fe;">A second accounting:</span></div>
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<span lang="">Wolfe's Cove, formerly the Anse au Foulon: A mile and a half above the city [up river] of Quebec City. In 1759 the French 'Fulon Post', was commanded by de Vergor. Early on the morning of September 13th 1759 Wolfe landed with his army at the foot of the escarpment; a small party of volunteers scaled the rudimentary path, surprised and overpowered de Vergor's handful of; the army followed -</span></div><div class="Textbody"><span lang=""> </span></div><div class="Textbody"><span lang=""> "In the gray of the morning the long file of red-coated soldiers moved quickly upward, </span></div><div class="Textbody"><span lang=""> and formed in order on the plateau above;" the first step had been successfully taken in</span></div><div class="Textbody"><span lang=""> the movement that led to the Battle of the Plains and the cession of Canada to Great Britain.[2.]</span></div><div class="Textbody"><span lang=""> </span></div>
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<span lang="" style="color: #2b00fe;">Reticent Incompetence:</span></div><div align="center" class="Textbody" style="text-align: center;"><span lang="" style="color: #2b00fe;"> </span></div><div align="center" class="Textbody" style="text-align: center;"><div class="Textbody" style="text-align: left;">
<span lang="">Tellingly,
Montcalm had become increasingly concerned with the exposure of the
Fulon Post and the plains, and hence requested of Vaudreuil, that de
Vergor be replaced [based on his historical record of leadership
performance (or lack thereof)]. Vaudreuil denied the request. It must be
emphasized that a nepotistic relationship between de Vergor [who was
one of ' Bigot's Gang '] and Vaudreuil existed and is presumed to have
played a part in de Vegor's persistent 'protection'.</span></div></div>
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<span lang="">de Vergor had previously unilaterally released 50% of his troops, to depart home, to tend to their fields (common in the times - but this was not a common tactical situation); the deal, was that they had to work 'his' land holdings and fields as well, on their return trip.[3.] </span></div>
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<span lang=""><br />This left Fulon Post at 50% strength and likely at far less, accounting for those sick and delayed.<br /></span></div>
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<span lang="">In historical terms, this was to be the second time that de Vergor's reticent incompetence had failed his country on an increasingly massive scale.</span></div>
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<span style="color: #2b00fe;"><span lang="">Part 2 - Where the hell were the rest of the Guns ?</span></span></div><span style="color: #2b00fe;">
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<span lang="">The second tragedy in the subsequent battle for Quebec was that when </span><span lang=""><span lang="">Montcalm</span> requested all of the twenty-five guns [horse drawn artillery] available for deployment, Vaudreuil only released three; against the single (one) field piece that Wolf’s artillerymen had managed to disassemble and drag up the escarpment.</span></div><div class="Textbody"><span lang=""> </span></div><div class="Textbody"><span lang="">Notably, the majority of Quebec's guns were still guarding against Wolf's initial failed attack on the the easterly approaches around </span><span lang="">Beaufort.</span><span lang=""> <br /></span></div>
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<span lang="">A handful of remaining guns were fully serviceable and located in the city's easterly</span><span lang=""> artillery barracks [today @ 2 Rue D'Auteuil, Québec]; Montcalm requested these guns be relocated west, but </span><span lang="">Vaudreuil explicitly refused.<br /></span></div><div class="Textbody"><span lang=""> </span></div><div class="Textbody"><span lang="">However, it would have had no effect either way, in any event - as Francois Bigot the Intendant of New France - had rented the artillery unit's horses out to harvesting farmers (as was his habit, notably for his personal profit) and thus they were not available to be harnessed in front of the guns and moved with all speed west of Quebec City. [4.]</span></div>
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" 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<div class="Textbody"> </div><div class="Textbody">Despite the fact that Montcalm had known reinforcing troops approaching Wolf's rear from (Montreal) the west, Montcalm inexplicably lead his mixed troops (professional, habitant, metis and native) out onto The Plains of Abraham; whereby the well disciplined British forces allowed Montcalm to fire outside his range and close the gap. </div><div class="Textbody"> </div><div class="Textbody">Wolf's apparent one(1) single artillery gun was outmatched by Montcalm's three(3); the latter inexplicably having not been brought decisively into action.<br /></div><div class="Textbody"> </div><div class="Textbody">A few British massed rifle volleys ultimately decimated Montcalm's front ranks and the rear broke formation, retreating to the city's walls, capitulating within days.<br /></div>
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<div class="Textbody">
<span lang="">The battlefield drama on The Plains of Abraham ended with the two principals </span><span lang=""><span lang="">Montcalm</span> and Wolf, both dead.</span></div><div class="Textbody"><span lang=""> </span></div><div class="Textbody"><span lang=""> </span></div><div class="Textbody" style="text-align: center;"><span lang="" style="color: #2b00fe;">Facing the Tribunals <br /></span></div>
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<span lang="">Vaudreuil along with Bigot and twenty other officials were tried in France for the loss of French possessions in North America. They were sent to the infamous French prison, Bastille, where they stayed for a year before being brought to trial for fraud. They spent another two years awaiting judgment. </span></div>
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<br /></div>
<div class="Textbody">
<span lang="">Vaudreuil's </span><span lang="">trial in France into the loss of the empire in North America lasted 15 months:</span></div><div class="Textbody"><span lang=""> </span></div>
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<span lang="">Vaudreuil put up a spirited defence, maintaining that he was solely preoccupied with military matters and had nothing to do with finance. He said the sordid charges against him insulted his noble lineage and the honour of the armies of France. He wrapped himself in the mantle of </span><span lang=""><span lang="">Montcalm</span> and appeared in court as a soldier of France, innocent and ignorant of the conniving and corruption that swirled about him. He was acquitted, awarded the Grand Cross of St. Louis and given a pension of 12,000 livres. He retired to his family chateau where he died at the age of 80 in 1778. [5.]</span></div>
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<span lang="">At the trial of Bigot his defence filed some 1000 evidentiary pages. Despite this he was found guilty. The prosecutor demanded that he be made to kneel before the main gate wearing only a shirt, a rope around his neck and a placard labelling him "Thief." He was then to confess his crimes and have his head chopped off. The court decided instead to confiscate all his possessions, fine him 1,500,000 livres and banish him from France for life. He paid the fine and went to Switzerland where he "successfully fitted himself into local circles" and led a comfortable life before dying on January 12th, 1778.</span></div>
<div class="Textbody">
<span lang=""><br />de Vergor, eventually made his way back to France, wed, bore two children and faded into obscurity.</span></div><div class="Textbody"><span lang=""> </span></div>
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<span lang="">Tragically wrote one historian, there was enough ability among them [save de Vergor] to have defended New France from ruin. Torn from without by invasion and from within - by pillage and dissension, there was no way the colony could survive, under French rule. [6.]</span></div><div class="Textbody"><span lang=""> </span></div>
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<span lang="">References:</span></div>
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<span lang="">1. <a href="https://en.wikipedia.org/wiki/Louis_Du_Pont_Duchambon_de_Vergor"><span color="" style="text-decoration: none; text-underline: none;">https://en.wikipedia.org/…/Louis_Du_Pont_Duchambon_de_Vergor</span></a></span></div><div class="Textbody"><span lang=""><span color="" style="text-decoration: none; text-underline: none;">2. </span></span><span lang="">Parkman, Montcalm and Wolfe; Casgrain</span><span lang=""><span color="" style="text-decoration: none; text-underline: none;"> </span></span></div>
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<span lang="">3. Lawrence J. Burpee, The Oxford Encyclopedia of Canadian History, London and Toronto, Oxford University Press, 1926, 699p., p. 692.</span></div>
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<span lang="">4. William Wood, The Plains of Abraham, in The Passing of New France. A Chronicle of Montcalm, Toronto, Glascow, Brook & Company, 1915, 149p., pp. 12-142</span></div>
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<span lang="">5. Century of Conflict – Vol 2 of 6, The Struggle between the French & British in Colonial America 1956, by Joseph Lister Rutledge, Doubleday p. 497</span></div>
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<span lang="">6. <a href="http://www.uppercanadahistory.ca/wm/wm5.html"><span color="" style="text-decoration: none; text-underline: none;">http://www.uppercanadahistory.ca/wm/wm5.html</span></a></span></div>
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'ole Canadian soldierhttp://www.blogger.com/profile/11251146880108444252noreply@blogger.com0tag:blogger.com,1999:blog-5939907882746143392.post-46066725825480766602017-02-17T19:36:00.002-08:002017-02-17T19:59:30.759-08:00Canadian Facebook 'Vets for Conservatives seeking more moral clarity by harassing PTSD afflicted Vets - For Shame.Back a few months I addressed the pathetic line of Canadian Facebook 'Vets for Conservatives' who questioned the 'courage and more moral clarity' of soldiers, serving and retired, afflicted with PTSD, here: <br />
<br />
<a href="http://olecanadian.blogspot.com/2015/10/regarding-canadian-vets-for.html">http://olecanadian.blogspot.com/2015/10/regarding-canadian-vets-for.html</a><br />
<br />
But you just knew that these good-ole-boys couldn't leave it alone. Now 'some' of them [ some still in uniform ! as well as Vets] apparently are harassing those same troops, online, here:<br />
<br />
<a href="http://news.nationalpost.com/news/canada/i-think-this-is-going-to-end-with-a-body-cyberbullying-against-veterans-could-prompt-suicides-army-warned">http://news.nationalpost.com/news/canada/i-think-this-is-going-to-end-with-a-body-cyberbullying-against-veterans-could-prompt-suicides-army-warned</a><br />
<br />
<br />
As the article points out, there are a certain number of serving
members/vets, who aligned with Steven Harper's petty, moralizing,
judgemental conservative brand. Narcissistic douch-bags who have no
time, empathy, nor compassion, for those they feel were too weak on the
battlefield...undeserving of the respect of their peers, because they
had the audacity to be emotionally affected by battlefield
conditions/atrocities, or just the madness of it all.<br />
<br />
Any soldier
will agree that those troops afflicted with PTSD, generally speaking,
has experienced feeling inadequate on/in the battle, experience horrors
that will not leave the mind, or placed in a situation where they could
not adequately respond to a life & death situation, of another
soldier, an enemy combatant, a civilian, a child...because of 'rules of
engagement' or other factors limiting their effectiveness in responding
to the situation.<br />
<br />
The key here, is that PTSD is a perfectly normal response, to a perfectly non-normal circumstance or experience.<br />
<br />
<div style="text-align: center;">
*Read this last line a 2nd time*</div>
<br />
Many troops are of a mind, where they are naturally inoculated against
PTSD, simply because they head into battle to slay dragons, slay the
enemy...anyone whom is a threat is perceived fair game. They have no
doubt in the concept of total war and annihilation of the enemy. They,
return after a tour, and after a few months of boredom in a training
garrison environment, they submit their release from the military and
call Blackwater/Academi, to head over as a mercenary, to slay more
dragons.<br />
<br />
It's their opiate.<br />
<br />
These guys have no time for any so
called soldier that would bear any guilt or remorse, any questioning of
the battle task at hand. PTSD to these guys is weakness. Weakness means
death. <br />
If you read some of the stuff that came out of a FB group
'Veterans for Conservatives' back in 2015, you'll get a taste of their
contempt for what they perceive as weakness on the battlefield. I wrote a
piece on it:<br />
<br />
1st link above... <br />
<br />
As I described it then:<br />
<br />
it is generally the situation that PTSD is a real or often PERCEIVED
shortcoming/inadequacy that results in mental anguish/dreams/nightmares
etc... It can and often is simply experiencing situations where one has
no power to do anything in a given situation;<br />
<ul>
<li>unable to stop
long enough [whilst on a mission with other priorities] to personally
care for injured civilians, feed the starving;</li>
<li>unable to convert one's training and experience into battlefield confidence; and/or</li>
<li>unable to save the life of a mortally wounded comrade in arms... for three, of thousands of examples.</li>
</ul>
In the days of Bosnia and initial years of Afghanistan, I believe it's
entirely fair to say that the Canadian Forces did not do a great job in
conducting pre-deployment training in regards to 'PTSD inoculation'.<br />
<br />
In
fact, one could claim that it was near non-existant in the combat arms
[infantry/armoured/arty/engineers], and virtually unrealized in the
preparation of combat support troops [logistics].<br />
<br />
My theory is that the
CF Medical Branch did not drop the PTSD ball so to speak; rather, they
didn't even bother to pick it up, seriously, until midway in our Afghan
experience.<br />
<br />
It's 2017, and the CF still has yet to develop a
truly effective response, that ends up retaining the majority of those
afflicted. In my mind, a monumental failure. Even worse, Veterans
Affairs Canada [VAC] is to busy vindictively moralizing in reducing the
amount of marijuana available, thereby promoting the continued/increased
use of narcotic opioids and just as debilitating, alcohol.<br />
<br />
So,
whereas conservative leaning CF members/vets were previously somewhat
careful in condemning their PTSD afflicted breathern, they have
apparently become quite embolden via social media in their condemnation.<br />
<br />
You who judge your peers, should be ashamed; I feel your shame for you.<br />
<br />
I called them cowards [Oct 2015], when they hid behind veiled
criticisms, challenging the 'courage' and 'moral clarity' of soldiers,
they deemed not quite as tough as they.<br />
<br />
Today, I believe the entirely appropriate word is, douche-bag, in the singular. Douche-bags, in the plural.<br />
<br />
In injecting your crusader venom onto your brethern, online, perhaps
instead of manufacturing imaginary terrorists, CSIS and the RCMP would
be better employed with all of their new shiny kit, tracking your IP/MAC
addresses, and asses down. Especially those of you who are still in uniform. I'd love to be sitting in on the public courts martial as you babble, trying to justify your actions, to your Commanding Officer....or Brigade Commander, for those of you more senior.<br />
<span class="_1nb_ fwn fcg" data-ft="{"tn":"C"}"><span class="fwb" data-ft="{"tn":";"}"></span></span><br />
<span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">Aside - I
had a peer on my Snr Leaders Course, who after 3 tours, came home and
found himself repeatedly waking up at zero dark thirty, on top of his
wife, pounding the living daylights out of</span></span><br />
<br />
<div style="text-align: center;">
<span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g"> 'the demons who were
attacking/over-running his hasty defensive position'
... </span></span></div>
<br />
<span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">After the second occurrence...well you can guess what happened to
their relationship. </span></span><br />
<br />
<span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">My issue with this scenario, is the complete lack of
empathy displayed by both [a very few] serving and retired vets,
accompanied by judgemental ignorance that is staggering in it's vacuous
morality.</span></span><br />
<br />
<span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">For anyone looking to understand PTSD, I highly recommend Retired Lt Col David Grossman's book 'On Combat' and this video presentation based on same -- 'Bullet Proof Mind':</span></span><br />
<span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g"><br /></span></span>
<span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g"><a href="https://www.youtube.com/watch?v=8RDCtMEHFLM">https://www.youtube.com/watch?v=8RDCtMEHFLM</a></span></span><br />
<br />
<span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">and</span></span><br />
<br />
<a href="https://www.youtube.com/watch?v=7FTV9nExiDE"><span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">https://www.youtube.com/watch?v=7FTV9nExiDE</span></span></a><br />
<br />
<span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">His theories and ideas are spot on, however I do take exception with his religious overtones. That said, if you honestly and truly believe that your killing jihadis as God's work, that is a form of PTSD inoculation... </span></span><br />
<span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g"><br /></span></span>
<span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g">IMHO, if you are killing people in the name of your religion, you need a new religion or a complete rethink on religion period. </span></span><br />
<span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g"><br /></span></span>
<span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g"><br /></span></span>
<span data-ft="{"tn":"K"}"><span class="UFICommentBody _1n4g"> </span></span><br />
<br />'ole Canadian soldierhttp://www.blogger.com/profile/11251146880108444252noreply@blogger.com0tag:blogger.com,1999:blog-5939907882746143392.post-62475280902626100812016-12-31T10:43:00.002-08:002016-12-31T10:46:11.479-08:00An easy fix 4 Canadian pipelines - oil - ngas - property rightsI am the quintessential Canadian environmentalist. I grew up in Atikokan Ontario, 100+ miles west of Thunder Bay, Ontario 20 miles north of the American border, in pristine wilderness adjacent to gorgeous Quetico Provincial Park. I spent my weekends and days off school, from sunrise to sunset hunting partridge, fishing, chasing squirrels and sighting an occasional magnificent lynx. I cherish our numerous environmental/water protection acts, as I believe most Canadians have and do.<br />
[ www.ec.gc.ca/default.asp?lang=En&n=E826924C-1 ]<br />
<br />
I was not very impressed when Comrade Harper essentially trashed these various ACTS to expedite business interests and after a year of complete inaction by young Trudeau's new Liberal circus act, more-than-equally very unimpressed.<br />
<br />
I live in Spruce Grove Alberta, near directly downwind from the coal generators, 45 km west of us, located around the Wabamun Lake area. On still days, of meteorological inversion,the brown haze extends like a horizontal oriental paper fan a few hundred feet in the air, for kilometers. I will personally be very happy to see it's demise.<br />
<br />
Ironically, [due my own ignorance] had I known of the coal generators existence, we would have not settled and built our home precisely here.<br />
<br />
But, I am not understanding why, in Dec 2016 I [we] do not have a small 1 square meter nuclear power plant buried in my back yard, slowly disintegrating a single 2.5 square centimeter nuclear fuel pellet, supplying my complete energy needs... It's not rocket science [anymore].<br />
<br />
<span style="color: blue;"><i>However comma, having said all that, I understand that there is presently not nearly enough green energy available, to replace our dirty energy sources. That essentially means that we still need dirty energy for some considerable time to come, and that our governments welcomed plans to kick industry in the ass, are far to optimistic. </i></span><br />
<br />
Hence, of the three methods of oil/gas transportation, pipeline, truck or rail, I absolutely believe that pipe is the 'safest' [my only real concern] method.<br />
<br />
I also believe [and it's most likely considered politically incorrect to say] that native bands/leaders/populations that claim to be environmentally concerned, are really simply creating a ruckus to create some level of cash payout [bribe]. When the dollars speak, we'll VERY quickly see native environmental concerns vaporize. I cannot recall the gentleman's name, but there was an Albertan native leader that said as much, a few weeks go, interviewed by CBC and I completely agree with his assessment.<br />
<br />
Sitting down yesterday afternoon with my son's father-in-law, George [visiting from Ontario], a railway engineer [designer, not driver] in discussion ... he suggested that the oil pipeline gurus completely avoid the entire issue and build the required pipelines, on land that is already owned, uncontested, has legal right of way, presently runs thru native lands/reservations in some instances, has already had either extensive or some environmental studies done and save everyone a huge amount of time, effort expense and reduce drama-lama's to tears...<br />
<br />
George's answer;<br />
<div style="text-align: center;">
<span style="color: blue;"><i>"pair up with the railway companies and </i></span></div>
<div style="text-align: center;">
<span style="color: blue;"><i>build pipelines 'parallel to', along existing railways"</i></span></div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
<i>The added bonus, is that you have a railway to give quick [emergency spill containment/cleanup] access to any point along the pipeline, via that same railway.</i></div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
<i>Your also not creating new multi-thousand kilometer clear-cut corridors thru virgin forest, and</i></div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
<i>You've effectively neutered native claims to anything. </i></div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
<i>In the mean time, we can push industry to start cranking out those miniaturized nuclear power plants to drive our homes and re-charge our vehicles batteries. Then once we have a real energy source that can replace dirty energy, we can completely get rid of the latter.</i></div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
<i>Should 'we' have started this process 45 years ago, absolutely. However comma, it is, what it is.</i></div>
<div style="text-align: left;">
</div>
<div style="text-align: left;">
</div>
<br />
<br />'ole Canadian soldierhttp://www.blogger.com/profile/11251146880108444252noreply@blogger.com0tag:blogger.com,1999:blog-5939907882746143392.post-34248224466827895102015-12-29T13:30:00.000-08:002015-12-29T13:38:07.311-08:00<h1 class="entry-title" style="background: rgb(255, 255, 255); border: 0px; font-family: PrattRegular, Georgia, Palatino, 'Book Antiqua', 'Times New Roman', serif; font-size: 25px; font-stretch: normal; font-weight: normal; letter-spacing: -0.6px; line-height: 1.25; margin: 0px; outline: 0px; padding: 0px; text-align: center; vertical-align: baseline;" title="Mounties’ top official publicly states there are ‘racists in my force,’ prompting backlash from police association">
RCMP chief’s comments about racism </h1>
<h1 class="entry-title" style="background: rgb(255, 255, 255); border: 0px; font-family: PrattRegular, Georgia, Palatino, 'Book Antiqua', 'Times New Roman', serif; font-size: 25px; font-stretch: normal; font-weight: normal; letter-spacing: -0.6px; line-height: 1.25; margin: 0px; outline: 0px; padding: 0px; text-align: center; vertical-align: baseline;" title="Mounties’ top official publicly states there are ‘racists in my force,’ prompting backlash from police association">
fuel tense relations with officers</h1>
<br />
regarding: <a href="http://www.theglobeandmail.com/news/politics/rcmp-chiefs-comments-about-racism-fuel-tense-relations-with-officers/article27949267/">http://www.theglobeandmail.com/news/politics/rcmp-chiefs-comments-about-racism-fuel-tense-relations-with-officers/article27949267/</a><br />
<br />
Really ?<br />
<br />
Do not read me wrong here; I have the utmost respect for the majority of police officers of all stripes, who are some of the finest Canadian citizens we have.<br />
<br />
However comma, it is in this case, the RCMP Union's response, that [has been] continues to be the problem [notice I did not use the politically correct term 'challenge'].<br />
<br />
As the Commissioner had the balls to publicly concede, that which every Canadian knows to be a fact; we have a significant number [any # is to many] of racists in our police forces ....really...you're kidding...<br />
<br />
We also have a number of officer's who, emulating their mirrored numbers from Canadian society [despite apparent recruit vetting procedures] who are corrupt, self-serving and generally not interested in getting their uniforms dirty.<br />
<br />
It is precisely this minority, and the majority's refusal to acknowledge the former's unimpeded existence, that is the primary cause of the nation wide public relations campaign that the police are rapidly losing. <br />
<br />
Increasingly, where joe-average-Canadian is concerned, a tazer is employed, where a conversation may very well have cleared things up, to everyone's satisfaction. Increasingly, a 9mm pistol round is employed, where a tazer would have sufficed. Increasingly, 5 or 6 or 10 rounds are employed, where one round, would have done the job just fine...<br />
<br />
Commissioner Paulson has called them [the racists, the corrupt, the self-serving] out, and according to the Union, their feelings are hurt... <br />
<br />
I'll respond un-politically, in language I'm very sure that you'll be able to relate to...suck it up princess.<br />
<br />
And while your at it, please direct your violent tendencies , towards the mafia and criminal biker gang elements, instead of joe-average-citizen, and you might just start gain a measure of respect, back from the average Canadian.<br />
<br />
<br />
<br />'ole Canadian soldierhttp://www.blogger.com/profile/11251146880108444252noreply@blogger.com0tag:blogger.com,1999:blog-5939907882746143392.post-62531465030598804612015-10-29T05:00:00.004-07:002015-10-29T05:01:35.188-07:00<div class="adn ads" style="background-color: white; border-left-color: transparent; border-left-style: solid; border-left-width: 1px; color: #222222; font-family: arial, sans-serif; padding-bottom: 20px; padding-left: 8px;">
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<b>Coffee Snobbery </b></div>
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Researching, to roast my own Costa Rican ‘Tarazu’ beans in my fabricated BBQ roasting drum, I learned that the French Roast was developed to simply make one’s beans ‘go farther’ by burning the coffee, to make it ‘stronger’, hence make more cups from a lb of beans. Thus a French roast is a poor man’s roast…</div>
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<br /></div>
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<span style="font-size: 12.8px;">Where is the flavor & aroma ?</span><span style="font-size: 12.8px;"> </span><span style="font-size: 12.8px;"> </span><span style="font-size: 12.8px;">In the oil.</span></div>
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Roasting:<br />
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<span style="font-family: 'Courier New';">o<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;"> </span></span>The tradition 1<sup>st</sup> crack [pop !] in roasting is the water coming to temperature</div>
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<br /></div>
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<span style="font-family: 'Courier New';">o<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;"> </span></span>The 2<sup>nd</sup> crack, is the oil coming to temperature; at which point, the oil starts coming to the surface of the bean... Keep roasting and you physically burning the oil.</div>
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<br /></div>
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<br /></div>
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-Roast 15 seconds past the cresendo of the 2nd crack, remove ASAP and cool down in a LARGE metal bowl, stirring under a LARGE fan, so as to cool rapidly</div>
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<br /></div>
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-Let sit for a day to vent off the CO2</div>
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<br /></div>
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-Grind & enjoy !</div>
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<span style="font-size: 12.8px;">Recommendations:</span></div>
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-<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;"> </span>Roast to and/or buy a ‘City Roast’ (medium).<br />
-<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;"> </span>If you like your coffee stonger, grind/add more [unburnt] coffee<br />
- <span style="font-size: 12.8px;">Use a paper filter with a drip machine ?</span><span style="font-size: 12.8px;"> </span><span style="font-size: 12.8px;"> </span><span style="font-size: 12.8px;">Your filtering out the oil (taste)</span><br />
-<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;"> </span>Us a french press to extract the most flavor, while retaining the unburnt oils.<br />
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…and avoid that burned crap Starbucks dishes out.</div>
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Check it out:</div>
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<a href="https://www.youtube.com/results?search_query=coffee+roasting+BBQ" style="color: #1155cc;" target="_blank">https://www.youtube.com/<wbr></wbr>results?search_query=coffee+<wbr></wbr>roasting+BBQ</a></div>
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'ole Canadian soldierhttp://www.blogger.com/profile/11251146880108444252noreply@blogger.com0tag:blogger.com,1999:blog-5939907882746143392.post-61810233705011269742015-10-23T15:15:00.000-07:002016-04-29T19:43:31.616-07:00Regarding Canadian 'Vets for Conservatives' seeking 'moral clarity'Regarding Canadian 'Vets for Conservatives'<br />
<br />
Retired, I ran into an old (Canadian) army acquaintance, a retired full Colonel, a former infantry Commanding Officer that I originally met as a young 2nd Lt when he first was posted to the battalion. This guy became known for his professionalism, hard driving leadership style. I watched as we deployed to Croatia (The Former Yugoslavia), he, as a Company Commander, and then to Afghanistan as Battle Group Commander. One tough nut... the kind of leader that could drag you willingly into and back from hell, with a smile on his and your face...<br />
<br />
Now, 30 years after I first met this gentleman, we are discussing Afghan insurgent tactics, and the subject of Post Traumatic Stress Disorder (PTSD) comes up. The Colonel, offered up his opinion that,<br />
<br />
<div style="text-align: center;">
<span style="color: blue;"> "<i>anyone afflicted with PTSD didn't measure</i></span></div>
<div style="text-align: center;">
<span style="color: blue;"><i> up on the battlefield....that they had some </i></span></div>
<div style="text-align: center;">
<span style="color: blue;"><i>situation where they failed to 'man up' and </i></span></div>
<div style="text-align: center;">
<span style="color: blue;"><i>now were feeling guilty of thier personal </i></span></div>
<div style="text-align: center;">
<span style="color: blue;"><i>shortcomings as a man and as a solider</i>"</span></div>
<div style="text-align: center;">
<br />
<br /></div>
<div style="text-align: left;">
He essentially nailed it on the head; it is generally the situation that PTSD is a real or perceived shortcoming and/or inadequacy that results in mental anguish/dreams/nightmares etc... It can and often is simply experiencing situations where one has no power to do anything in a given situation;<br />
<br />
<ul>
<li>unable to stop long enough [whilst on a mission with other priorities] to personally care for injured civilians, feed the starving.</li>
<li>unable to convert one's training and experience into battlefield confidence.</li>
<li>unable to save the life of a mortally wounded comrade in arms...</li>
</ul>
</div>
<div style="text-align: left;">
As a soldier who has dealt with a thankfully very minor case of PTSD, and known troops that are literally mentally and physically incapacitated because of it, I was astonished to here this coming from a former infantry Commanding Officer....<br />
<br />
<span style="color: blue;">He nailed it in defining the general causation, but his enunciation was not simply explanatory, it was condemning. They, were weak, pathetic, to be despised in that they didn't have the balls, the cahonaas, to man up and get on with the profession of soldiering.</span></div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
The level of ignorance was astounding...</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
So, you can imagine the instant thoughts that ran through my mind upon hearing recently, words being tossed out recently, in the middle of a federal election, by a Facebook Group called 'Veterans for the Conservative Party'....words challenging the 'courage' and 'moral clarity' of those present retired Canadian vets who started up 'Veterans against the Conservative Party'. </div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
Granted, they [the latter] are not terribly organized. Some of the lads have become a tad worse for wear, becoming of 'wide girth', Few of them seem to have forgotten how to 'form' a beret and seem to think that speaking on national television in a T-Shirt, is ok.</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
But god dam it, these veterans have suffer from horrendous physical, emotional and mental injury. The fact that the Canadian Medical Corps had completely institutionally forgotten how to deal with 'shell-shock' (another story), only partially explains why they had to come up with a new name for it...PTSD. </div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
So, when I read and hear 'Veterans for the Conservative Party' spouting off about challenging the 'courage' and 'moral clarity' of these veterans, the words of the Colonel, immediately sprang forth...</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
When challenged, the 'Veterans for the Conservative Party' denied to media that 'courage' and 'moral clarity' were not 'code' for something else, I thought to myself, that's exactly, what it is, code for cowardice, code for moral confusion, code for weakness, code for having failed on the battlefield, code for PTSD.</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
It's the Colonel, it's the 'Sgt Rocks' who can deploy repeatedly & endlessly, slaying jihadi dragons without mercy, feeling, doubt or remorse. And how dare anyone fail them, by not being able in body or spirit, to be there 'watching their six'. How dare they.</div>
<br />
Even more than the TheoCons betrayal of injured vets, were these same despicable "Vets for Conservatives', retired and serving soldiers that effectively turned their backs on their 'weak willied' fellow brothers [and sisters] in arms, who are branded failures, lacking courage and moral clarity.<br />
<br />
A huge disappointment, listening to these same Vets 4 TheoCons current and former soldiers spouting off, about how the system is just fine.<br />
<br />
I personally have had great experiences with VAC however comma, there are injured troops [in mind and body] that have and continue to fall thru the cracks as a direct result of 'the system'.<br />
<br />
I have a vague sensation, that comments questioning the 'courage' and 'moral clarity' of injured vets, is in fact 'code' for doubting those afflicted with PTSD.<span style="color: blue;"><i>..</i></span><br />
<br />
<div style="text-align: center;">
<span style="color: blue;"><i>But the 'Vets for Conservatives' </i></span></div>
<div style="text-align: center;">
<span style="color: blue;"><i>don't have the 'courage' </i></span></div>
<div style="text-align: center;">
<span style="color: blue;"><i>to come right out and say it...</i></span></div>
<br />
In the same way Stephen Harper and his ilk, used code words to rally the ill-informed, the evangelically distracted, the dung kickers. Those claiming a moral high ground in a similar fashion, knocking down courage and moral clarity of the disadvantaged, of those who would have the audacity to actually use employment insurance, of those who may temporarily need the services of a food bank. Those not strong enough to stand up on their own two feet, to man up...<br />
<br />
One can see a striking condescending similarity between The Colonel, 'Vets for Cons' and hard hard right TheoCons.<br />
<br />
<br />
<br />
<a href="http://www.torontosun.com/2015/10/05/conservative-military-veterans-aim-to-counter-cowardly-anti-conservative-group">http://www.torontosun.com/2015/10/05/conservative-military-veterans-aim-to-counter-cowardly-anti-conservative-group</a><br />
<br />'ole Canadian soldierhttp://www.blogger.com/profile/11251146880108444252noreply@blogger.com0tag:blogger.com,1999:blog-5939907882746143392.post-79383558119531922972015-10-10T11:31:00.000-07:002023-11-23T15:05:04.883-08:00Actively Managed RRSPs – the biggest scam on planet earth<!--[if gte mso 9]><xml>
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<br />
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<br /></div>
<span lang="EN-CA"></span><br />
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<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-CA"></span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-CA"></span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-CA"></span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b><span lang="EN-CA">‘Actively
Managed’ RRSPs/retirement funds – the biggest scam on planet earth</span></b></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span lang="EN-CA">Right
above the No. 2 scam, Realtor commission rates…</span></div><div align="center" class="MsoNormal" style="text-align: center;"><span lang="EN-CA"> </span></div><div align="center" class="MsoNormal" style="text-align: center;"><span lang="EN-CA">If you are like me, and didn't grow up with money, understanding the rules, this is likely one of the most important things you will read in your entire investment lifetime.</span></div><div align="center" class="MsoNormal" style="text-align: center;"><span lang="EN-CA"> </span></div><div align="center" class="MsoNormal" style="text-align: center;"><span lang="EN-CA">And I didn't write that just for the clicks! <br /></span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
*supporting links @ the bottom<br /></div>
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<b><span lang="EN-CA" style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-ansi-language: EN-CA; mso-fareast-font-family: "Times New Roman";">QUESTION:
Why, would the vast majority of Canadians and the rest of worldly investors,
willingly give up 40-50% of their profits, to financial money managers, over
the lifetime of their RRSP/retirement investment timeline ?</span></b></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0in; text-align: center;">
<span lang="EN-CA" style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-ansi-language: EN-CA; mso-fareast-font-family: "Times New Roman";">Why indeed ?</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0in; text-align: center;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<span lang="EN-CA" style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-ansi-language: EN-CA; mso-fareast-font-family: "Times New Roman";">If you’re
like me, you sat down with your investment manager [in my case, from a Canadian firm we will call
'Investor' Company for the sake of argument] and at some point, I asked him, “so how do you make your
money here ? “ He promptly replied, ” in the case of this specific fund, we
charge 3.2% of your profit. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<span lang="EN-CA" style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-ansi-language: EN-CA; mso-fareast-font-family: "Times New Roman";">I thought to
myself,<span style="mso-spacerun: yes;"> </span></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0in; text-align: center;">
<span style="color: #2b00fe;"><i style="mso-bidi-font-style: normal;"><span lang="EN-CA" style="font-family: "Berylium","serif"; font-size: 12pt; mso-ansi-language: EN-CA; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span>$3.20 for every 100.00 dollars
profit I bring in (gross),</span></i></span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0in; text-align: center;">
<span style="color: #2b00fe;"><i style="mso-bidi-font-style: normal;"><span lang="EN-CA" style="font-family: "Berylium","serif"; font-size: 12pt; mso-ansi-language: EN-CA; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">is actually really good…</span></i></span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0in; text-align: center;">
<span style="color: #2b00fe;"><i style="mso-bidi-font-style: normal;"><span lang="EN-CA" style="font-family: "Berylium","serif"; font-size: 12pt; mso-ansi-language: EN-CA; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">These guys are not the grubby greedy snakes I presumed !</span></i></span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0in; text-align: center;">
<i style="color: #2b00fe; mso-bidi-font-style: normal;"><span lang="EN-CA" style="font-family: "Berylium","serif"; font-size: 12pt; mso-ansi-language: EN-CA; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">GREAT !</span></i></div>
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<span style="color: #2b00fe;"><br /></span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0in; text-align: center;">
<span style="color: #2b00fe;"><i style="mso-bidi-font-style: normal;"><span lang="EN-CA" style="font-family: "Berylium","serif"; font-size: 12pt; mso-ansi-language: EN-CA; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">And thus, the conversation ended, with a smile on his face. </span></i></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<span lang="EN-CA" style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-ansi-language: EN-CA; mso-fareast-font-family: "Times New Roman";">What I found
out years later, was this ‘charge’ is called a ‘Management Expense Ratio (MER)</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<span lang="EN-CA" style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-ansi-language: EN-CA; mso-fareast-font-family: "Times New Roman";">So, ten
years went by, and eventually I was wondering, why my tens of thousands, didn’t
seem to be making that much money, despite my 9 -10 % returns…especially
considering, that I was only being charged 3.2%, a paltry sum…</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0in; text-align: center;">
<span lang="EN-CA" style="color: #2b00fe; font-family: "Times New Roman","serif"; font-size: 12pt; mso-ansi-language: EN-CA; mso-fareast-font-family: "Times New Roman";">Except it wasn’t just 3.2%<span style="mso-spacerun: yes;"> </span>…. Three dollars & twenty cents for every
$100.00 in profit….</span><span style="color: #2b00fe; font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0in; text-align: center;">
<span lang="EN-CA" style="color: #2b00fe; font-family: "Times New Roman","serif"; font-size: 12pt; mso-ansi-language: EN-CA; mso-fareast-font-family: "Times New Roman";">It was and is the </span><span style="color: #2b00fe;"><b style="mso-bidi-font-weight: normal;"><span lang="EN-CA" style="font-family: "Times New Roman","serif"; font-size: 18pt; mso-ansi-language: EN-CA; mso-fareast-font-family: "Times New Roman";">FIRST</span></b><span lang="EN-CA" style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-ansi-language: EN-CA; mso-fareast-font-family: "Times New Roman";"> 3.2%</span></span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0in; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0in; text-align: center;">
<span lang="EN-CA" style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-ansi-language: EN-CA; mso-fareast-font-family: "Times New Roman";">Allow me to explain.</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<span lang="EN-CA" style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-ansi-language: EN-CA; mso-fareast-font-family: "Times New Roman";">----</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<span lang="EN-CA" style="color: #2b00fe; font-family: "Times New Roman","serif"; font-size: 12pt; mso-ansi-language: EN-CA; mso-fareast-font-family: "Times New Roman";">For
simplicity sake, let’s say our funds MER is 2.5%. I invest a bunch of money and
end up making a gross profit of 5% (5% which works out to $1,000.00)</span><span style="color: #2b00fe; font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<span style="color: #2b00fe;"><br /></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<span lang="EN-CA" style="color: #2b00fe; font-family: "Times New Roman","serif"; font-size: 12pt; mso-ansi-language: EN-CA; mso-fareast-font-family: "Times New Roman";">ABC
Investment Corp will take their 2.5% MER right off the top, leaving me with the
remaining 2.5%....of my initial 5% …..</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<span style="color: #2b00fe;"><br /></span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0in; text-align: center;">
<span lang="EN-CA" style="color: #2b00fe; font-family: "Times New Roman","serif"; font-size: 12pt; mso-ansi-language: EN-CA; mso-fareast-font-family: "Times New Roman";">Confused ? You should be…</span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0in; text-align: center;">
<span style="color: #2b00fe;"><br /></span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0in; text-align: center;">
<span style="color: #2b00fe;"><br /></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<span lang="EN-CA" style="color: #2b00fe; font-family: "Times New Roman","serif"; font-size: 12pt; mso-ansi-language: EN-CA; mso-fareast-font-family: "Times New Roman";">It’s not
$2.50 for every $100.00 profit, <b style="mso-bidi-font-weight: normal;">it’s the
FIRST <span style="mso-spacerun: yes;"> </span>2.5% of my 5% I made !</b></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<span style="color: #2b00fe;"><br /></span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0in; text-align: center;">
<span lang="EN-CA" style="color: #2b00fe; font-family: "Times New Roman","serif"; font-size: 12pt; mso-ansi-language: EN-CA; mso-fareast-font-family: "Times New Roman";">THIS, is the industry’s dirty little
secret.</span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0in; text-align: center;">
<span style="color: #2b00fe;"><br /></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<span lang="EN-CA" style="color: #2b00fe; font-family: "Times New Roman","serif"; font-size: 12pt; mso-ansi-language: EN-CA; mso-fareast-font-family: "Times New Roman";">And just
what percentage, is 2.5% of 5% ?<span style="mso-spacerun: yes;"> </span>…….You
guessed it, 50%</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<span style="color: #2b00fe;"><br /></span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0in; text-align: center;">
<span lang="EN-CA" style="color: #2b00fe; font-family: "Times New Roman","serif"; font-size: 12pt; mso-ansi-language: EN-CA; mso-fareast-font-family: "Times New Roman";">--<i>BIG LIGHTBULB COMES ON</i> –</span></div>
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<br /></div>
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<span lang="EN-CA" style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-ansi-language: EN-CA; mso-fareast-font-family: "Times New Roman";">Why would
anyone give up 25/30/50% of their profits to an investing company/guru ?</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span lang="EN-CA" style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-ansi-language: EN-CA; mso-fareast-font-family: "Times New Roman";"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<span lang="EN-CA" style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-ansi-language: EN-CA; mso-fareast-font-family: "Times New Roman";">Remember
that $1,000.00 gross profit I made ?<span style="mso-spacerun: yes;">
</span>Well, it’s actually going to be $500.00, as ABC Investment Corp will
skim their 2.5% MER/$500.00 (the first 2.5% of 5%) right off the top, before I
even see it (standard practice in the entire industry, wouldn’t you guess), and
I’ll get a paper statement, telling me that I made/netted (the remaining)
2.5%/$500.00, on my investment this year.</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<span lang="EN-CA" style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-ansi-language: EN-CA; mso-fareast-font-family: "Times New Roman";">Now, MERs
and gross investment returns fluctuate year to year, but, over your investing
life time (40-50 years), you will give up in MERs, 40 to 50% of your gross
profits to the (crooked) investment firm.</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<br /></div>
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<span lang="EN-CA" style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-ansi-language: EN-CA; mso-fareast-font-family: "Times New Roman";">This, is the
white elephant in the room; your corporatized investment guru will not explain
to you in detail, unless pressed, very hard. But, you will find it all explained
in legalese, in the very fine print in the contractual paper work you signed
with them.</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<span lang="EN-CA" style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-ansi-language: EN-CA; mso-fareast-font-family: "Times New Roman";">QUESTION:
How can I pay a lower MER on my RRSP investments?</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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<br /></div>
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<span lang="EN-CA" style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-ansi-language: EN-CA; mso-fareast-font-family: "Times New Roman";"> ---</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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<br /></div>
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<span lang="EN-CA" style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-ansi-language: EN-CA; mso-fareast-font-family: "Times New Roman";">~Lower MER ‘Index’ funds –Versus-- Higher MER
‘Actively Managed’ Funds~</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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<br /></div>
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<u><span lang="EN-CA" style="color: blue; font-family: "Times New Roman","serif"; font-size: 12pt; mso-ansi-language: EN-CA; mso-fareast-font-family: "Times New Roman";">Actively
Managed Funds:</span></u></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><u><span lang="EN-CA" style="color: blue; font-family: "Times New Roman","serif"; font-size: 12pt; mso-ansi-language: EN-CA; mso-fareast-font-family: "Times New Roman";"> </span></u><span style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<span lang="EN-CA" style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-ansi-language: EN-CA; mso-fareast-font-family: "Times New Roman";">Why will the
vast majority of investment managers steer you toward ‘actively managed’ funds
?<span style="mso-spacerun: yes;"> </span>Because they charge a (much)
higher<span style="mso-spacerun: yes;"> </span>MER of 2.5, 3.0, 3.5%.<span style="mso-spacerun: yes;"> </span>And if you didn’t know any better you’d say,
“Geez, 3% (three dollars) for every one hundred I make is pretty good ! But now
you know better…</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<span lang="EN-CA" style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-ansi-language: EN-CA; mso-fareast-font-family: "Times New Roman";">It’s the FIRST
3%<span style="mso-spacerun: yes;"> </span>[STUPID]<span style="mso-spacerun: yes;"> </span>of your 6% <span style="mso-spacerun: yes;"> </span>= 50%</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<span lang="EN-CA" style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-ansi-language: EN-CA; mso-fareast-font-family: "Times New Roman";">They will
tell you, that we charge a higher MER for ‘actively managed funds, because we
have hundreds of professionally trained investors who spend all days combing
the world, ‘actively managing’ your funds, to get you the best possible
returns….to beat the markets, to beat the TSX, the S&P 500, etc…<span style="mso-spacerun: yes;"> </span>They are ‘stirring the pot’. And with each
stir, your MER goes up a fraction of a percent.</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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<br /></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0in; text-align: center;">
<span lang="EN-CA" style="color: purple; font-family: "Times New Roman","serif"; font-size: 12pt; mso-ansi-language: EN-CA; mso-fareast-font-family: "Times New Roman";">The 2<sup>nd</sup> elephant in the room,</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<span lang="EN-CA" style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-ansi-language: EN-CA; mso-fareast-font-family: "Times New Roman";">Is that
‘actively managed funds’ (by ‘professionals’) RARELY outperform the markets
[the TSX, the S&P 500, etc…). In fact, they normally underperform them; but,
you get to pay more for that privilege.</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<span lang="EN-CA" style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-ansi-language: EN-CA; mso-fareast-font-family: "Times New Roman";">Hopefully,
you can taste the sarcasm, dripping off my keyboard…</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<u><span lang="EN-CA" style="color: blue; font-family: "Times New Roman","serif"; font-size: 12pt; mso-ansi-language: EN-CA; mso-fareast-font-family: "Times New Roman";">Index
(Tracking) Funds:</span></u></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><u><span lang="EN-CA" style="color: blue; font-family: "Times New Roman","serif"; font-size: 12pt; mso-ansi-language: EN-CA; mso-fareast-font-family: "Times New Roman";"> </span></u><span style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<span lang="EN-CA" style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-ansi-language: EN-CA; mso-fareast-font-family: "Times New Roman";">Index funds,
very simply track or ‘mirror’ a given stock exchange/market; The Toronto Stock
Exchange (TSC), American S&P 500, etc…<span style="mso-spacerun: yes;">
</span>If the TSX gains 7% through the past year, you make 7% (MINUS (you
guessed it; your magical MER)) . Thus a 7% gross gain, minus our hypothetical
(but your (very real) MER of 1.2%, allows us to net out a profit of 6.8% .</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<span lang="EN-CA" style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-ansi-language: EN-CA; mso-fareast-font-family: "Times New Roman";">This, is
much better than an actively managed fund, as is plainly obvious. Many Index
funds cost well below a 1% MER; many are in the .5%, .75% range. It takes a bit
of digging and persistence.</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<span lang="EN-CA" style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-ansi-language: EN-CA; mso-fareast-font-family: "Times New Roman";">Index funds
can charge a lower MER, because instead of a pool of professionals trying to
stir the pot, to beat the markets, a computer, simply tracks the performance (or
Index) of the particular stock market.</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<span lang="EN-CA" style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-ansi-language: EN-CA; mso-fareast-font-family: "Times New Roman";">I spent a
decade+ paying 'Investor' Company MERs to manage my RRSPs, invested in
actively managed funds, paying them well above 3%.<span style="mso-spacerun: yes;"> </span>Keep in mind that Canada has on average, the
highest MERs in the known world, and 'Investors' Company charges some of the
highest in Canada. After all, they have to pay themselves some fairly high
wages, and pay for all of those Cable TV ads that are continuously spewing
forth.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<span lang="EN-CA" style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-ansi-language: EN-CA; mso-fareast-font-family: "Times New Roman";">Once I
realized, that 3.5% meant the FIRST 3.5%, I asked my 'Investor' Company guru, if
Investor Company offered RRSP investing in Index Funds. The initial answer was a
non-answer, in that he simply informed me that “ </span><i style="mso-bidi-font-style: normal;"><span lang="EN-CA" style="font-family: "Berylium","serif"; font-size: 12pt; mso-ansi-language: EN-CA; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman";">He was convinced that he had us best positioned for
our long term interests</span></i><span lang="EN-CA" style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-ansi-language: EN-CA; mso-fareast-font-family: "Times New Roman";"> ”. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<span lang="EN-CA" style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-ansi-language: EN-CA; mso-fareast-font-family: "Times New Roman";">So, I when
back to him and specifically asked, “Does 3.5% meant the FIRST 3.5% ? “. And,
to his credit, he answered, “Yes.” . </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<span lang="EN-CA" style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-ansi-language: EN-CA; mso-fareast-font-family: "Times New Roman";">I expressed
my amazement; and he was quick to point out, that a decade+ or so previously, I
had signed a piece of paper, where it was explained and thus I had legally
acknowledged, acknowledging that it’s ‘the first…’ and not $3.50 for every
$100.00</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<span lang="EN-CA" style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-ansi-language: EN-CA; mso-fareast-font-family: "Times New Roman";">To this day,
I still have a hard time wrapping my brain around this concept. Had my
Investor Company guru, precisely explained this concept in language I would
have understood…<span style="mso-spacerun: yes;"> </span>my immediate response
would have been, “are you out of your mind ?<span style="mso-spacerun: yes;">
</span>I’m going to effectively pay you between 30 and 50% of my profits, so
that you can stir the pot, vainly trying to beat the market averages ?<span style="mso-spacerun: yes;"> </span>I don’t think so, would have been my reply.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<span lang="EN-CA" style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-ansi-language: EN-CA; mso-fareast-font-family: "Times New Roman";">Through the
majority of that decade+, I was netting roughly 6% on any given year. With my
MERs in the 3.4% range, (meaning I was grossing 9.4%) you can see that I was
paying Investor Company, approx. 35% of my profits to active manage my
‘portfolio’ (such a fancy smancy word)<span style="mso-spacerun: yes;">
</span>(Remember, ‘actively manage’ means they are professionals…) and through
all of this, they were doing neither no better, nor any worse than ‘average’.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<span lang="EN-CA" style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-ansi-language: EN-CA; mso-fareast-font-family: "Times New Roman";">It was this
35% that was missing, and that gave me a ‘feeling’ in my monthly investment
statements, that something was not adding up… </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0in; text-align: center;">
<span lang="EN-CA" style="color: purple; font-family: "Times New Roman","serif"; font-size: 12pt; mso-ansi-language: EN-CA; mso-fareast-font-family: "Times New Roman";">The third elephant in the room,</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<span lang="EN-CA" style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-ansi-language: EN-CA; mso-fareast-font-family: "Times New Roman";">Is that you
get a monthly statement that gives you the overall value of your investments
generally in what is called<span style="mso-spacerun: yes;"> </span>a ‘UNIT
VALUE’ ; this unit value fluctuate within the stock markets, up and down, each
day, month, year… So as markets fluctuate, and your focused on the unit value,
attempting to track whether your making any money or not, your somewhat oblivious
to the<span style="mso-spacerun: yes;"> </span>(in my case) 35% of my profits
that were getting skimmed off without my knowledge; Because I did not really
understand what an MER was, and I certainly did not understand, that an MER of
3%, meant the FIRST 3%. My bad.</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<span lang="EN-CA" style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-ansi-language: EN-CA; mso-fareast-font-family: "Times New Roman";">Thus, I
should have been invested in ‘passive’ Index tracking funds, (which I am now
with a different investing firm, thank you very much) being charged something
in the<span style="mso-spacerun: yes;"> </span>1 -1.5% range, and I would have
still grossed 9.4%, BUT, netted out,<span style="mso-spacerun: yes;">
</span>making on average 7.9% profit.</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<span lang="EN-CA" style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-ansi-language: EN-CA; mso-fareast-font-family: "Times New Roman";">Netting a
profit of 7.9% is significantly better than 6%, especially over the long term.</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<span lang="EN-CA" style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-ansi-language: EN-CA; mso-fareast-font-family: "Times New Roman";">It’s not
just 6%, you can now understand that it works out to 40-50%, depending on your
circumstances, your gross profits and the (transparent/unseen) MER you’re
paying some guy in short pants, the in the vast majority of cases, match, if you’re
lucky, what the market is performing at,<span style="mso-spacerun: yes;">
</span>all by itself.</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<span lang="EN-CA" style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-ansi-language: EN-CA; mso-fareast-font-family: "Times New Roman";">So, having
gone through this I hope and trust that I’ve been able to clearly explain that
the charged MER is the slice in percentage points that the investing advising
guru, takes directly off your gross gains, before you see it. (and you have to
figure, there is a very very good reason [for them] that they do this…it
assists in keeping you, the chump, ignorant).</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<span lang="EN-CA" style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-ansi-language: EN-CA; mso-fareast-font-family: "Times New Roman";">If the MER
is 2%, (as it is commonly with actively managed funds)and I gross 6% (not
uncommon in today’s 2014/15 investing climate), your investing company takes
the FIRST 2% of gains, leaving you with the remaining 4%; This means you’re
giving them (in this case) 33% of your profits. </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<span lang="EN-CA" style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-ansi-language: EN-CA; mso-fareast-font-family: "Times New Roman";">THIRTY THREE
PERCENT ! That, IMHO, is highway robbery and<b> should be a criminal offence</b>.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<span lang="EN-CA" style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-ansi-language: EN-CA; mso-fareast-font-family: "Times New Roman";">These MERs
in my case were what is called ‘front end loaded’ funds, in that the MER is
taken off at the front end, ‘before’ I see my net gains…<span style="mso-spacerun: yes;"> </span>Some funds are ‘rear end’ loaded. Some funds
have additional charges every time they ‘stir the pot’, moving your money
between investments, or between funds.</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<span lang="EN-CA" style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-ansi-language: EN-CA; mso-fareast-font-family: "Times New Roman";">Statistics
over the long term, (YOUR long term investing of 30-40-50 years) show
that with actively managed funds, the MERs eat up 40 to 50% of gains.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<span lang="EN-CA" style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-ansi-language: EN-CA; mso-fareast-font-family: "Times New Roman";">Over the
short term, you may not notice much of an effect. (I did, and that’s why I
started asking questions.But it took 10 years for me to catch on !) However
comma, over the long term, this can and does mean, that instead of netting out
with a $250,000.00 retirement fund (with an Index fund charging a 1% [or
better] MER), you’re going to end up with 130,000.00 – 150,000.00 . </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<span lang="EN-CA" style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-ansi-language: EN-CA; mso-fareast-font-family: "Times New Roman";">Yes, a ONE
HUNDRED THOUSAND+<span style="mso-spacerun: yes;"> </span>DOLLAR DIFFERENCE,
over a lifetime of investing.</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<span lang="EN-CA" style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-ansi-language: EN-CA; mso-fareast-font-family: "Times New Roman";">That ladies
and gentlemen, is going to translate in a huge difference; in the monthly
‘annuity’ you eventually create from that money, to finance your retirement.</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<span lang="EN-CA" style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-ansi-language: EN-CA; mso-fareast-font-family: "Times New Roman";">Now, you
know better.</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<span lang="EN-CA" style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-ansi-language: EN-CA; mso-fareast-font-family: "Times New Roman";">I have spent
considerable time on the internet, looking for papers/web sites/authors, that
explain this phenomenon if it being the first XX % of your gross profits,
without a lot of success. You can imagine that it’s not in any investment
advisors interest to be completely transparent about it, is it. They stand to
make more money from your/our ignorance. </span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman";">Let me say that it is not just
Investor’s Group that enables ignorant clients, it’s the entire industry. They
[all of them] will claim that they have a financial gain to make, from being
completely forthright, open, and transparent. After all, if they make you
money, you will stick around, recommend them to others. That’s how the ‘grow
the business’.<span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman";">I submit, they grow the business,
the profit margin, from keeping clients ignorant. IMHO, it highway robbery with
a smile on their face. It is unfortunately, perfectly legal, thus making them
nice guys in a shirt and tie. They will make the average schmuk 200K in long
term profits. However comma, what they will not tell you is to walk down the
street, and invest in a (passive) Index Tacking Fund, paying a .5% MER, and thus making
an additional 150K.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<span lang="EN-CA" style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-ansi-language: EN-CA; mso-fareast-font-family: "Times New Roman";">The few
sites that have broached the subject, do so in language that often obfuscates
the message. And as you can now appreciate, the message is initially beyond
belief and comprehension. It took me a few days of saying, “it can’t be - this just doesn't make sense on any level” to
figure it out.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span lang="EN-CA" style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-ansi-language: EN-CA; mso-fareast-font-family: "Times New Roman";"> </span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;"><span lang="EN-CA" style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-ansi-language: EN-CA; mso-fareast-font-family: "Times New Roman";">Remember, it's the FIRST xx.xx% ... <br /></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<span lang="EN-CA" style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-ansi-language: EN-CA; mso-fareast-font-family: "Times New Roman";">Additional
opinions on this subject <b>(complete with charts & graphs on the subj)</b>:</span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<span lang="EN-CA" style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-ansi-language: EN-CA; mso-fareast-font-family: "Times New Roman";"><a href="http://www.michaeljamesonmoney.com/2009/12/mer-drag-on-returns-in-pictures.html"><span style="color: blue;">http://www.michaeljamesonmoney.com/2009/12/mer-drag-on-returns-in-pictures.html</span></a></span><span style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0in;">
<span lang="EN-CA" style="font-family: "Times New Roman","serif"; font-size: 12pt; mso-ansi-language: EN-CA; mso-fareast-font-family: "Times New Roman";"><a href="http://moneyover55.about.com/od/investmentfees/a/Expense-Ratios-And-Why-They-Are-Important.htm"><span style="color: blue;">http://moneyover55.about.com/od/investmentfees/a/Expense-Ratios-And-Why-They-Are-Important.htm</span></a></span></div>
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<![endif]-->I encourage you to forward this to everyone you know who has set up a retirement fund, so that it becomes common knowledge. The financial industry presently has legal licence to fleece the world, as long as we are ignorant.<br />
<br />
<span style="font-size: xx-small;">Declaration: spelled checked @ 0741 11 Oct 2015</span><br />
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'ole Canadian soldierhttp://www.blogger.com/profile/11251146880108444252noreply@blogger.com2tag:blogger.com,1999:blog-5939907882746143392.post-91294046630947107062015-10-10T11:18:00.002-07:002015-10-10T11:34:21.099-07:00a few lines about 'oleI'm for health care, education, privacy rights, protest rights, all while keeping the cost and size of government to a minimal.<br />
<br />
I believe that white collar criminals should actually do serious time. And I believe that whilst we rehabilitate your criminal ass, you'll do it in an fairly austair jail.<br />
<br />
I'm all for celebrating our fantastic multiculturalism, but you can keep your sharia law system back in Saudi Arabia. I cannot for the life of me, understand why Israel gets a free ticket to commit genocide against the Palestinian peoples.<br />
<br />
I absolutely believe in the separation of church & state, which makes it frustrating to watch Harper and his TheoCons incrementally incorporate his evangelical agenda into virtually every piece of legislation; pulling on the threads of racism to divide Canadians.<br />
<br />
Despite the fact that Muloney was ( and I can only trust, still is) a sanctimonious dickhead, I pine for the days of the old 'Progressive Conservative Party of Canada. I firmly believe that all politicians electioneer from slightly left of center, and then exercise power on the right side.<br />
<br />
I do not expressly believe that simply because anyone wears a uniform, be it military or police (or political) services, that it automatically makes one virtuous and honorable; all services inherently employ a small percentage of corrupt self-serving bastards. Once exposed, they should be publically stripped of their rank, their pension gains redistributed, flogged with great televised ceremony, and expunged from said organization, but alas, the majority will be slapped on the wrist and retained, much to the dis-service of Canada and Canadians.<br />
<br />
Nuff said on that...<br />
<br />
I am grateful that I now have two beautiful grandsons, that will allow me to make restitution for the mistakes I made, in raising my two (despite me) lovely, caring, smart and otherwise great children.<br />
<br />'ole Canadian soldierhttp://www.blogger.com/profile/11251146880108444252noreply@blogger.com0